From 9f21fccef30566db4774f63ccb1c55373c588108 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 1 Aug 2017 19:40:19 -0400 Subject: [PATCH 001/137] Added control of Omnicure with Aerotech. --- mecode/footer.txt | 67 ++++++++++++++++++++++++++++++++++++++++++++++- mecode/main.py | 6 +++++ 2 files changed, 72 insertions(+), 1 deletion(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index f3a5cac..587602f 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -2,7 +2,7 @@ M2 -;##########Functions############; +;##########Nordson Pressure Box Functions############; DFS setPress $strtask1 = DBLTOSTR( $P, 0 ) @@ -170,3 +170,68 @@ DFS togglePress G4 P0.15 ENDDFS + +;##########Omnicure Functions############; +DFS omniOn + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +DFS omniOff + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS diff --git a/mecode/main.py b/mecode/main.py index c0e25ab..29d53ef 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -802,6 +802,12 @@ def set_vac(self, com_port, value): def set_valve(self, num, value): self.write('$DO{}.0={}'.format(num, value)) + def omni_on(self, com_port): + self.write('Call omniOn P{}'.format(com_port)) + + def omni_off(self, com_port): + self.write('Call omniOff P{}'.format(com_port)) + # Public Interface ####################################################### def view(self, backend='mayavi'): From 461fc1db923b57930a86d12e52861c9ac9af0e0e Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 2 Aug 2017 15:39:59 -0400 Subject: [PATCH 002/137] First test of omnicure intensity control and Alicat control. --- mecode/footer.txt | 62 ++++++++++++++++++++++++++++++++++++++++++----- mecode/header.txt | 2 ++ mecode/main.py | 23 ++++++++++++++++++ 3 files changed, 81 insertions(+), 6 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index 587602f..bbb9d48 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -184,21 +184,21 @@ DFS omniOn FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "OPN40" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile @@ -216,22 +216,72 @@ DFS omniOff FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "CLS3A" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile ENDDFS + +DFS omniSetInt + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile $omniIntVal + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile $omniIntVal + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +;##########Alicat Functions############; +DFS setAlicatPress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $alicatID = "A" + $press = $Q + $strtask2 = DBLTOSTR( $press , 0 ) + $strtask3 = $alicatID + "S" + $strtask2 + + FILEWRITE $hFile $strtask3 + FILECLOSE $hFile +ENDDFS diff --git a/mecode/header.txt b/mecode/header.txt index d273697..bb0b3df 100644 --- a/mecode/header.txt +++ b/mecode/header.txt @@ -5,6 +5,8 @@ DVAR $length DVAR $lame DVAR $comport DVAR $vacpress +DVAR $alicatID +DVAR $omniIntVal $DO0.0=0 $DO1.0=0 diff --git a/mecode/main.py b/mecode/main.py index 29d53ef..de0df15 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -808,6 +808,29 @@ def omni_on(self, com_port): def omni_off(self, com_port): self.write('Call omniOff P{}'.format(com_port)) + def omni_intensity(self, com_port, value): + command = 'SIL{}'.format(value) + data = self.calc_CRC8(command) + self.write('$omniIntVal="{}"'.format(data)) + self.write('Call omniSetInt P{}'.format(com_port)) + + def set_alicat_pressure(self,com_port,value): + self.write('Call setAlicatPress P{} Q{}'.format(com_port, value)) + + def calc_CRC8(self,data): + CRC8 = 0 + for letter in list(bytearray(data)): + for i in range(8): + if (letter^CRC8)&0x01: + CRC8 ^= 0x18 + CRC8 >>= 1 + CRC8 |= 0x80 + else: + CRC8 >>= 1 + letter >>= 1 + return data +'{:02X}\r'.format(CRC8) + + # Public Interface ####################################################### def view(self, backend='mayavi'): From 0ca4fb73602928b667ef616e67d4dd678494da2b Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 2 Aug 2017 21:27:36 -0400 Subject: [PATCH 003/137] Working omnicure intensity control, Alicat control and fixed duplicate 'ENDDFS' error. --- mecode/footer.txt | 107 +++++++++++++++++++++++----------------------- mecode/header.txt | 2 - mecode/main.py | 4 +- 3 files changed, 55 insertions(+), 58 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index bbb9d48..97193c2 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -180,27 +180,27 @@ DFS omniOn COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "OPN40" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile + ENDWHILE + FILECLOSE $hFile ENDDFS @@ -212,27 +212,27 @@ DFS omniOff COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "CLS3A" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile + ENDWHILE + FILECLOSE $hFile ENDDFS @@ -243,29 +243,29 @@ DFS omniSetInt $hFile = FILEOPEN $strtask1, 2 COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile $omniIntVal + ENDWHILE + + FILEWRITE $hFile $strtask4 + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile $strtask4 FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile $omniIntVal - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - + ENDWHILE + FILECLOSE $hFile + ENDDFS ;##########Alicat Functions############; @@ -277,11 +277,10 @@ DFS setAlicatPress COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - $alicatID = "A" - $press = $Q - $strtask2 = DBLTOSTR( $press , 0 ) - $strtask3 = $alicatID + "S" + $strtask2 - - FILEWRITE $hFile $strtask3 + $strtask2 = DBLTOSTR($Q,2) + $strtask3 = "AS" + $strtask2 + "\x0D" + FILEWRITENOTERM $hFile $strtask3 FILECLOSE $hFile + ENDDFS + diff --git a/mecode/header.txt b/mecode/header.txt index bb0b3df..d273697 100644 --- a/mecode/header.txt +++ b/mecode/header.txt @@ -5,8 +5,6 @@ DVAR $length DVAR $lame DVAR $comport DVAR $vacpress -DVAR $alicatID -DVAR $omniIntVal $DO0.0=0 $DO1.0=0 diff --git a/mecode/main.py b/mecode/main.py index de0df15..e393f23 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -811,7 +811,7 @@ def omni_off(self, com_port): def omni_intensity(self, com_port, value): command = 'SIL{}'.format(value) data = self.calc_CRC8(command) - self.write('$omniIntVal="{}"'.format(data)) + self.write('$strtask4="{}"'.format(data)) self.write('Call omniSetInt P{}'.format(com_port)) def set_alicat_pressure(self,com_port,value): @@ -828,7 +828,7 @@ def calc_CRC8(self,data): else: CRC8 >>= 1 letter >>= 1 - return data +'{:02X}\r'.format(CRC8) + return data +'{:02X}'.format(CRC8) # Public Interface ####################################################### From 29d6319bf3e5b0c17478a2ea208c805955ec3b4b Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 2 Aug 2017 21:48:07 -0400 Subject: [PATCH 004/137] Fixed minor formatting issue in footer. --- mecode/footer.txt | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index 97193c2..956a7d2 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -277,9 +277,9 @@ DFS setAlicatPress COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - $strtask2 = DBLTOSTR($Q,2) - $strtask3 = "AS" + $strtask2 + "\x0D" - FILEWRITENOTERM $hFile $strtask3 + $strtask2 = DBLTOSTR($Q,2) + $strtask3 = "AS" + $strtask2 + "\x0D" + FILEWRITENOTERM $hFile $strtask3 FILECLOSE $hFile ENDDFS From 80027cea36c57a62876040be09bbf8625eccb8f6 Mon Sep 17 00:00:00 2001 From: RobWks Date: Fri, 15 Sep 2017 11:34:43 -0400 Subject: [PATCH 005/137] First working version of spiral function. --- mecode/main.py | 80 ++++++++++++++++++++++++++++++++++++++++++++++++-- 1 file changed, 77 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index e393f23..e40ef27 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -49,7 +49,7 @@ import os from collections import defaultdict -from .printer import Printer +from printer import Printer HERE = os.path.dirname(os.path.abspath(__file__)) @@ -616,7 +616,7 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, Examples -------- - >>> # meander through a 10x10 sqaure with a spacing of 1mm starting in + >>> # meander through a 10x10 square with a spacing of 1mm starting in >>> # the lower left. >>> g.meander(10, 10, 1) @@ -770,6 +770,81 @@ def triangular_wave(self, x, y, cycles, start='UR', orientation='x'): if was_absolute: self.absolute() + def spiral(self, end_diameter, spacing, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + """ Performs an Archimedean spiral. Start by moving to the center of the spiral location + then use the 'start' argument to specify a starting location (either center or edge). + + Parameters + ---------- + end_diameter : float + The outer diameter of the spiral. + spacing : float + The spacing between lines of the spiral. + start_diameter : float + The inner diameter of the spiral (default: 0). + step_angle : float + Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + start : str (either 'center', 'edge') + The location to start the spiral (default: 'center'). + direction : str (either 'CW', 'CCW') + Direction to print the spiral, either clockwise or counterclockwise. (default: 'CW') + + Examples + -------- + >>> # move to origin + >>> g.absolute() + >>> g.move(x=0, y=0) + + >>> # start first spiral, outer diameter of 20, spacing of 1 + >>> g.spiral(20,1) + + >>> # move to second spiral location and do similar spiral but start at edge + >>> g.move(x=50,y=0) + >>> g.spiral(20,1,start='edge') + + >>> # move to third spiral location, this time starting at edge but printing CCW + >>> g.move(y=50,x=50) + >>> g.spiral(20,1,start='edge',direction='CCW') + + >>> # move to fourth spiral location, starting at center again but printing CCW + >>> g.move(x=0,y=50) + >>> g.spiral(20,1,direction='CCW') + + """ + import numpy as np + start_spiral_turns = (start_diameter/2)/spacing + end_spiral_turns = (end_diameter/2)/spacing + + starting_position = [self._current_position['x'],self._current_position['y']] + + was_relative = True + if self.is_relative: + self.absolute() + else: + was_relative = False + + # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ + b = spacing/(2*math.pi) + t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi+step_angle, step_angle) + if start == 'center': + pass + elif start == 'edge': + t = t[::-1] + else: + raise Exception("Must either choose 'center' or 'edge' for starting position.") + for step in t: + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -step*b*math.cos(step)+starting_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = step*b*math.cos(step)+starting_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = step*b*math.sin(step)+starting_position[1] + self.move(x_move, y_move) + + if was_relative: + self.relative() + # AeroTech Specific Functions ############################################ def get_axis_pos(self, axis): @@ -830,7 +905,6 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) - # Public Interface ####################################################### def view(self, backend='mayavi'): From 4753e0aef9964db41cdc7f67933d596197e14895 Mon Sep 17 00:00:00 2001 From: RobWks Date: Fri, 15 Sep 2017 12:18:11 -0400 Subject: [PATCH 006/137] Tested version of spiral function. --- mecode/main.py | 9 ++++++--- 1 file changed, 6 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index e40ef27..0e35ced 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -812,8 +812,8 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang """ import numpy as np - start_spiral_turns = (start_diameter/2)/spacing - end_spiral_turns = (end_diameter/2)/spacing + start_spiral_turns = (start_diameter/2.0)/spacing + end_spiral_turns = (end_diameter/2.0)/spacing starting_position = [self._current_position['x'],self._current_position['y']] @@ -825,7 +825,9 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ b = spacing/(2*math.pi) - t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi+step_angle, step_angle) + t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter + t = np.append(t,end_spiral_turns*2*math.pi) if start == 'center': pass elif start == 'edge': @@ -841,6 +843,7 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") y_move = step*b*math.sin(step)+starting_position[1] self.move(x_move, y_move) + self.write("#{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) if was_relative: self.relative() From 46e6e32c66fd3a7d33ef1c31448a95cf850521ab Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 18 Sep 2017 10:40:22 -0400 Subject: [PATCH 007/137] Removed extra comment left from debugging. --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 0e35ced..042dee8 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -843,7 +843,7 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") y_move = step*b*math.sin(step)+starting_position[1] self.move(x_move, y_move) - self.write("#{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) + #self.write(";{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) if was_relative: self.relative() From 37155761361c5ab82710e432c731912e2a38ec7e Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 6 Nov 2017 16:53:24 -0500 Subject: [PATCH 008/137] Working version of gradient spiral function. --- mecode/main.py | 105 +++++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 105 insertions(+) diff --git a/mecode/main.py b/mecode/main.py index 042dee8..e0aeabb 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -848,6 +848,111 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang if was_relative: self.relative() + def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + """ Identical motion to the regular spiral function, but with the control of two syringe pumps to enable control over + dielectric properties over the course of the spiral. Starting with simply hitting certain dielectric constants at + different values along the radius of the spiral. + + Parameters + ---------- + end_diameter : float + The outer diameter of the spiral. + spacing : float + The spacing between lines of the spiral. + gradient : str + Functioning defining the ink concentration along the radius of the spiral + feedrate : float + Feedrate is the speed of the nozzle relative to the substrate + flowrate : float + Flowrate is a measure of the amount of ink dispensed per second by the syringe pump + start : str (either 'center', 'edge') + The location to start the spiral (default: 'center'). + direction : str (either 'CW', 'CCW') + Direction to print the spiral, either clockwise or counterclockwise. (default: 'CW') + step_angle : float + Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + start_diameter : float + The inner diameter of the spiral (default: 0). + + Examples + -------- + >>> g.gradient_spiral(start_diameter=7.62, #mm + ... end_diameter=30.48, #mm + ... spacing=1, #mm + ... feedrate=8, #mm/s + ... flowrate=2/60.0, #rot/s + ... start='edge', #'edge' or 'center' + ... direction='CW', #'CW' or 'CCW' + ... gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function + """ + + import numpy as np + import sympy as sy + + def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, formula=gradient): + expr = sy.sympify(formula) + r = sy.symbols('r') + minor_fraction = np.clip(float(expr.subs(r,radius)),0,100)/100 + line_flow = length/float(feed)*flow + return [minor_fraction*line_flow,(1-minor_fraction)*line_flow] + + start_spiral_turns = (start_diameter/2.0)/spacing + end_spiral_turns = (end_diameter/2.0)/spacing + + center_position = [self._current_position['x'],self._current_position['y']] + + was_relative = True + if self.is_relative: + self.absolute() + else: + was_relative = False + + # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ + b = spacing/(2*math.pi) + t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter + t = np.append(t,end_spiral_turns*2*math.pi) + if start == 'center': + pass + elif start == 'edge': + t = t[::-1] + else: + raise Exception("Must either choose 'center' or 'edge' for starting position.") + + #Start writing moves + self.feed(feedrate) + syringe_extrusion = np.array([0.0,0.0]) + + #Move to starting positon + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -t[0]*b*math.cos(t[0])+center_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = t[0]*b*math.cos(t[0])+center_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = t[0]*b*math.sin(t[0])+center_position[1] + self.move(x_move, y_move) + + #Zero a & b axis before printing, we do this so it can easily do multiple layers without quickly jumping back to 0 + self.write('G92 a0 b0') + + for step in t[1:]: + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -step*b*math.cos(step)+center_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = step*b*math.cos(step)+center_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = step*b*math.sin(step)+center_position[1] + + radius_pos = np.sqrt((self._current_position['x']-center_position[0])**2 + (self._current_position['y']-center_position[1])**2) + line_length = np.sqrt((x_move-self._current_position['x'])**2 + (y_move-self._current_position['y'])**2) + syringe_extrusion += calculate_extrusion_values(radius_pos,line_length) + self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1]) + + if was_relative: + self.relative() + # AeroTech Specific Functions ############################################ def get_axis_pos(self, axis): From f9e443f74e68aaf0afe2aac157e7cbe36e997fd5 Mon Sep 17 00:00:00 2001 From: RobWks Date: Sat, 25 Nov 2017 15:41:17 -0500 Subject: [PATCH 009/137] Final version of gradient spiral function. --- mecode/main.py | 250 ++++++++++++++++++++++++++++++++++++++++++++----- 1 file changed, 229 insertions(+), 21 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index e0aeabb..8eee866 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -175,6 +175,7 @@ def __init__(self, outfile=None, print_lines=True, header=None, footer=None, self.extrusion_multiplier = extrusion_multiplier self.position_history = [(0, 0, 0)] + self.color_history = [(0, 0, 0)] self.speed = 0 self.speed_history = [] @@ -330,7 +331,7 @@ def home(self): """ self.abs_move(x=0, y=0) - def move(self, x=None, y=None, z=None, rapid=False, **kwargs): + def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): """ Move the tool head to the given position. This method operates in relative mode unless a manual call to `absolute` was given previously. If an absolute movement is desired, the `abs_move` method is @@ -365,7 +366,7 @@ def move(self, x=None, y=None, z=None, rapid=False, **kwargs): filament_length = ((4*volume)/(3.14149*self.filament_diameter**2))*self.extrusion_multiplier kwargs['E'] = filament_length + current_extruder_position - self._update_current_position(x=x, y=y, z=z, **kwargs) + self._update_current_position(x=x, y=y, z=z, color=color, **kwargs) args = self._format_args(x, y, z, **kwargs) cmd = 'G0 ' if rapid else 'G1 ' self.write(cmd + args) @@ -770,7 +771,8 @@ def triangular_wave(self, x, y, cycles, start='UR', orientation='x'): if was_absolute: self.absolute() - def spiral(self, end_diameter, spacing, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + def spiral(self, end_diameter, spacing, start='center', direction='CW', + step_angle = 0.1, start_diameter = 0): """ Performs an Archimedean spiral. Start by moving to the center of the spiral location then use the 'start' argument to specify a starting location (either center or edge). @@ -848,7 +850,9 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang if was_relative: self.relative() - def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, + start='center', direction='CW', step_angle = 0.1, start_diameter = 0, + center_position=None, dead_delay=0): """ Identical motion to the regular spiral function, but with the control of two syringe pumps to enable control over dielectric properties over the course of the spiral. Starting with simply hitting certain dielectric constants at different values along the radius of the spiral. @@ -873,6 +877,11 @@ def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, s Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). start_diameter : float The inner diameter of the spiral (default: 0). + center_position : list + Position of the absolute center of the spiral, useful when starting a spiral at the edge of a completed spiral + dead_delay : float + Printing composition offset caused by the dead volume of the nozzle which creates a delayed + effect between the syringe pumps and the actual composition of the ink exiting the nozzle. Examples -------- @@ -889,27 +898,171 @@ def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, s import numpy as np import sympy as sy - def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, formula=gradient): + def calculate_extrusion_values(radius, length, feed = feedrate, flow = flowrate, formula = gradient, delay = dead_delay, spacing = spacing, start = start, outer_radius = end_diameter/2.0, inner_radius=start_diameter/2.0): + """Calculates the extrusion values for syringe pumps A & B during a move along the print path. + """ + + def exact_length(r0,r1,h): + """Calculates the exact length of an archimedean given the spacing, inner and outer radii. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + r0 : float + The inner diameter of the spiral. + r1 : float + The outer diameter of the spiral. + h : float + The spacing of the spiral. + """ + #t0 & t1 are the respective diameters in terms of radians along the spiral. + t0 = 2*math.pi*r0/h + t1 = 2*math.pi*r1/h + return h/(2.0*math.pi)*(t1/2.0*math.sqrt(t1**2+1)+1/2.0*math.log(t1+math.sqrt(t1**2+1))-t0/2.0*math.sqrt(t0**2+1)-1/2.0*math.log(t0+math.sqrt(t0**2+1))) + + + def exact_radius(r_0,h,L): + """Calculates the exact outer radius of an archimedean given the spacing, inner radius and the length. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + r0 : float + The inner radius of the spiral. + h : float + The spacing of the spiral. + L : float + The length of the spiral. + """ + d_0 = r_0*2 + if d_0 == 0: + d_0 = 1e-10 + + def exact_length(d0,d1,h): + """Calculates the exact length of an archimedean given the spacing, inner and outer diameters. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + d0 : float + The inner diameter of the spiral. + d1 : float + The outer diameter of the spiral. + h : float + The spacing of the spiral. + """ + #t0 & t1 are the respective diameters in terms of radians along the spiral. + t0 = math.pi*d0/h + t1 = math.pi*d1/h + return h/(2.0*math.pi)*(t1/2.0*math.sqrt(t1**2+1)+1/2.0*math.log(t1+math.sqrt(t1**2+1))-t0/2.0*math.sqrt(t0**2+1)-1/2.0*math.log(t0+math.sqrt(t0**2+1))) + + def exact_length_derivative(d,h): + """Calculates the derivative of the exact length of an archimedean at a given diameter and spacing. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + d : float + The diameter point of interest in the spiral. + h : float + The spacing of the spiral. + """ + #t is diameter of interest in terms of radians along the spiral. + t = math.pi*d/h + dl_dt = h/(2.0*math.pi)*((2*t**2+1)/(2*math.sqrt(t**2+1))+(t+math.sqrt(t**2+1))/(2*t*math.sqrt(t**2+1)+2*t**2+2)) + dl_dd = h*dl_dt/math.pi + return dl_dd + + #Approximate radius (for first guess) + N = (h-d_0+math.sqrt((d_0-h)**2+4*h*L/math.pi))/(2*h) + D_1 = 2*N*h + d_0 + tol = 1e-10 + + #Use Newton's Method to iterate until within tolerance + while True: + f_df_dt = (exact_length(d_0,D_1,h)-L)/1000/exact_length_derivative(D_1,h) + if f_df_dt < tol: + break + D_1 -= f_df_dt + return D_1/2 + + def rollover(val,limit,mode): + if val < limit: + if mode == 'max': + return val + elif mode == 'min': + return limit+(limit-val) + else: + raise ValueError("'{}' is an incorrect selection for the mode".format(mode)) + else: + if mode == 'max': + return limit-(val-limit) + elif mode == 'min': + return val + else: + raise ValueError("'{}' is an incorrect selection for the mode".format(mode)) + + def minor_fraction_calc(e,e_a=300,e_b=2.3,n=0.102,sr=0.6): + """Calculates the minor fraction (fraction of part b) required to achieve the + specified dielectric value + + Parameters + ---------- + e : float + Dielectric value of interest + e_a : float + Dielectric value of part a + e_b. : float + Dielectric value of part b + n : float + Morphology factor + sr : float + Fraction of SrTi03 in part a + """ + return 1 - ((e-e_b)*((n-1)*e_b-n*e_a))/(sr*(e_b-e_a)*(n*(e-e_b)+e_b)) + + """ + This is a key line of the extrusion values calculations. + It starts off by calculating the exact length along the spiral for the current + radius, then adds/subtracts on the dead volume delay (in effect looking into the + future path) to this length, then recalculates the appropriate radius at this new + postiion. This is value is then used in the gradient function to determine the minor + fraction of the mixed elements. Note that if delay is 0, then this line will have no + effect. If the spiral is moving outwards it must add the dead volume delay, whereas if + the spiral is moving inwards, it must subtract it. + + """ + if start == 'center': + offset_radius = exact_radius(0,spacing,rollover(exact_length(0,radius,spacing)+delay,exact_length(0,outer_radius,spacing),'max')) + else: + offset_radius = exact_radius(0,spacing,rollover(exact_length(0,radius,spacing)-delay,exact_length(0,inner_radius,spacing),'min')) + expr = sy.sympify(formula) r = sy.symbols('r') - minor_fraction = np.clip(float(expr.subs(r,radius)),0,100)/100 + minor_fraction = np.clip(minor_fraction_calc(float(expr.subs(r,offset_radius))),0,1) line_flow = length/float(feed)*flow - return [minor_fraction*line_flow,(1-minor_fraction)*line_flow] + return [minor_fraction*line_flow,(1-minor_fraction)*line_flow,minor_fraction] + + #End of calculate_extrusion_values() function start_spiral_turns = (start_diameter/2.0)/spacing end_spiral_turns = (end_diameter/2.0)/spacing - center_position = [self._current_position['x'],self._current_position['y']] + #Use current position as center position if none is specified + if center_position is None: + center_position = [self._current_position['x'],self._current_position['y']] + #Keep track of whether currently in relative or absolute mode was_relative = True if self.is_relative: self.absolute() else: was_relative = False - # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ + #SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ b = spacing/(2*math.pi) t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter t = np.append(t,end_spiral_turns*2*math.pi) if start == 'center': @@ -919,10 +1072,6 @@ def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, else: raise Exception("Must either choose 'center' or 'edge' for starting position.") - #Start writing moves - self.feed(feedrate) - syringe_extrusion = np.array([0.0,0.0]) - #Move to starting positon if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): x_move = -t[0]*b*math.cos(t[0])+center_position[0] @@ -933,7 +1082,12 @@ def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, y_move = t[0]*b*math.sin(t[0])+center_position[1] self.move(x_move, y_move) + #Start writing moves + self.feed(feedrate) + syringe_extrusion = np.array([0.0,0.0]) + #Zero a & b axis before printing, we do this so it can easily do multiple layers without quickly jumping back to 0 + #Would likely be useful to change this to relative coordinates at some point self.write('G92 a0 b0') for step in t[1:]: @@ -947,12 +1101,24 @@ def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, radius_pos = np.sqrt((self._current_position['x']-center_position[0])**2 + (self._current_position['y']-center_position[1])**2) line_length = np.sqrt((x_move-self._current_position['x'])**2 + (y_move-self._current_position['y'])**2) - syringe_extrusion += calculate_extrusion_values(radius_pos,line_length) - self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1]) + extrusion_values = calculate_extrusion_values(radius_pos,line_length) + syringe_extrusion += extrusion_values[:2] + self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1],color=extrusion_values[2]) + #Set back to relative mode if it was previsously before command was called if was_relative: self.relative() + def purge_meander(self, x, y, spacing, volume_fraction, start='LL', orientation='x', + tail=False, minor_feed=None): + flowrate = 0.033333 + self.write('FREERUN a {}'.format(flowrate*volume_fraction)) + self.write('FREERUN b {}'.format(flowrate*(1-volume_fraction))) + self.meander(x, y, spacing, start=start, orientation=orientation, + tail=tail, minor_feed=minor_feed) + self.write('FREERUN a 0') + self.write('FREERUN b 0') + # AeroTech Specific Functions ############################################ def get_axis_pos(self, axis): @@ -1015,17 +1181,20 @@ def calc_CRC8(self,data): # Public Interface ####################################################### - def view(self, backend='mayavi'): + def view(self, backend='mayavi',outfile=None): """ View the generated Gcode. Parameters ---------- backend : str (default: 'matplotlib') The plotting backend to use, one of 'matplotlib' or 'mayavi'. + 'matplotlib2d' has been addded to better visualize mixing. """ import numpy as np + import matplotlib.cm as cm history = np.array(self.position_history) + color = self.color_history if backend == 'matplotlib': from mpl_toolkits.mplot3d import Axes3D @@ -1033,8 +1202,12 @@ def view(self, backend='mayavi'): fig = plt.figure() ax = fig.gca(projection='3d') ax.set_aspect('equal') + + for index in [x+3 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, Z,color = cm.inferno(color[index])[:-1]) + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - ax.plot(X, Y, Z) # Hack to keep 3D plot's aspect ratio square. See SO answer: # http://stackoverflow.com/questions/13685386 @@ -1049,12 +1222,47 @@ def view(self, backend='mayavi'): ax.set_ylim(mean_y - max_range, mean_y + max_range) ax.set_zlim(mean_z - max_range, mean_z + max_range) - plt.show() + if outfile = None: + plt.show() + else: + plt.savefig(outfile,dpi=200) + + elif backend == 'matplotlib2d': + from mpl_toolkits.mplot3d import Axes3D + import matplotlib.pyplot as plt + fig = plt.figure() + #ax = fig.gca(projection='3d') + ax = fig.gca() + ax.set_aspect('equal') + + for index in [x+3 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, color = cm.hot(color[1:-1][index])[:-1]) + + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] + + # Hack to keep 3D plot's aspect ratio square. See SO answer: + # http://stackoverflow.com/questions/13685386 + max_range = np.array([X.max()-X.min(), + Y.max()-Y.min(), + Z.max()-Z.min()]).max() / 2.0 + + mean_x = X.mean() + mean_y = Y.mean() + mean_z = Z.mean() + ax.set_xlim(mean_x - max_range, mean_x + max_range) + ax.set_ylim(mean_y - max_range, mean_y + max_range) + + if outfile = None: + plt.show() + else: + plt.savefig(outfile,dpi=200) + elif backend == 'mayavi': from mayavi import mlab mlab.plot3d(history[:, 0], history[:, 1], history[:, 2]) else: - raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib.") + raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d.") def write(self, statement_in, resp_needed=False): if self.print_lines: @@ -1153,7 +1361,7 @@ def _format_args(self, x=None, y=None, z=None, **kwargs): args = ' '.join(args) return args - def _update_current_position(self, mode='auto', x=None, y=None, z=None, + def _update_current_position(self, mode='auto', x=None, y=None, z=None, color = None, **kwargs): if mode == 'auto': mode = 'relative' if self.is_relative else 'absolute' @@ -1189,9 +1397,9 @@ def _update_current_position(self, mode='auto', x=None, y=None, z=None, z = self._current_position['z'] self.position_history.append((x, y, z)) + self.color_history.append(color) len_history = len(self.position_history) if (len(self.speed_history) == 0 or self.speed_history[-1][1] != self.speed): self.speed_history.append((len_history - 1, self.speed)) - From 7a16bb8d0ebc5560a4e0ec2dbda6518b29ee3c3d Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 4 Dec 2017 15:17:34 -0500 Subject: [PATCH 010/137] clean up --- mecode/main.py | 8 +- mecode/mixed_spiral_multilayer_wDead.py | 56 + mecode/mixed_spiral_singlelayer.pgm | 1038 ++ mecode/mixed_spiral_singlelayer.py | 28 + .../mixed_spiral_multilayer_wDead.pgm | 10178 ++++++++++++++++ .../mixed_spiral_sidebyside_noDead.pgm | 2945 +++++ mecode/spiral.gcode | 381 + 7 files changed, 14630 insertions(+), 4 deletions(-) create mode 100644 mecode/mixed_spiral_multilayer_wDead.py create mode 100644 mecode/mixed_spiral_singlelayer.pgm create mode 100644 mecode/mixed_spiral_singlelayer.py create mode 100644 mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm create mode 100644 mecode/mixing_print_files/mixed_spiral_sidebyside_noDead.pgm create mode 100644 mecode/spiral.gcode diff --git a/mecode/main.py b/mecode/main.py index 8eee866..b9b9f53 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1205,7 +1205,7 @@ def view(self, backend='mayavi',outfile=None): for index in [x+3 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.inferno(color[index])[:-1]) + ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=1.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1222,10 +1222,10 @@ def view(self, backend='mayavi',outfile=None): ax.set_ylim(mean_y - max_range, mean_y + max_range) ax.set_zlim(mean_z - max_range, mean_z + max_range) - if outfile = None: + if outfile == None: plt.show() else: - plt.savefig(outfile,dpi=200) + plt.savefig(outfile,dpi=300) elif backend == 'matplotlib2d': from mpl_toolkits.mplot3d import Axes3D @@ -1253,7 +1253,7 @@ def view(self, backend='mayavi',outfile=None): ax.set_xlim(mean_x - max_range, mean_x + max_range) ax.set_ylim(mean_y - max_range, mean_y + max_range) - if outfile = None: + if outfile == None: plt.show() else: plt.savefig(outfile,dpi=200) diff --git a/mecode/mixed_spiral_multilayer_wDead.py b/mecode/mixed_spiral_multilayer_wDead.py new file mode 100644 index 0000000..7bfb1af --- /dev/null +++ b/mecode/mixed_spiral_multilayer_wDead.py @@ -0,0 +1,56 @@ +from main import G +layer_height = 0.4 +with G(outfile='mixing_print_files/mixed_spiral_multilayer_wDead.pgm',aerotech_include=False,print_lines=False) as g: + g.write("VELOCITY ON") + # Use the A axis for z + g.rename_axis(z='A') + # Turn on spindle at 5rps + g.write("FREERUN c 5") + # Move to printing location to start purge meander + g.abs_move(x=-30.48,y=30.48+15,z=layer_height) + # Print purge meander + g.feed(8) + g.purge_meander(x=30.48,y=10.0,spacing=1,start='UL',volume_fraction=0) + # Turn the spindle off to prevent ozzing + g.write("FREERUN c 0") + # Disable and re-eneable motors to avoid error + g.write('DISABLE a b') + g.write('ENABLE a b') + # Move away from the meander at higher feedrate + g.feed(40) + # Print gradient spiral + layer_order = ['edge','center','edge','center','edge','center','edge'] + direction_order = ['CW','CCW','CW','CCW','CW','CCW','CW'] + # Set first layer height to regular layer height + height = layer_height + #Turn on the spindle + g.write("FREERUN c 5") + for layer, direction in zip(layer_order,direction_order): + # Print gradient spiral layer + g.gradient_spiral(start_diameter=2*7.62, #mm + end_diameter=2*30.48, #mm + spacing=1, #mm + feedrate=8, #mm/s + flowrate=2/60.0, #rot/s + start=layer, #'edge' or 'center' + direction=direction, #'CW' or 'CCW' + center_position = [0,0], #Location of spiral center (required for >1 layer) + gradient="0.7437*exp(0.1482*r)", #Dielectric as a function of the radius + dead_delay = 0.0) #mm 125mm for last attempt + # Disable and re-eneable motors to avoid error + g.write('DISABLE a b') + g.write('ENABLE a b') + #Move up to next layer at higher speed + height += layer_height + g.feed(40) + g.abs_move(z=height) + # Turn off spindle + g.write("FREERUN c 0") + # Move away from layer + g.feed(40) + g.move(z=10) + g.move(x=80) + # Turn off Velcoity Profiling Mode + g.write("VELOCITY OFF") + # Visualize gcode + #g.view(backend='matplotlib',outfile='image.png') \ No newline at end of file diff --git a/mecode/mixed_spiral_singlelayer.pgm b/mecode/mixed_spiral_singlelayer.pgm new file mode 100644 index 0000000..8479f3f --- /dev/null +++ b/mecode/mixed_spiral_singlelayer.pgm @@ -0,0 +1,1038 @@ +DVAR $hFile +DVAR $cCheck +DVAR $press +DVAR $length +DVAR $lame +DVAR $comport +DVAR $vacpress + +$DO0.0=0 +$DO1.0=0 +$DO2.0=0 +$DO3.0=0 + +Primary ; sets primary units mm and s +G65 F2000; accel speed mm/s^2 +G66 F2000;accel speed mm/s^2 + + +G91 +VELOCITY ON +FREERUN c 5 +G90 +G1 A0.300000 +G91 +G90 +G1 X0.956928 Y15.209927 +G1 F8 +G92 a0 b0 +G1 X1.212217 Y15.189029 a0.000000 b0.001067 +G1 X2.719690 Y14.976468 a0.000000 b0.007411 +G1 X4.196862 Y14.614835 a0.000000 b0.013747 +G1 X5.629046 Y14.108052 a0.000000 b0.020077 +G1 X7.002035 Y13.461484 a0.000000 b0.026401 +G1 X8.302242 Y12.681880 a0.000000 b0.032717 +G1 X9.516838 Y11.777303 a0.000000 b0.039027 +G1 X10.633873 Y10.757049 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a0.709096 b2.127487 +G1 X3.452940 Y-1.858669 a0.709096 b2.129125 +G1 X3.236941 Y-2.185197 a0.709096 b2.130756 +G1 X2.990378 Y-2.487258 a0.709096 b2.132381 +G1 X2.715968 Y-2.762023 a0.709096 b2.133999 +G1 X2.416687 Y-3.006964 a0.709096 b2.135611 +G1 X2.095737 Y-3.219869 a0.709096 b2.137215 +G1 X1.756509 Y-3.398868 a0.709096 b2.138813 +G1 X1.402555 Y-3.542448 a0.709096 b2.140405 +G91 +G1 A10.000000 +FREERUN c 0 +VELOCITY OFF +;#################################### Code ########################################## + +M2 + +;##########Nordson Pressure Box Functions############; +DFS setPress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $press = $Q * 10.0 + $strtask2 = DBLTOSTR( $press , 0 ) + + + $length = STRLEN( $strtask2 ) + WHILE $length < 4.0 + $strtask2 = "0" + $strtask2 + $length = STRLEN( $strtask2 ) + ENDWHILE + + + $strtask2 = "08PS " + $strtask2 + + $cCheck = 0.00 + $lame = STRTOASCII ($strtask2, 0) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 1) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 2) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 3) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 4) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 5) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 6) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 7) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 8) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 9) + $cCheck = $cCheck - $lame + + WHILE( $cCheck) < 0 + $cCheck = $cCheck + 256 + ENDWHILE + + + $strtask3 = makestring "{#H}" $cCheck + $strtask3 = STRUPR( $strtask3 ) + $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" + + FILEWRITE $hFile "\x05" + FILEWRITE $hFile $strtask2 + FILEWRITE $hFile "\x04" + + + FILECLOSE $hFile + + +ENDDFS + +DFS setVac + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $vacpress = $Q * 10.0 + $strtask2 = DBLTOSTR( $vacpress , 0 ) + + + $length = STRLEN( $strtask2 ) + WHILE $length < 4.0 + $strtask2 = "0" + $strtask2 + $length = STRLEN( $strtask2 ) + ENDWHILE + + + $strtask2 = "08VS " + $strtask2 + + $cCheck = 0.00 + $lame = STRTOASCII ($strtask2, 0) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 1) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 2) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 3) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 4) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 5) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 6) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 7) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 8) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 9) + $cCheck = $cCheck - $lame + + WHILE( $cCheck) < 0 + $cCheck = $cCheck + 256 + ENDWHILE + + + $strtask3 = makestring "{#H}" $cCheck + $strtask3 = STRUPR( $strtask3 ) + $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" + + FILEWRITE $hFile "\x05" + FILEWRITE $hFile $strtask2 + FILEWRITE $hFile "\x04" + + + FILECLOSE $hFile + + +ENDDFS + +DFS togglePress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + + $strtask2 = "04DI " + + $cCheck = 0.00 + $lame = STRTOASCII ($strtask2, 0) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 1) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 2) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 3) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 4) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 5) + $cCheck = $cCheck - $lame + + WHILE( $cCheck) < 0 + $cCheck = $cCheck + 256 + ENDWHILE + + + $strtask3 = makestring "{#H}" $cCheck + $strtask3 = STRUPR( $strtask3 ) + $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" + + FILEWRITE $hFile "\x05" + FILEWRITE $hFile $strtask2 + FILEWRITE $hFile "\x04" + + + FILECLOSE $hFile + G4 P0.15 + +ENDDFS + +;##########Omnicure Functions############; +DFS omniOn + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +DFS omniOff + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +DFS omniSetInt + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile $strtask4 + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile $strtask4 + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +;##########Alicat Functions############; +DFS setAlicatPress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $strtask2 = DBLTOSTR($Q,2) + $strtask3 = "AS" + $strtask2 + "\x0D" + FILEWRITENOTERM $hFile $strtask3 + FILECLOSE $hFile + +ENDDFS + + diff --git a/mecode/mixed_spiral_singlelayer.py b/mecode/mixed_spiral_singlelayer.py new file mode 100644 index 0000000..d188da8 --- /dev/null +++ b/mecode/mixed_spiral_singlelayer.py @@ -0,0 +1,28 @@ +from main import G +layer_height = 0.3 +with G(outfile='mixed_spiral_singlelayer.pgm',aerotech_include=True,print_lines=False) as g: + # Turn on Velocity Profiling Mode + g.write("VELOCITY ON") + # Turn on spindle at 5rps + g.write("FREERUN c 5") + # Use the A axis for z + g.rename_axis(z='A') + # Move to printing height + g.abs_move(z=layer_height) + # Print gradient spiral + g.gradient_spiral(start_diameter=7.62, #mm + end_diameter=30.48, #mm + spacing=1, #mm + feedrate=8, #mm/s + flowrate=2/60.0, #rot/s + start='edge', #'edge' or 'center' + direction='CW', #'CW' or 'CCW' + gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function + #gradient="3*(r-9.525)**2") + # Move away from layer + g.move(z=10) + # Turn off spindle + g.write("FREERUN c 0") + # Turn off Velcoity Profiling Mode + g.write("VELOCITY OFF") + g.view(backend='matplotlib2d') \ No newline at end of file diff --git a/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm b/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm new file mode 100644 index 0000000..05e64dd --- /dev/null +++ b/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm @@ -0,0 +1,10178 @@ +G91 +VELOCITY ON +FREERUN c 5 +G90 +G1 X-30.480000 Y45.480000 A0.400000 +G91 +G1 F8 +FREERUN a 0.0 +FREERUN b 0.033333 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +FREERUN a 0 +FREERUN b 0 +FREERUN c 0 +DISABLE a b +ENABLE a b +G1 F40 +FREERUN c 5 +G90 +G1 X-30.239656 Y3.820157 +G1 F8 +G92 a0 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+G1 X-8.027067 Y-12.477028 +G1 X-9.257746 Y-11.644969 +G1 X-10.402243 Y-10.691535 +G1 X-11.448590 Y-9.625645 +G1 X-12.385741 Y-8.457402 +G1 X-13.203689 Y-7.197988 +G1 X-13.893573 Y-5.859568 +G1 X-14.447774 Y-4.455164 +G1 X-14.859996 Y-2.998533 +G1 X-15.125339 Y-1.504028 +G1 X-15.240000 Y-0.000000 +G91 From 052694abab376fd4129a55bd348da4e435fdba32 Mon Sep 17 00:00:00 2001 From: RobWks Date: Fri, 15 Dec 2017 12:20:52 -0500 Subject: [PATCH 011/137] Added read laser function to shapie specific functions. --- mecode/main.py | 6 ++++++ 1 file changed, 6 insertions(+) diff --git a/mecode/main.py b/mecode/main.py index b9b9f53..3c5adca 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1179,6 +1179,12 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) + # Shapie Specific Functions ############################################## + + def read_laser(self): + val = self.write('M54') + return val + # Public Interface ####################################################### def view(self, backend='mayavi',outfile=None): From b9c0fe9e94662703b56a11d94b0606dd33cca45a Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 19 Dec 2017 17:19:03 -0500 Subject: [PATCH 012/137] Fixed the printer object interface to work with the current rambo setup. --- mecode/printer.py | 14 ++++++++------ 1 file changed, 8 insertions(+), 6 deletions(-) diff --git a/mecode/printer.py b/mecode/printer.py index 8af233c..4b77259 100644 --- a/mecode/printer.py +++ b/mecode/printer.py @@ -15,10 +15,10 @@ logger = logging.getLogger(__name__) logger.setLevel(logging.DEBUG) -#logger.addHandler(logging.StreamHandler()) -#fh = logging.FileHandler(os.path.join(HERE, 'voxelface.log')) -#fh.setFormatter(logging.Formatter('%(asctime)s - %(threadName)s - %(levelname)s - %(message)s')) -#logger.addHandler(fh) +logger.addHandler(logging.StreamHandler()) +fh = logging.FileHandler(os.path.join(HERE, 'voxelface.log')) +fh.setFormatter(logging.Formatter('%(asctime)s - %(threadName)s - %(levelname)s - %(message)s')) +logger.addHandler(fh) class Printer(object): @@ -27,7 +27,7 @@ class Printer(object): """ - def __init__(self, port='/dev/tty.usbmodem1421', baudrate=250000): + def __init__(self, port='/dev/tty.usbmodem1411', baudrate=250000): # USB port and baudrate for communication with the printer. self.port = port @@ -319,7 +319,7 @@ def _is_read_thread_running(self): def _print_worker(self): """ This method is spawned in the print thread. It loops over every line - in the _buffer and sends it over serial to the printer. + in the _buffer and sends it over seriwal to the printer. """ while not self.stop_printing: @@ -387,6 +387,8 @@ def _read_worker(self): self._ok_received.set() self.responses.append(full_resp) full_resp = '' + if 'start' in line: + self.responses.append(line) else: # if no printer is attached, wait 10ms to check again. sleep(0.01) From bfbc9df29809497bdfe26a9594eae2adb026c552 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 19 Dec 2017 17:23:50 -0500 Subject: [PATCH 013/137] Added read_laser function for shapie automation. --- mecode/main.py | 7 ++++++- 1 file changed, 6 insertions(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 3c5adca..8900467 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1182,7 +1182,12 @@ def calc_CRC8(self,data): # Shapie Specific Functions ############################################## def read_laser(self): - val = self.write('M54') + self.write('G4 P1') + try: + val = float(self.write('M54',resp_needed=True).split('ok')[0]) + return val + except: + raise ValueError("Failed to receive data from laser.") return val # Public Interface ####################################################### From 365342807707df0cdf7f398dd0ba1ac812990614 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 9 Jan 2018 14:59:13 -0500 Subject: [PATCH 014/137] Updated original spiral function with some of the functionality that was later added to the gradient spiral function. Namely, the ability to set the center position and feedrate for the spiral. --- mecode/main.py | 66 +++++++++++++++++++++++++++++++------------------- 1 file changed, 41 insertions(+), 25 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 8900467..3bcf2dc 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -771,8 +771,8 @@ def triangular_wave(self, x, y, cycles, start='UR', orientation='x'): if was_absolute: self.absolute() - def spiral(self, end_diameter, spacing, start='center', direction='CW', - step_angle = 0.1, start_diameter = 0): + def spiral(self, end_diameter, spacing, feedrate, start='center', direction='CW', + step_angle = 0.1, start_diameter = 0, center_position=None): """ Performs an Archimedean spiral. Start by moving to the center of the spiral location then use the 'start' argument to specify a starting location (either center or edge). @@ -782,43 +782,43 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', The outer diameter of the spiral. spacing : float The spacing between lines of the spiral. - start_diameter : float - The inner diameter of the spiral (default: 0). - step_angle : float - Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + feedrate : float + Feedrate is the speed of the nozzle relative to the substrate start : str (either 'center', 'edge') The location to start the spiral (default: 'center'). direction : str (either 'CW', 'CCW') Direction to print the spiral, either clockwise or counterclockwise. (default: 'CW') + step_angle : float + Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + start_diameter : float + The inner diameter of the spiral (default: 0). + center_position : list + Position of the absolute center of the spiral, useful when starting a spiral at the edge of a completed spiral Examples - -------- - >>> # move to origin - >>> g.absolute() - >>> g.move(x=0, y=0) - >>> # start first spiral, outer diameter of 20, spacing of 1 - >>> g.spiral(20,1) + >>> # start first spiral, outer diameter of 20, spacing of 1, feedrate of 8 + >>> g.spiral(20,1,8) >>> # move to second spiral location and do similar spiral but start at edge - >>> g.move(x=50,y=0) - >>> g.spiral(20,1,start='edge') + >>> g.spiral(20,1,8,start='edge',center_position=[50,0]) >>> # move to third spiral location, this time starting at edge but printing CCW - >>> g.move(y=50,x=50) - >>> g.spiral(20,1,start='edge',direction='CCW') + >>> g.spiral(20,1,8,start='edge',direction='CCW',center_position=[50,50]) >>> # move to fourth spiral location, starting at center again but printing CCW - >>> g.move(x=0,y=50) - >>> g.spiral(20,1,direction='CCW') + >>> g.spiral(20,1,8,direction='CCW',center_position=[0,50]) """ import numpy as np start_spiral_turns = (start_diameter/2.0)/spacing end_spiral_turns = (end_diameter/2.0)/spacing - starting_position = [self._current_position['x'],self._current_position['y']] + #Use current position as center position if none is specified + if center_position is None: + center_position = [self._current_position['x'],self._current_position['y']] + #Keep track of whether currently in relative or absolute mode was_relative = True if self.is_relative: self.absolute() @@ -828,6 +828,7 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ b = spacing/(2*math.pi) t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter t = np.append(t,end_spiral_turns*2*math.pi) if start == 'center': @@ -836,17 +837,31 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', t = t[::-1] else: raise Exception("Must either choose 'center' or 'edge' for starting position.") - for step in t: + + #Move to starting positon + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -t[0]*b*math.cos(t[0])+center_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = t[0]*b*math.cos(t[0])+center_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = t[0]*b*math.sin(t[0])+center_position[1] + self.move(x_move, y_move) + + #Start writing moves + self.feed(feedrate) + + for step in t[1:]: if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): - x_move = -step*b*math.cos(step)+starting_position[0] + x_move = -step*b*math.cos(step)+center_position[0] elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): - x_move = step*b*math.cos(step)+starting_position[0] + x_move = step*b*math.cos(step)+center_position[0] else: raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") - y_move = step*b*math.sin(step)+starting_position[1] + y_move = step*b*math.sin(step)+center_position[1] self.move(x_move, y_move) - #self.write(";{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) + #Set back to relative mode if it was previsously before command was called if was_relative: self.relative() @@ -1216,7 +1231,8 @@ def view(self, backend='mayavi',outfile=None): for index in [x+3 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=1.5) + #ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=4.5) + ax.plot(X, Y, Z,color = 'b',linewidth=4.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] From 1b037e2edc6c4f92727b36cbe1dde81d9a2000ca Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 9 Jan 2018 15:05:26 -0500 Subject: [PATCH 015/137] Removed unecessary files. --- mecode/mixed_spiral_multilayer_wDead.py | 56 - mecode/mixed_spiral_singlelayer.pgm | 1038 -- mecode/mixed_spiral_singlelayer.py | 28 - .../mixed_spiral_multilayer_wDead.pgm | 10178 ---------------- .../mixed_spiral_sidebyside_noDead.pgm | 2945 ----- mecode/spiral.gcode | 381 - 6 files changed, 14626 deletions(-) delete mode 100644 mecode/mixed_spiral_multilayer_wDead.py delete mode 100644 mecode/mixed_spiral_singlelayer.pgm delete mode 100644 mecode/mixed_spiral_singlelayer.py delete mode 100644 mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm delete mode 100644 mecode/mixing_print_files/mixed_spiral_sidebyside_noDead.pgm delete mode 100644 mecode/spiral.gcode diff --git a/mecode/mixed_spiral_multilayer_wDead.py b/mecode/mixed_spiral_multilayer_wDead.py deleted file mode 100644 index 7bfb1af..0000000 --- a/mecode/mixed_spiral_multilayer_wDead.py +++ /dev/null @@ -1,56 +0,0 @@ -from main import G -layer_height = 0.4 -with G(outfile='mixing_print_files/mixed_spiral_multilayer_wDead.pgm',aerotech_include=False,print_lines=False) as g: - g.write("VELOCITY ON") - # Use the A axis for z - g.rename_axis(z='A') - # Turn on spindle at 5rps - g.write("FREERUN c 5") - # Move to printing location to start purge meander - g.abs_move(x=-30.48,y=30.48+15,z=layer_height) - # Print purge meander - g.feed(8) - g.purge_meander(x=30.48,y=10.0,spacing=1,start='UL',volume_fraction=0) - # Turn the spindle off to prevent ozzing - g.write("FREERUN c 0") - # Disable and re-eneable motors to avoid error - g.write('DISABLE a b') - g.write('ENABLE a b') - # Move away from the meander at higher feedrate - g.feed(40) - # Print gradient spiral - layer_order = ['edge','center','edge','center','edge','center','edge'] - direction_order = ['CW','CCW','CW','CCW','CW','CCW','CW'] - # Set first layer height to regular layer height - height = layer_height - #Turn on the spindle - g.write("FREERUN c 5") - for layer, direction in zip(layer_order,direction_order): - # Print gradient spiral layer - g.gradient_spiral(start_diameter=2*7.62, #mm - end_diameter=2*30.48, #mm - spacing=1, #mm - feedrate=8, #mm/s - flowrate=2/60.0, #rot/s - start=layer, #'edge' or 'center' - direction=direction, #'CW' or 'CCW' - center_position = [0,0], #Location of spiral center (required for >1 layer) - gradient="0.7437*exp(0.1482*r)", #Dielectric as a function of the radius - dead_delay = 0.0) #mm 125mm for last attempt - # Disable and re-eneable motors to avoid error - g.write('DISABLE a b') - g.write('ENABLE a b') - #Move up to next layer at higher speed - height += layer_height - g.feed(40) - g.abs_move(z=height) - # Turn off spindle - g.write("FREERUN c 0") - # Move away from layer - g.feed(40) - g.move(z=10) - g.move(x=80) - # Turn off Velcoity Profiling Mode - g.write("VELOCITY OFF") - # Visualize gcode - #g.view(backend='matplotlib',outfile='image.png') \ No newline at end of file diff --git a/mecode/mixed_spiral_singlelayer.pgm b/mecode/mixed_spiral_singlelayer.pgm deleted file mode 100644 index 8479f3f..0000000 --- a/mecode/mixed_spiral_singlelayer.pgm +++ /dev/null @@ -1,1038 +0,0 @@ -DVAR $hFile -DVAR $cCheck -DVAR $press -DVAR $length -DVAR $lame -DVAR $comport -DVAR $vacpress - -$DO0.0=0 -$DO1.0=0 -$DO2.0=0 -$DO3.0=0 - -Primary ; sets primary units mm and s -G65 F2000; accel speed mm/s^2 -G66 F2000;accel speed mm/s^2 - - -G91 -VELOCITY ON -FREERUN c 5 -G90 -G1 A0.300000 -G91 -G90 -G1 X0.956928 Y15.209927 -G1 F8 -G92 a0 b0 -G1 X1.212217 Y15.189029 a0.000000 b0.001067 -G1 X2.719690 Y14.976468 a0.000000 b0.007411 -G1 X4.196862 Y14.614835 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-G1 X-2.929773 Y3.238439 a0.709096 b2.080760 -G1 X-2.582386 Y3.501940 a0.709096 b2.082577 -G1 X-2.211755 Y3.728565 a0.709096 b2.084387 -G1 X-1.821757 Y3.916314 a0.709096 b2.086191 -G1 X-1.416438 Y4.063593 a0.709096 b2.087988 -G1 X-0.999967 Y4.169223 a0.709096 b2.089778 -G1 X-0.576596 Y4.232455 a0.709096 b2.091561 -G1 X-0.150611 Y4.252968 a0.709096 b2.093338 -G1 X0.273702 Y4.230874 a0.709096 b2.095109 -G1 X0.692109 Y4.166713 a0.709096 b2.096873 -G1 X1.100466 Y4.061439 a0.709096 b2.098630 -G1 X1.494761 Y3.916416 a0.709096 b2.100380 -G1 X1.871151 Y3.733395 a0.709096 b2.102124 -G1 X2.226005 Y3.514495 a0.709096 b2.103861 -G1 X2.555932 Y3.262179 a0.709096 b2.105592 -G1 X2.857820 Y2.979229 a0.709096 b2.107316 -G1 X3.128861 Y2.668711 a0.709096 b2.109033 -G1 X3.366576 Y2.333946 a0.709096 b2.110744 -G1 X3.568844 Y1.978472 a0.709096 b2.112448 -G1 X3.733911 Y1.606010 a0.709096 b2.114146 -G1 X3.860416 Y1.220420 a0.709096 b2.115837 -G1 X3.947390 Y0.825666 a0.709096 b2.117521 -G1 X3.994273 Y0.425773 a0.709096 b2.119198 -G1 X4.000909 Y0.024785 a0.709096 b2.120869 -G1 X3.967550 Y-0.373272 a0.709096 b2.122534 -G1 X3.894846 Y-0.764436 a0.709096 b2.124192 -G1 X3.783839 Y-1.144844 a0.709096 b2.125843 -G1 X3.635944 Y-1.510771 a0.709096 b2.127487 -G1 X3.452940 Y-1.858669 a0.709096 b2.129125 -G1 X3.236941 Y-2.185197 a0.709096 b2.130756 -G1 X2.990378 Y-2.487258 a0.709096 b2.132381 -G1 X2.715968 Y-2.762023 a0.709096 b2.133999 -G1 X2.416687 Y-3.006964 a0.709096 b2.135611 -G1 X2.095737 Y-3.219869 a0.709096 b2.137215 -G1 X1.756509 Y-3.398868 a0.709096 b2.138813 -G1 X1.402555 Y-3.542448 a0.709096 b2.140405 -G91 -G1 A10.000000 -FREERUN c 0 -VELOCITY OFF -;#################################### Code ########################################## - -M2 - -;##########Nordson Pressure Box Functions############; -DFS setPress - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - $press = $Q * 10.0 - $strtask2 = DBLTOSTR( $press , 0 ) - - - $length = STRLEN( $strtask2 ) - WHILE $length < 4.0 - $strtask2 = "0" + $strtask2 - $length = STRLEN( $strtask2 ) - ENDWHILE - - - $strtask2 = "08PS " + $strtask2 - - $cCheck = 0.00 - $lame = STRTOASCII ($strtask2, 0) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 1) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 2) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 3) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 4) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 5) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 6) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 7) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 8) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 9) - $cCheck = $cCheck - $lame - - WHILE( $cCheck) < 0 - $cCheck = $cCheck + 256 - ENDWHILE - - - $strtask3 = makestring "{#H}" $cCheck - $strtask3 = STRUPR( $strtask3 ) - $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" - - FILEWRITE $hFile "\x05" - FILEWRITE $hFile $strtask2 - FILEWRITE $hFile "\x04" - - - FILECLOSE $hFile - - -ENDDFS - -DFS setVac - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - $vacpress = $Q * 10.0 - $strtask2 = DBLTOSTR( $vacpress , 0 ) - - - $length = STRLEN( $strtask2 ) - WHILE $length < 4.0 - $strtask2 = "0" + $strtask2 - $length = STRLEN( $strtask2 ) - ENDWHILE - - - $strtask2 = "08VS " + $strtask2 - - $cCheck = 0.00 - $lame = STRTOASCII ($strtask2, 0) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 1) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 2) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 3) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 4) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 5) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 6) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 7) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 8) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 9) - $cCheck = $cCheck - $lame - - WHILE( $cCheck) < 0 - $cCheck = $cCheck + 256 - ENDWHILE - - - $strtask3 = makestring "{#H}" $cCheck - $strtask3 = STRUPR( $strtask3 ) - $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" - - FILEWRITE $hFile "\x05" - FILEWRITE $hFile $strtask2 - FILEWRITE $hFile "\x04" - - - FILECLOSE $hFile - - -ENDDFS - -DFS togglePress - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - - $strtask2 = "04DI " - - $cCheck = 0.00 - $lame = STRTOASCII ($strtask2, 0) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 1) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 2) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 3) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 4) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 5) - $cCheck = $cCheck - $lame - - WHILE( $cCheck) < 0 - $cCheck = $cCheck + 256 - ENDWHILE - - - $strtask3 = makestring "{#H}" $cCheck - $strtask3 = STRUPR( $strtask3 ) - $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" - - FILEWRITE $hFile "\x05" - FILEWRITE $hFile $strtask2 - FILEWRITE $hFile "\x04" - - - FILECLOSE $hFile - G4 P0.15 - -ENDDFS - -;##########Omnicure Functions############; -DFS omniOn - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - -ENDDFS - -DFS omniOff - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - -ENDDFS - -DFS omniSetInt - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile $strtask4 - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile $strtask4 - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - -ENDDFS - -;##########Alicat Functions############; -DFS setAlicatPress - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - $strtask2 = DBLTOSTR($Q,2) - $strtask3 = "AS" + $strtask2 + "\x0D" - FILEWRITENOTERM $hFile $strtask3 - FILECLOSE $hFile - -ENDDFS - - diff --git a/mecode/mixed_spiral_singlelayer.py b/mecode/mixed_spiral_singlelayer.py deleted file mode 100644 index d188da8..0000000 --- a/mecode/mixed_spiral_singlelayer.py +++ /dev/null @@ -1,28 +0,0 @@ -from main import G -layer_height = 0.3 -with G(outfile='mixed_spiral_singlelayer.pgm',aerotech_include=True,print_lines=False) as g: - # Turn on Velocity Profiling Mode - g.write("VELOCITY ON") - # Turn on spindle at 5rps - g.write("FREERUN c 5") - # Use the A axis for z - g.rename_axis(z='A') - # Move to printing height - g.abs_move(z=layer_height) - # Print gradient spiral - g.gradient_spiral(start_diameter=7.62, #mm - end_diameter=30.48, #mm - spacing=1, #mm - feedrate=8, #mm/s - flowrate=2/60.0, #rot/s - start='edge', #'edge' or 'center' - direction='CW', #'CW' or 'CCW' - gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function - #gradient="3*(r-9.525)**2") - # Move away from layer - g.move(z=10) - # Turn off spindle - g.write("FREERUN c 0") - # Turn off Velcoity Profiling Mode - g.write("VELOCITY OFF") - g.view(backend='matplotlib2d') \ No newline at end of file diff --git a/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm b/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm deleted file mode 100644 index 05e64dd..0000000 --- a/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm +++ /dev/null @@ -1,10178 +0,0 @@ -G91 -VELOCITY ON -FREERUN c 5 -G90 -G1 X-30.480000 Y45.480000 A0.400000 -G91 -G1 F8 -FREERUN a 0.0 -FREERUN b 0.033333 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -FREERUN a 0 -FREERUN b 0 -FREERUN c 0 -DISABLE a b -ENABLE a b -G1 F40 -FREERUN c 5 -G90 -G1 X-30.239656 Y3.820157 -G1 F8 -G92 a0 b0 -G1 X-30.088895 Y4.833499 a0.000000 b0.004269 -G1 X-29.440647 Y7.809148 a0.000000 b0.016958 -G1 X-28.499053 Y10.703699 a0.000000 b0.029641 -G1 X-27.273824 Y13.488328 a0.000000 b0.042317 -G1 X-25.777492 Y16.135337 a0.000000 b0.054986 -G1 X-24.025286 Y18.618434 a0.000000 b0.067649 -G1 X-22.034974 Y20.912989 a0.000000 b0.080305 -G1 X-19.826683 Y22.996284 a0.000000 b0.092955 -G1 X-17.422697 Y24.847733 a0.000000 b0.105598 -G1 X-14.847231 Y26.449086 a0.000000 b0.118234 -G1 X-12.126188 Y27.784614 a0.000000 b0.130864 -G1 X-9.286897 Y28.841256 a0.000000 b0.143487 -G1 X-6.357838 Y29.608752 a0.000000 b0.156103 -G1 X-3.368362 Y30.079740 a0.000000 b0.168713 -G1 X-0.348387 Y30.249827 a0.000000 b0.181316 -G1 X2.671890 Y30.117631 a0.000000 b0.193913 -G1 X5.662306 Y29.684791 a0.000000 b0.206503 -G1 X8.593024 Y28.955945 a0.000000 b0.219086 -G1 X11.434837 Y27.938686 a0.000000 b0.231663 -G1 X14.159456 Y26.643476 a0.000000 b0.244233 -G1 X16.739792 Y25.083544 a0.000000 b0.256796 -G1 X19.150227 Y23.274750 a0.000000 b0.269353 -G1 X21.366865 Y21.235422 a0.000000 b0.281903 -G1 X23.367772 Y18.986170 a0.000000 b0.294446 -G1 X25.133192 Y16.549681 a0.000000 b0.306983 -G1 X26.645742 Y13.950487 a0.000000 b0.319514 -G1 X27.890582 Y11.214719 a0.000000 b0.332037 -G1 X28.855564 Y8.369847 a0.000000 b0.344554 -G1 X29.531345 Y5.444397 a0.000000 b0.357065 -G1 X29.911482 Y2.467674 a0.000000 b0.369568 -G1 X29.992493 Y-0.530538 a0.000000 b0.382065 -G1 X29.773885 Y-3.520272 a0.000000 b0.394556 -G1 X29.258159 Y-6.471676 a0.000000 b0.407040 -G1 X28.450781 Y-9.355315 a0.000000 b0.419517 -G1 X27.360125 Y-12.142460 a0.000000 b0.431988 -G1 X25.997385 Y-14.805377 a0.000000 b0.444452 -G1 X24.376461 Y-17.317602 a0.000000 b0.456909 -G1 X22.513815 Y-19.654205 a0.000000 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X-2.507009 Y-14.458667 -G1 X-3.948791 Y-14.175093 -G1 X-5.358893 Y-13.747720 -G1 X-6.722972 Y-13.180053 -G1 X-8.027067 Y-12.477028 -G1 X-9.257746 Y-11.644969 -G1 X-10.402243 Y-10.691535 -G1 X-11.448590 Y-9.625645 -G1 X-12.385741 Y-8.457402 -G1 X-13.203689 Y-7.197988 -G1 X-13.893573 Y-5.859568 -G1 X-14.447774 Y-4.455164 -G1 X-14.859996 Y-2.998533 -G1 X-15.125339 Y-1.504028 -G1 X-15.240000 Y-0.000000 -G91 From b58e1b79c6524b2eb978806ac86fd276230cefc8 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 9 Jan 2018 16:33:19 -0500 Subject: [PATCH 016/137] Cleaned up g.view() to be compatible with a variety of prints. --- mecode/main.py | 18 ++++++++++-------- 1 file changed, 10 insertions(+), 8 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 3bcf2dc..94fedc4 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1207,7 +1207,7 @@ def read_laser(self): # Public Interface ####################################################### - def view(self, backend='mayavi',outfile=None): + def view(self, backend='mayavi',outfile=None, color=False): """ View the generated Gcode. Parameters @@ -1220,7 +1220,6 @@ def view(self, backend='mayavi',outfile=None): import numpy as np import matplotlib.cm as cm history = np.array(self.position_history) - color = self.color_history if backend == 'matplotlib': from mpl_toolkits.mplot3d import Axes3D @@ -1229,10 +1228,13 @@ def view(self, backend='mayavi',outfile=None): ax = fig.gca(projection='3d') ax.set_aspect('equal') - for index in [x+3 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - #ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=4.5) - ax.plot(X, Y, Z,color = 'b',linewidth=4.5) + if color: + for index in [x+3 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=4.5) + else: + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] + ax.plot(X, Y, Z) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1254,7 +1256,7 @@ def view(self, backend='mayavi',outfile=None): else: plt.savefig(outfile,dpi=300) - elif backend == 'matplotlib2d': + elif backend == 'matplotlib2d': #Primarily for debugging mixing nozzle spirals from mpl_toolkits.mplot3d import Axes3D import matplotlib.pyplot as plt fig = plt.figure() @@ -1264,7 +1266,7 @@ def view(self, backend='mayavi',outfile=None): for index in [x+3 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, color = cm.hot(color[1:-1][index])[:-1]) + ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=4.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] From c7979608e2bf1aea8b71a561bdfd09dd090069aa Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 14 Feb 2018 17:38:34 -0500 Subject: [PATCH 017/137] Added omnicure function for set irradiance set point, enables the omnicure to be controlled when calibreated. --- mecode/main.py | 13 +++++++++---- 1 file changed, 9 insertions(+), 4 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 94fedc4..c1ae592 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1172,10 +1172,15 @@ def omni_on(self, com_port): def omni_off(self, com_port): self.write('Call omniOff P{}'.format(com_port)) - def omni_intensity(self, com_port, value): - command = 'SIL{}'.format(value) - data = self.calc_CRC8(command) - self.write('$strtask4="{}"'.format(data)) + def omni_intensity(self, com_port, value, cal=False): + if cal: + command = 'SIR{:.2f}'.format(value) + data = self.calc_CRC8(command) + self.write('$strtask4="{}"'.format(data)) + else: + command = 'SIL{:.0f}'.format(value) + data = self.calc_CRC8(command) + self.write('$strtask4="{}"'.format(data)) self.write('Call omniSetInt P{}'.format(com_port)) def set_alicat_pressure(self,com_port,value): From 8084b085365cfce899e154b89036e05ad21c28ab Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 12 Mar 2018 14:26:12 -0400 Subject: [PATCH 018/137] Cleaning up viewer function, removing unecessary 3d plot square aspect ratio hack for 2D plots. --- mecode/main.py | 40 ++++++++++++++-------------------------- 1 file changed, 14 insertions(+), 26 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 94fedc4..76d8956 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1119,7 +1119,7 @@ def minor_fraction_calc(e,e_a=300,e_b=2.3,n=0.102,sr=0.6): extrusion_values = calculate_extrusion_values(radius_pos,line_length) syringe_extrusion += extrusion_values[:2] self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1],color=extrusion_values[2]) - + #Set back to relative mode if it was previsously before command was called if was_relative: self.relative() @@ -1219,17 +1219,17 @@ def view(self, backend='mayavi',outfile=None, color=False): """ import numpy as np import matplotlib.cm as cm + from mpl_toolkits.mplot3d import Axes3D + import matplotlib.pyplot as plt history = np.array(self.position_history) if backend == 'matplotlib': - from mpl_toolkits.mplot3d import Axes3D - import matplotlib.pyplot as plt fig = plt.figure() ax = fig.gca(projection='3d') ax.set_aspect('equal') if color: - for index in [x+3 for x in range(len(history[1:-1])-3)]: + for index in [x+2 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=4.5) else: @@ -1254,38 +1254,26 @@ def view(self, backend='mayavi',outfile=None, color=False): if outfile == None: plt.show() else: - plt.savefig(outfile,dpi=300) + plt.savefig(outfile,dpi=500) elif backend == 'matplotlib2d': #Primarily for debugging mixing nozzle spirals - from mpl_toolkits.mplot3d import Axes3D - import matplotlib.pyplot as plt fig = plt.figure() - #ax = fig.gca(projection='3d') + plt.margins(0.1) ax = fig.gca() ax.set_aspect('equal') - for index in [x+3 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=4.5) - - X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - - # Hack to keep 3D plot's aspect ratio square. See SO answer: - # http://stackoverflow.com/questions/13685386 - max_range = np.array([X.max()-X.min(), - Y.max()-Y.min(), - Z.max()-Z.min()]).max() / 2.0 - - mean_x = X.mean() - mean_y = Y.mean() - mean_z = Z.mean() - ax.set_xlim(mean_x - max_range, mean_x + max_range) - ax.set_ylim(mean_y - max_range, mean_y + max_range) + if color: + for index in [x+2 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=1.0) + else: + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] + ax.plot(X, Y,linewidth=0.5) if outfile == None: plt.show() else: - plt.savefig(outfile,dpi=200) + plt.savefig(outfile,dpi=500) elif backend == 'mayavi': from mayavi import mlab From d3b8c4fc2c4bb747ee1883e91bd4bd85a05432e5 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 24 Jul 2018 15:43:32 -0400 Subject: [PATCH 019/137] First commmit of new vpython backend for visualizing animations of prints created using mecode. --- mecode/main.py | 181 ++++++++++++++++++++++++++++++++++- mecode/tests/test_vpython.py | 45 +++++++++ 2 files changed, 225 insertions(+), 1 deletion(-) create mode 100644 mecode/tests/test_vpython.py diff --git a/mecode/main.py b/mecode/main.py index a72eb1a..c50ed96 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -178,6 +178,8 @@ def __init__(self, outfile=None, print_lines=True, header=None, footer=None, self.color_history = [(0, 0, 0)] self.speed = 0 self.speed_history = [] + self.extruding = [None,False] + self.extruding_history = [] self._socket = None self._p = None @@ -1156,6 +1158,10 @@ def set_cal_file(self, path): def toggle_pressure(self, com_port): self.write('Call togglePress P{}'.format(com_port)) + if self.extruding[0] == com_port: + self.extruding = [com_port, not self.extruding[1]] + else: + self.extruding = [com_port,True] def set_pressure(self, com_port, value): self.write('Call setPress P{} Q{}'.format(com_port, value)) @@ -1212,7 +1218,7 @@ def read_laser(self): # Public Interface ####################################################### - def view(self, backend='mayavi',outfile=None, color=False): + def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=False): """ View the generated Gcode. Parameters @@ -1283,6 +1289,176 @@ def view(self, backend='mayavi',outfile=None, color=False): elif backend == 'mayavi': from mayavi import mlab mlab.plot3d(history[:, 0], history[:, 1], history[:, 2]) + + elif backend == 'vpython': + import vpython as vp + import copy + + #Scene setup + vp.scene.width = 1080 + vp.scene.height = 1080 + vp.scene.center = vp.vec(0,0,0) + vp.scene.forward = vp.vec(-1,-1,-1) + vp.scene.background = vp.vec(1,1,1) + framerate = 60 + fast_forward = 1 + + position_hist = history + speed_hist = dict(self.speed_history) + extruding_hist = dict(self.extruding_history) + extruding_state = False + printheads = np.unique([i[1][0] for i in self.extruding_history][1:]) + vpython_colors = [vp.color.red,vp.color.blue,vp.color.green,vp.color.cyan,vp.color.yellow,vp.color.magenta,vp.color.orange] + filament_color = dict(zip(printheads,vpython_colors[:len(printheads)])) + + #Swap Y & Z axis for new coordinate system + position_hist[:,[1,2]] = position_hist[:,[2,1]] + #Swap Z direction + position_hist[:,2] *= -1 + + #Check all values are available for animation + if 0 in speed_hist.values(): + raise ValueError('Cannot specify 0 for feedrate') + + class Printhead(object): + def __init__(self, nozzle_diameter, nozzle_length, start_location=vp.vec(0,0,0), start_orientation=vp.vec(0,1,0)): + #Record initialized position as current position + self.current_position = start_location + self.nozzle_length = nozzle_length + self.nozzle_diameter = nozzle_diameter + + #Create a cylinder to act as the nozzle + self.head = vp.cylinder(pos=start_location, + axis=nozzle_length*start_orientation, + radius=nozzle_diameter/2, + texture=vp.textures.metal) + + #Create trail for filament + self.tail = [] + self.previous_head_position = copy.copy(self.head.pos) + self.make_trail = False + + #Create Luer lock fitting + cyl_outline = np.array([[0.2,0], + [1.2,1.4], + [1.2,5.15], + [2.4,8.7], + [2.6,15.6], + [2.4,15.6], + [2.2,8.7], + [1.0,5.15], + [1.0,1.4], + [0,0], + [0.2,0]]) + fins_outline_r = np.array([[1.2,2.9], + [3.0,3.7], + [3.25,15.6], + [2.6,15.6], + [2.4,8.7], + [1.2,5.15], + [1.2,2.9]]) + fins_outline_l = np.array([[-1.2,2.9], + [-3.0,3.7], + [-3.25,15.6], + [-2.6,15.6], + [-2.4,8.7], + [-1.2,5.15], + [-1.2,2.9]]) + cyl_outline[:,1] += nozzle_length + fins_outline_r[:,1] += nozzle_length + fins_outline_l[:,1] += nozzle_length + cylpath = vp.paths.circle(radius=0.72/2) + left_fin = vp.extrusion(path=[vp.vec(0,0,-0.1),vp.vec(0,0,0.1)],shape=fins_outline_r.tolist(),color=vp.color.blue,opacity=0.7,shininess=0.1) + right_fin =vp.extrusion(path=[vp.vec(0,0,-0.1),vp.vec(0,0,0.1)],shape=fins_outline_l.tolist(),color=vp.color.blue,opacity=0.7,shininess=0.1) + luer_body = vp.extrusion(path=cylpath, shape=cyl_outline.tolist(), color=vp.color.blue,opacity=0.7,shininess=0.1) + luer_fitting = vp.compound([luer_body, right_fin, left_fin]) + + #Create Nordson Barrel + #Barrel_outline exterior + first_part = [[5.25,0]] + barrel_curve = np.array([[ 0. , 0. ], + [ 0.01538957, 0.19554308], + [ 0.06117935, 0.38627124], + [ 0.13624184, 0.56748812], + [ 0.23872876, 0.73473157], + [ 0.36611652, 0.88388348], + [ 0.9775778 , 1.82249027], + [ 1.46951498, 2.73798544], + [ 1.82981493, 3.60782647], + [ 2.04960588, 4.41059499], + [ 2.12347584, 5.12652416]]) + barrel_curve *= 1.5 + barrel_curve[:,0] += 5.25 + barrel_curve[:,1] += 8.25 + last_part = [[9.2,17.0], + [9.2,80]] + + barrel_outline = np.append(first_part,barrel_curve,axis=0) + barrel_outline = np.append(barrel_outline,last_part,axis=0) + barrel_outline[:,0] -= 1 + + #Create interior surface + barrel_outline_inter = np.copy(np.flip(barrel_outline,axis=0)) + barrel_outline_inter[:,0] -= 2.5 + barrel_outline = np.append(barrel_outline,barrel_outline_inter,axis=0) + barrel_outline = np.append(barrel_outline,[[4.25,0]],axis=0) + barrel_outline[:,1] += 13 + nozzle_length + + barrelpath = vp.paths.circle(radius=2.0/2) + barrel = vp.extrusion(path=barrelpath, shape=barrel_outline.tolist(), color=vp.color.gray(0.8),opacity=1.0,shininess=0.1) + + #Combine into single head + self.body = vp.compound([barrel,luer_fitting],pos=start_location+vp.vec(0,nozzle_length+46.5,0)) + + def abs_move(self, endpoint, feed=2.0,print_line=True,tail_color = None): + move_length = (endpoint - self.current_position).mag + time_to_move = move_length/(feed*fast_forward) + total_frames = round(time_to_move*framerate) + + #Create linspace of points between beginning and end + inter_points = np.array([np.linspace(i,j,total_frames) for i,j in zip([self.current_position.x,self.current_position.y,self.current_position.z],[endpoint.x,endpoint.y,endpoint.z])]) + + for inter_move in np.transpose(inter_points): + vp.rate(framerate) + self.head.pos.x = self.body.pos.x = inter_move[0] + self.head.pos.z = self.body.pos.z = inter_move[2] + self.head.pos.y = inter_move[1] + self.body.pos.y = inter_move[1]+self.nozzle_length+46.5 + + if self.make_trail and print_line : + if (self.previous_head_position.x != self.head.pos.x) or (self.previous_head_position.y != self.head.pos.y) or (self.previous_head_position.z != self.head.pos.z): + self.tail[-1].append(pos=vp.vec(self.head.pos.x,self.head.pos.y-self.nozzle_diameter/2,self.head.pos.z)) + elif not self.make_trail and print_line: + vp.sphere(pos=vp.vec(self.head.pos.x,self.head.pos.y-self.nozzle_diameter/2,self.head.pos.z),color=tail_color,radius=self.nozzle_diameter/2) + self.tail.append(vp.curve(pos=vp.vec(self.head.pos.x,self.head.pos.y-self.nozzle_diameter/2,self.head.pos.z),color=tail_color,radius=self.nozzle_diameter/2)) + self.make_trail = print_line + + self.previous_head_position = copy.copy(self.head.pos) + + #Track tip of nozzle with camera if nozzle_cam mode is on + if nozzle_cam: + vp.scene.center = self.head.pos + + #Set endpoint as current position + self.current_position = endpoint + + def run(): + #Stepping through all moves after initial position + extrusing_state = False + for count, (pos, color) in enumerate(zip(position_hist[1:],self.color_history[1:]),1): + X, Y, Z = pos + if count in speed_hist: + t_speed = speed_hist[count] + if count in extruding_hist: + extruding_state = extruding_hist[count][1] + t_color = filament_color[extruding_hist[count][0]] if extruding_hist[count][0] != None else vp.color.black + self.head.abs_move(vp.vec(*pos),feed=t_speed,print_line=extruding_state,tail_color=t_color) + + self.head = Printhead(nozzle_diameter=0.72,nozzle_length=30, start_location=vp.vec(*position_hist[0])) + vp.box(pos=vp.vec(0.0,-0.5,0.0),length=100, height=1, width=100,color=vp.color.gray(0.8)) + vp.scene.waitfor('click') + run() + else: raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d.") @@ -1425,3 +1601,6 @@ def _update_current_position(self, mode='auto', x=None, y=None, z=None, color = if (len(self.speed_history) == 0 or self.speed_history[-1][1] != self.speed): self.speed_history.append((len_history - 1, self.speed)) + if (len(self.extruding_history) == 0 + or self.extruding_history[-1][1] != self.extruding): + self.extruding_history.append((len_history - 1, self.extruding)) diff --git a/mecode/tests/test_vpython.py b/mecode/tests/test_vpython.py new file mode 100644 index 0000000..1c39d3a --- /dev/null +++ b/mecode/tests/test_vpython.py @@ -0,0 +1,45 @@ +import sys +sys.path.append("..") +from main import G +g = G() +g.set_pressure(3,30) +g.set_pressure(6,30) +g.feed(20) +g.absolute() +g.move(x=2.5,y=-12.5,z=0.72) +g.relative() +g.feed(2) +g.toggle_pressure(1) +g.move(x=10) +g.move(y=10) +g.toggle_pressure(1) +g.feed(20) +g.move(z=5) +g.move(y=5) +g.move(z=-5) +g.feed(2) +g.toggle_pressure(2) +g.move(y=10) +g.move(x=-10) +g.toggle_pressure(2) +g.feed(20) +g.move(z=5) +g.move(x=-5) +g.move(z=-5) +g.feed(2) +g.toggle_pressure(3) +g.move(x=-10) +g.move(y=-10) +g.toggle_pressure(3) +g.feed(20) +g.move(z=5) +g.move(y=-5) +g.move(z=-5) +g.feed(2) +g.toggle_pressure(4) +g.move(y=-10) +g.move(x=10) +g.toggle_pressure(4) +g.feed(20) +g.move(z=5) +g.view(backend='vpython') \ No newline at end of file From b56ee19ca84722ce695635c90c1b6f6eeccd9538 Mon Sep 17 00:00:00 2001 From: RobWks Date: Thu, 2 Aug 2018 15:20:49 -0400 Subject: [PATCH 020/137] Added flowrate as an argument to the purge meander function. --- mecode/main.py | 7 +++---- 1 file changed, 3 insertions(+), 4 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index c50ed96..060a191 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1126,9 +1126,8 @@ def minor_fraction_calc(e,e_a=300,e_b=2.3,n=0.102,sr=0.6): if was_relative: self.relative() - def purge_meander(self, x, y, spacing, volume_fraction, start='LL', orientation='x', + def purge_meander(self, x, y, spacing, volume_fraction, flowrate, start='LL', orientation='x', tail=False, minor_feed=None): - flowrate = 0.033333 self.write('FREERUN a {}'.format(flowrate*volume_fraction)) self.write('FREERUN b {}'.format(flowrate*(1-volume_fraction))) self.meander(x, y, spacing, start=start, orientation=orientation, @@ -1239,10 +1238,10 @@ def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=Fal ax = fig.gca(projection='3d') ax.set_aspect('equal') - if color: + if color_on: for index in [x+2 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=4.5) + ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=1.5) else: X, Y, Z = history[:, 0], history[:, 1], history[:, 2] ax.plot(X, Y, Z) From 78b1a330bc406ea689a711ade8b88ffe3de86111 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 18 Sep 2018 14:50:33 -0400 Subject: [PATCH 021/137] Added various parameters to the view function to control the behavior/look of the vpython animation. --- mecode/main.py | 47 +++++++++++++++++++++++++++++++++++++++-------- 1 file changed, 39 insertions(+), 8 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 060a191..81cb061 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1217,7 +1217,9 @@ def read_laser(self): # Public Interface ####################################################### - def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=False): + def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, + fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], + substrate_dims=[0.0,0.0,-0.5-28,100,1,100], scene_dims = [720,720]): """ View the generated Gcode. Parameters @@ -1225,6 +1227,37 @@ def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=Fal backend : str (default: 'matplotlib') The plotting backend to use, one of 'matplotlib' or 'mayavi'. 'matplotlib2d' has been addded to better visualize mixing. + 'vpython' has been added to generate printing animations + for debugging. + outfile : str (default: 'None') + When using the 'matplotlib' or 'matplotlib2d' backend, + an image of the output will be save to the location specified + here. + color_on : bool (default: 'False') + When using the 'matplotlib' or 'matplotlib2d' backend, + the generated image will display the color associated + with the g.move command. This was primarily used for mixing + nozzle debugging. + nozzle_cam : bool (default: 'False') + When using the 'vpython' backend and nozzle_cam is set to + True, the camera will remained centered on the tip of the + nozzle during the animation. + fast_forward : int (default: 1) + When using the 'vpython' backend, the animation can be + sped up by the factor specified in the fast_forward + parameter. + nozzle_dims : list (default: [1.0,20.0]) + When using the 'vpython' backend, the dimensions of the + nozzle can be specified using a list in the format: + [nozzle_diameter, nozzle_length]. + substrate_dims: list (default: [0.0,0.0,-0.5,100,1,100]) + When using the 'vpython' backend, the dimensions of the + planar substrate can be specified using a list in the + format: [x, y, z, length, height, width]. + scene_dims: list (default: [720,720]) + When using the 'vpython' bakcend, the dimensions of the + viewing window can be specified using a list in the + format: [width, height] """ import numpy as np @@ -1294,13 +1327,11 @@ def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=Fal import copy #Scene setup - vp.scene.width = 1080 - vp.scene.height = 1080 + vp.scene.width = scene_dims[0] + vp.scene.height = scene_dims[1] vp.scene.center = vp.vec(0,0,0) vp.scene.forward = vp.vec(-1,-1,-1) vp.scene.background = vp.vec(1,1,1) - framerate = 60 - fast_forward = 1 position_hist = history speed_hist = dict(self.speed_history) @@ -1453,13 +1484,13 @@ def run(): t_color = filament_color[extruding_hist[count][0]] if extruding_hist[count][0] != None else vp.color.black self.head.abs_move(vp.vec(*pos),feed=t_speed,print_line=extruding_state,tail_color=t_color) - self.head = Printhead(nozzle_diameter=0.72,nozzle_length=30, start_location=vp.vec(*position_hist[0])) - vp.box(pos=vp.vec(0.0,-0.5,0.0),length=100, height=1, width=100,color=vp.color.gray(0.8)) + self.head = Printhead(nozzle_diameter=nozzle_dims[0],nozzle_length=nozzle_dims[1], start_location=vp.vec(*position_hist[0])) + vp.box(pos=vp.vec(substrate_dims[0],substrate_dims[2],substrate_dims[1]),length=substrate_dims[3], height=substrate_dims[4], width=substrate_dims[5],color=vp.color.gray(0.8)) vp.scene.waitfor('click') run() else: - raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d.") + raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d or vpython.") def write(self, statement_in, resp_needed=False): if self.print_lines: From 555162edfb561598cf730bef96c82045d4a29fcf Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Wed, 18 Sep 2019 19:24:09 -0400 Subject: [PATCH 022/137] Added in linearized arcs, rounded rectangles, output to APE and removed serial requirement when not in use. --- mecode/main.py | 226 ++++++++++++++++++++++++++++++++++++++++++++----- 1 file changed, 206 insertions(+), 20 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 81cb061..3ab03f1 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -47,10 +47,9 @@ import math import os +import numpy as np from collections import defaultdict -from printer import Printer - HERE = os.path.dirname(os.path.abspath(__file__)) # for python 2/3 compatibility @@ -339,6 +338,13 @@ def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): If an absolute movement is desired, the `abs_move` method is recommended instead. + points : floats + Must specify endpoint as kwargs, e.g. x=5, y=5 + rapid : Bool (default: False) + Executes an uncoordinated move to the specified location. + color : float or string + Specifies a color to be added to color history for viewing. + Examples -------- >>> # move the tool head 10 mm in x and 10 mm in y @@ -402,16 +408,17 @@ def retract(self, retraction): self.extrude = True def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', - helix_dim=None, helix_len=0, **kwargs): + helix_dim=None, helix_len=0, linearize=True, **kwargs): """ Arc to the given point with the given radius and in the given direction. If helix_dim and helix_len are specified then the tool head will also perform a linear movement through the given dimension while - completing the arc. + completing the arc. Note: Helix and flow calculation do not currently + work with linearize. Parameters ---------- points : floats - Must specify two points as kwargs, e.g. x=5, y=5 + Must specify endpoint as kwargs, e.g. x=5, y=5 direction : str (either 'CW' or 'CCW') (default: 'CW') The direction to execute the arc in. radius : 'auto' or float (default: 'auto') @@ -422,6 +429,8 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', The linear dimension to complete the helix through helix_len : float The length to move in the linear helix dimension. + linearize : Bool (default: True) + Represent the arc as a series of straight lines. Examples -------- @@ -470,12 +479,38 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', values = [v for v in dims.values()] if self.is_relative: dist = math.sqrt(values[0] ** 2 + values[1] ** 2) + vect_dir= [values[0]/dist,values[1]/dist] + if direction == 'CW': + arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) + elif direction =='CCW': + arc_rotation_matrix = np.matrix([[0, 1],[-1, 0]]) + perp_vect_dir = np.array(vect_dir)*arc_rotation_matrix + a_vect= np.array([values[0]/2,values[1]/2]) + b_length = math.sqrt(radius**2-(dist/2)**2) + b_vect = b_length*perp_vect_dir + c_vect = a_vect+b_vect + center_coords = c_vect + final_pos = a_vect*2-c_vect + initial_pos = -c_vect else: k = [ky for ky in dims.keys()] cp = self._current_position dist = math.sqrt( (cp[k[0]] - values[0]) ** 2 + (cp[k[1]] - values[1]) ** 2 ) + vect_dir= [(values[0]-cp[k[0]])/dist,(values[1]-cp[k[1]])/dist] + if direction == 'CW': + arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) + elif direction =='CCW': + arc_rotation_matrix = np.matrix([[0, 1],[-1, 0]]) + perp_vect_dir = np.array(vect_dir)*arc_rotation_matrix + a_vect = np.array([(values[0]-cp[k[0]])/2.0,(values[1]-cp[k[1]])/2.0]) + b_length = math.sqrt(radius**2-(dist/2)**2) + b_vect = b_length*perp_vect_dir + c_vect = a_vect+b_vect + center_coords = np.array(cp[k[:2]])+c_vect + final_pos = np.array(cp[k[:2]])+a_vect*2-c_vect + initial_pos = np.array(cp[k[:2]]) if radius == 'auto': radius = dist / 2.0 elif abs(radius) < dist / 2.0: @@ -503,19 +538,48 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', filament_length = ((4*volume)/(3.14149*self.filament_diameter**2))*self.extrusion_multiplier dims['E'] = filament_length + current_extruder_position - if axis is not None: - self.write('G16 X Y {}'.format(axis)) # coordinate axis assignment - self.write(plane_selector) - args = self._format_args(**dims) - if helix_dim is None: - self.write('{0} {1} R{2:.{digits}f}'.format(command, args, radius, - digits=self.output_digits)) + if linearize: + #Curved formed from straight lines + final_pos = np.array(final_pos.tolist()).flatten() + initial_pos = np.array(initial_pos.tolist()).flatten() + final_angle = np.arctan2(final_pos[1],final_pos[0]) + initial_angle = np.arctan2(initial_pos[1],initial_pos[0]) + + if direction == 'CW': + angle_difference = 2*np.pi-(final_angle-initial_angle)%(2*np.pi) + elif direction == 'CCW': + angle_difference = (initial_angle-final_angle)%(-2*np.pi) + + step_range = [0, angle_difference] + step_size = np.pi/16 + angle_step = np.arange(step_range[0],step_range[1]+np.sign(angle_difference)*step_size,np.sign(angle_difference)*step_size) + + segments = [] + for angle in angle_step: + radius_vect = -c_vect + radius_rotation_matrix = np.matrix([[math.cos(angle), -math.sin(angle)], + [math.sin(angle), math.cos(angle)]]) + int_point = radius_vect*radius_rotation_matrix + segments.append(int_point) + + for i in range(len(segments)-1): + move_line = segments[i+1]-segments[i] + self.move(*move_line.tolist()[0]) else: - self.write('{0} {1} R{2:.{digits}f} G1 {3}{4}'.format( - command, args, radius, helix_dim.upper(), helix_len, digits=self.output_digits)) - dims[helix_dim] = helix_len + #Standard output + if axis is not None: + self.write('G16 X Y {}'.format(axis)) # coordinate axis assignment + self.write(plane_selector) + args = self._format_args(**dims) + if helix_dim is None: + self.write('{0} {1} R{2:.{digits}f}'.format(command, args, radius, + digits=self.output_digits)) + else: + self.write('{0} {1} R{2:.{digits}f} G1 {3}{4}'.format( + command, args, radius, helix_dim.upper(), helix_len, digits=self.output_digits)) + dims[helix_dim] = helix_len - self._update_current_position(**dims) + self._update_current_position(**dims) def abs_arc(self, direction='CW', radius='auto', **kwargs): """ Same as `arc` method, but positions are interpreted as absolute. @@ -594,6 +658,116 @@ def rect(self, x, y, direction='CW', start='LL'): self.move(y=-y) self.move(x=x) + def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=True): + """ Trace a rectangle with the given width and height with rounded corners, + note that starting point is not actually in corner of rectangle. + + Parameters + ---------- + x : float + The width of the rectangle in the x dimension. + y : float + The height of the rectangle in the y dimension. + direction : str (either 'CW' or 'CCW') (default: 'CW') + Which direction to complete the rectangle in. + start : str (either 'LL', 'UL', 'LR', 'UR') (default: 'LL') + The start of the rectangle - L/U = lower/upper, L/R = left/right + This assumes an origin in the lower left. + radius : radius of the corners of the rectangle + + Examples + -------- + >>> # trace a 10x10 clockwise square with radius of 3, starting in the lower left corner + >>> g.round_rect(10, 10, radius=3) + + >>> # 1x5 counterclockwise rect with radius of 2 starting in the upper right corner + >>> g.round_rect(1, 5, direction='CCW', start='UR', radius=2) + + ______________ + / \ + / \ + starts here for 'UL' - > | | <- starts here for 'UR' + | | + starts here for 'LL' - > | | <- starts here for 'LR' + \ / + \______________/ + + """ + if direction == 'CW': + if start.upper() == 'LL': + self.move(y=y-2*radius) + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + elif start.upper() == 'UL': + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + elif start.upper() == 'UR': + self.move(y=-(y-2*radius)) + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + elif start.upper() == 'LR': + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + elif direction == 'CCW': + if start.upper() == 'LL': + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + elif start.upper() == 'UL': + self.move(y=-(y-2*radius)) + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + elif start.upper() == 'UR': + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + elif start.upper() == 'LR': + self.move(y=y-2*radius) + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, minor_feed=None): """ Infill a rectangle with a square wave meandering pattern. If the @@ -812,7 +986,6 @@ def spiral(self, end_diameter, spacing, feedrate, start='center', direction='CW' >>> g.spiral(20,1,8,direction='CCW',center_position=[0,50]) """ - import numpy as np start_spiral_turns = (start_diameter/2.0)/spacing end_spiral_turns = (end_diameter/2.0)/spacing @@ -912,7 +1085,6 @@ def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, ... gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function """ - import numpy as np import sympy as sy def calculate_extrusion_values(radius, length, feed = feedrate, flow = flowrate, formula = gradient, delay = dead_delay, spacing = spacing, start = start, outer_radius = end_diameter/2.0, inner_radius=start_diameter/2.0): @@ -1204,6 +1376,20 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) + def exportToAPE(self): + #Export coordinates to APE + extruding_hist = dict(self.extruding_history) + position_hist = self.position_history + cut_ranges=[*extruding_hist][1:] + final_coords = [] + for i in range(0,len(cut_ranges),2): + final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) + final_coords_dict = [] + for i in final_coords: + keys = ['x','z','y'] + final_coords_dict.append([dict(zip(keys, l)) for l in i ]) + return final_coords_dict + # Shapie Specific Functions ############################################## def read_laser(self): @@ -1219,7 +1405,7 @@ def read_laser(self): def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], - substrate_dims=[0.0,0.0,-0.5-28,100,1,100], scene_dims = [720,720]): + substrate_dims=[0.0,0.0,-1.0,300,1,300], scene_dims = [720,720]): """ View the generated Gcode. Parameters @@ -1260,7 +1446,6 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa format: [width, height] """ - import numpy as np import matplotlib.cm as cm from mpl_toolkits.mplot3d import Axes3D import matplotlib.pyplot as plt @@ -1513,6 +1698,7 @@ def write(self, statement_in, resp_needed=False): return response[1:-1] elif self.direct_write_mode == 'serial': if self._p is None: + from .printer import Printer self._p = Printer(self.printer_port, self.baudrate) self._p.connect() self._p.start() From c45336ff5b24b92336fcadb32939a6af8cf827e4 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Thu, 19 Sep 2019 00:01:12 -0400 Subject: [PATCH 023/137] Added more docstrings to various functions. --- mecode/main.py | 98 +++++++++++++++++++++++++++++++++++++++++++------- 1 file changed, 86 insertions(+), 12 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 3ab03f1..bca412b 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1328,6 +1328,19 @@ def set_cal_file(self, path): self.write(r'LOADCALFILE "{}", 2D_CAL'.format(path)) def toggle_pressure(self, com_port): + """ Toggles (On/Off) Nordson Ultimus V Pressure Controllers. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232 + + Examples + -------- + >>> #Turn on pressure on com 3 + >>> g.toggle_pressure(3) + + """ self.write('Call togglePress P{}'.format(com_port)) if self.extruding[0] == com_port: self.extruding = [com_port, not self.extruding[1]] @@ -1335,21 +1348,83 @@ def toggle_pressure(self, com_port): self.extruding = [com_port,True] def set_pressure(self, com_port, value): + """ Sets pressure on Nordson Ultimus V Pressure Controllers. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232. + value : float + The pressure value to set. + Examples + -------- + >>> #Set pressure on com 3 to 50. + >>> g.set_pressure(com_port=3, value=50) + + """ self.write('Call setPress P{} Q{}'.format(com_port, value)) def set_vac(self, com_port, value): + """ Same as `set_pressure` method, but for vacuum. + """ self.write('Call setVac P{} Q{}'.format(com_port, value)) def set_valve(self, num, value): + """ Sets a digital output state (typically for valve). + + Parameters + ---------- + num : int + The com port to communicate over RS-232. + value : bool + On or off (1 or 0). + Examples + -------- + >>> #Turn on valve 2 + >>> g.set_valve(num=2, value=1) + + """ self.write('$DO{}.0={}'.format(num, value)) def omni_on(self, com_port): + """ Opens the iris for the omnicure. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232 + + Examples + -------- + >>> #Turn on omnicure on com 3. + >>> g.omni_on(3) + + """ self.write('Call omniOn P{}'.format(com_port)) def omni_off(self, com_port): + """ Opposite to omni_on. + """ self.write('Call omniOff P{}'.format(com_port)) def omni_intensity(self, com_port, value, cal=False): + """ Sets the intensity of the omnicure. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232. + value : float + The intensity value to set. + cal : bool + Whether the omnicure is calibrated or not. + Examples + -------- + >>> #Set omnicure intensity on com 3 to 50%. + >>> g.omni_intensity(com_port=3, value=50) + + """ + if cal: command = 'SIR{:.2f}'.format(value) data = self.calc_CRC8(command) @@ -1361,6 +1436,8 @@ def omni_intensity(self, com_port, value, cal=False): self.write('Call omniSetInt P{}'.format(com_port)) def set_alicat_pressure(self,com_port,value): + """ Same as `set_pressure` method, but for Alicat controller. + """ self.write('Call setAlicatPress P{} Q{}'.format(com_port, value)) def calc_CRC8(self,data): @@ -1377,7 +1454,15 @@ def calc_CRC8(self,data): return data +'{:02X}'.format(CRC8) def exportToAPE(self): - #Export coordinates to APE + """ Exports a list of dictionaries describing extrusion moves in a + format compatible with APE. + + Examples + -------- + >>> #Write print ge + >>> geometry_def = g.meander() + + """ extruding_hist = dict(self.extruding_history) position_hist = self.position_history cut_ranges=[*extruding_hist][1:] @@ -1390,17 +1475,6 @@ def exportToAPE(self): final_coords_dict.append([dict(zip(keys, l)) for l in i ]) return final_coords_dict - # Shapie Specific Functions ############################################## - - def read_laser(self): - self.write('G4 P1') - try: - val = float(self.write('M54',resp_needed=True).split('ok')[0]) - return val - except: - raise ValueError("Failed to receive data from laser.") - return val - # Public Interface ####################################################### def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, From 04d2541a95a0adeb1c969a6884a52c91e2317467 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Thu, 24 Oct 2019 03:15:10 -0400 Subject: [PATCH 024/137] Added scad and vpython test cases. Added gen_geometry function and cleaned up matplotlib plotting in view() --- mecode/main.py | 142 ++++++++++++++++++----- mecode/matrix.py | 2 +- mecode/tests/test_scad.py | 216 +++++++++++++++++++++++++++++++++++ mecode/tests/test_vpython.py | 8 +- requirements.txt | 6 +- setup.py | 4 +- 6 files changed, 342 insertions(+), 36 deletions(-) create mode 100644 mecode/tests/test_scad.py diff --git a/mecode/main.py b/mecode/main.py index bca412b..62e65b7 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -47,6 +47,7 @@ import math import os +import sys import numpy as np from collections import defaultdict @@ -1459,7 +1460,7 @@ def exportToAPE(self): Examples -------- - >>> #Write print ge + >>> #Write print geometry >>> geometry_def = g.meander() """ @@ -1475,6 +1476,100 @@ def exportToAPE(self): final_coords_dict.append([dict(zip(keys, l)) for l in i ]) return final_coords_dict + def gen_geometry(self,outfile,filament_diameter=0.8,cut_point=None,preview=False,color_incl=None): + """ Creates an openscad file to create a CAD model from the print path. + + Parameters + ---------- + outfile : str + Location to save the generated .scad file + filament_diameter : float (default: 0.8) + The com port to communicate over RS-232. + cut_point : int (default: None) + Stop generating cad model part way through the path + preview : bool (default: False) + Show matplotlib preview of the part to be generated. + Note that cut_point will affect the preview. + color_incl : str (default: None) + Used to export a single color when it is included in the code + design. Useful for exporting mutlimaterial parts as different + cad models. + Examples + -------- + >>> #Write geometry to 'test.scad' + >>> g.gen_geometry('test.scad') + + """ + import solid as sld + from solid import utils as sldutils + + # Matplotlib setup for preview + import matplotlib.cm as cm + from mpl_toolkits.mplot3d import Axes3D + import matplotlib.pyplot as plt + fig = plt.figure() + ax = fig.gca(projection='3d') + + def circle(radius,num_points=10): + circle_pts = [] + for i in range(2 * num_points): + angle = math.radians(360 / (2 * num_points) * i) + circle_pts.append(sldutils.Point3(radius * math.cos(angle), radius * math.sin(angle), 0)) + return circle_pts + + # SolidPython setup for geometry creation + extruded = 0 + filament_cross = circle(radius=filament_diameter/2) + + extruding_hist = dict(self.extruding_history) + position_hist = np.array(self.position_history) + + #Stepping through all moves after initial position + extrusing_state = False + for index, (pos, color) in enumerate(zip(self.position_history[1:cut_point],self.color_history[1:cut_point]),1): + sys.stdout.write('\r') + sys.stdout.write("Exporting model: {:.0f}%".format(index/len(self.position_history[1:])*100)) + sys.stdout.flush() + #print("{}/{}".format(index,len(self.position_history[1:]))) + if index in extruding_hist: + extruding_state = extruding_hist[index][1] + + if extruding_state and ((color == color_incl) or (color_incl is None)): + X, Y, Z = position_hist[index-1:index+1, 0], position_hist[index-1:index+1, 1], position_hist[index-1:index+1, 2] + # Plot to matplotlb + if color_incl is not None: + ax.plot(X, Y, Z,color_incl) + else: + ax.plot(X, Y, Z,'b') + # Add geometry to part + extruded += sldutils.extrude_along_path(shape_pts=filament_cross, path_pts=[sldutils.Point3(*position_hist[index-1]),sldutils.Point3(*position_hist[index])]) + extruded += sld.translate(position_hist[index-1])(sld.sphere(r=filament_diameter/2,segments=20)) + extruded += sld.translate(position_hist[index])(sld.sphere(r=filament_diameter/2,segments=20)) + + # Export geometry to file + file_out = os.path.join(os.curdir, '{}.scad'.format(outfile)) + print("\nSCAD file written to: \n%(file_out)s" % vars()) + sld.scad_render_to_file(extruded, file_out, include_orig_code=False) + + if preview: + # Display Geometry for matplotlib + X, Y, Z = position_hist[:, 0], position_hist[:, 1], position_hist[:, 2] + + # Hack to keep 3D plot's aspect ratio square. See SO answer: + # http://stackoverflow.com/questions/13685386 + max_range = np.array([X.max()-X.min(), + Y.max()-Y.min(), + Z.max()-Z.min()]).max() / 2.0 + + mean_x = X.mean() + mean_y = Y.mean() + mean_z = Z.mean() + ax.set_xlim(mean_x - max_range, mean_x + max_range) + ax.set_ylim(mean_y - max_range, mean_y + max_range) + ax.set_zlim(mean_z - max_range, mean_z + max_range) + scaling = np.array([getattr(ax, 'get_{}lim'.format(dim))() for dim in 'xyz']); ax.auto_scale_xyz(*[[np.min(scaling), np.max(scaling)]]*3) + plt.show() + # Public Interface ####################################################### def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, @@ -1490,7 +1585,7 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa 'vpython' has been added to generate printing animations for debugging. outfile : str (default: 'None') - When using the 'matplotlib' or 'matplotlib2d' backend, + When using the 'matplotlib' backend, an image of the output will be save to the location specified here. color_on : bool (default: 'False') @@ -1528,15 +1623,23 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa if backend == 'matplotlib': fig = plt.figure() ax = fig.gca(projection='3d') - ax.set_aspect('equal') - if color_on: - for index in [x+2 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=1.5) - else: - X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - ax.plot(X, Y, Z) + extruding_hist = dict(self.extruding_history) + #Stepping through all moves after initial position + extrusing_state = False + for index, (pos, color) in enumerate(zip(history[1:],self.color_history[1:]),1): + if index in extruding_hist: + extruding_state = extruding_hist[index][1] + + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + + if extruding_state: + if color_on: + ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) + else: + ax.plot(X, Y, Z,'b') + else: + ax.plot(X,Y,Z,'k--',linewidth=0.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1558,25 +1661,6 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa else: plt.savefig(outfile,dpi=500) - elif backend == 'matplotlib2d': #Primarily for debugging mixing nozzle spirals - fig = plt.figure() - plt.margins(0.1) - ax = fig.gca() - ax.set_aspect('equal') - - if color: - for index in [x+2 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=1.0) - else: - X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - ax.plot(X, Y,linewidth=0.5) - - if outfile == None: - plt.show() - else: - plt.savefig(outfile,dpi=500) - elif backend == 'mayavi': from mayavi import mlab mlab.plot3d(history[:, 0], history[:, 1], history[:, 2]) diff --git a/mecode/matrix.py b/mecode/matrix.py index 437fce7..3ac978d 100644 --- a/mecode/matrix.py +++ b/mecode/matrix.py @@ -2,7 +2,7 @@ import math import copy import numpy as np -from mecode.main import G +from mecode import G class GMatrix(G): """This class passes points through a 2D transformation matrix before diff --git a/mecode/tests/test_scad.py b/mecode/tests/test_scad.py new file mode 100644 index 0000000..224b158 --- /dev/null +++ b/mecode/tests/test_scad.py @@ -0,0 +1,216 @@ +#import sys +#sys.path.append("..") +import math +import numpy as np +import numpy.linalg as la +import os +from mecode import GMatrix +#from matrix import GMatrix + +g = GMatrix() + +def angle(v1,v2): + cosang = np.dot(v1,v2) + sinang = la.norm(np.cross(v1,v2)) + return np.arctan2(sinang,cosang) + +def scaleMajor(theta1,theta2,prior,spacing): + newDist = prior-spacing/np.tan(theta1)-spacing/np.tan(theta2) + scale = newDist/prior + return scale + +def scaleMinor(theta,spc,pointStart,pointEnd): + (x1,y1,z1) = pointStart + (x2,y2,z2) = pointEnd + original = math.sqrt((x2-x1)**2+(y2-y1)**2+(z2-z1)**2) + newDist = spc/np.sin(theta) + scale = newDist/original + return scale + +def triangleFill(point1,point2,point3,spacing): + (x1,y1,z1) = point1 + (x2,y2,z2) = point2 + (x3,y3,z3) = point3 + distance = math.fabs((y2-y1)*x3-(x2-x1)*y3-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + initDist = math.sqrt((x2-x1)**2+(y2-y1)**2+(z2-z1)**2) + vector1_2 = np.array(point2)-np.array(point1) + vector1_3 = np.array(point3)-np.array(point1) + vector2_3 = np.array(point3)-np.array(point2) + angle1 = angle(vector1_2,vector1_3) + angle2 = angle(vector2_3,-1*vector1_2) #don't need angle 3 + dist = 0 + sign = 1 + scale_major = 1 + while dist <= (distance-spacing): #each step we move along vector 1-2 by an amount that scales down according to how far we've gone. Use scale transformation + #first major movement along 1-2 vector + relative_scale_major = scaleMajor(angle1,angle2,initDist,spacing) #calculating absolute vs. relative scaling, I will want to switch this to relative for rhombus to work easily + scale_minor1 = scaleMinor(angle1, spacing, point1, point3) + ##print 'minor1 ' + scale_minor1 + scale_minor2 = scaleMinor(angle2, spacing, point2, point3) + ##print 'minor2 ' + scale_minor2 + g.move((x2-x1)*scale_major*sign,(y2-y1)*scale_major*sign,(z2-z1)*scale_major*sign) + #minor movement along 2-3 vector + if sign == 1: + g.move((x3-x2)*scale_minor2,(y3-y2)*scale_minor2,(z3-z2)*scale_minor2) + else: + g.move((x3-x1)*scale_minor1,(y3-y1)*scale_minor1,(z3-z1)*scale_minor1) + dist = dist + spacing + sign = sign*-1 #go the other way next time + scale_major = scale_major*relative_scale_major #should let it go down then up again if necessary + initDist = initDist*relative_scale_major #length of previous line + +def rhombusFill(point1,point2,point3,point4,spacing): + (x1,y1,z1) = point1 + (x2,y2,z2) = point2 + (x3,y3,z3) = point3 + (x4,y4,z4) = point4 + distance_3 = math.fabs((y2-y1)*x3-(x2-x1)*y3-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + distance_4 = math.fabs((y2-y1)*x4-(x2-x1)*y4-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + initDist = math.sqrt((x2-x1)**2+(y2-y1)**2+(z2-z1)**2) + vector1_2 = np.array(point2)-np.array(point1) + vector2_3 = np.array(point3)-np.array(point2) + vector1_4 = np.array(point4)-np.array(point1) + vector3_4 = np.array(point4)-np.array(point3) + angle1 = angle(vector1_2,vector1_4) + angle2 = angle(vector2_3,-1*vector1_2) + angle3 = angle(-1*vector2_3,vector3_4) + angle4 = angle(-1*vector1_4,-1*vector3_4) + dist = 0 + sign = 1 + scale_major = 1 #initialize at 1; this is a changing value + scale_minor1 = scaleMinor(angle1, spacing, point1, point4) #minor scale values are constant between points + scale_minor2 = scaleMinor(angle2, spacing, point2, point3) + scale_minor3 = scaleMinor(angle3-(math.pi-angle2), spacing, point3, point4) + scale_minor4 = scaleMinor(angle4-(math.pi-angle1), spacing, point4, point3) + + if distance_4 <= distance_3: + while dist <= (distance_3-spacing): #each step we move along vector 1-2 by an amount that scales down according to how far we've gone. Use scale transformation + #first major movement along 1-2 vector + if dist <= distance_4-spacing: + relative_scale_major = scaleMajor(angle1,angle2,initDist,spacing) #relative scaling of next step vs. prior step + else: + relative_scale_major = scaleMajor((angle4-(math.pi-angle1)),angle2,initDist,spacing) #relative scaling of next step vs. prior step + g.move((x2-x1)*scale_major*sign,(y2-y1)*scale_major*sign,(z2-z1)*scale_major*sign) + if sign == 1: + g.move((x3-x2)*scale_minor2,(y3-y2)*scale_minor2,(z3-z2)*scale_minor2) + elif dist <= distance_4-spacing: + g.move((x4-x1)*scale_minor1,(y4-y1)*scale_minor1,(z4-z1)*scale_minor1) + else: + g.move((x3-x4)*scale_minor4,(y3-y4)*scale_minor4,(z3-z4)*scale_minor4) + dist = dist + spacing + sign = sign*-1 #go the other way next time + scale_major = scale_major*relative_scale_major #applies new scaling on top of previous one + initDist = initDist*relative_scale_major #length of previous line + + else: + while dist <= (distance_4-spacing): #each step we move along vector 1-2 by an amount that scales down according to how far we've gone. Use scale transformation + #first major movement along 1-2 vector + if dist <= distance_3-spacing: + relative_scale_major = scaleMajor(angle1,angle2,initDist,spacing) #relative scaling of next step vs. prior step + else: + relative_scale_major = scaleMajor(angle1,(angle3-(math.pi-angle2)),initDist,spacing) #relative scaling of next step vs. prior step + g.move((x2-x1)*scale_major*sign,(y2-y1)*scale_major*sign,(z2-z1)*scale_major*sign) + if sign == 1 and dist <= distance_3-spacing: + g.move((x3-x2)*scale_minor2,(y3-y2)*scale_minor2,(z3-z2)*scale_minor2) + elif sign == 1: + g.move((x4-x3)*scale_minor3,(y4-y3)*scale_minor3,(z4-z3)*scale_minor3) + else: + g.move((x4-x1)*scale_minor1,(y4-y1)*scale_minor1,(z4-z1)*scale_minor1) + dist = dist + spacing + sign = sign*-1 #go the other way next time + scale_major = scale_major*relative_scale_major #applies new scaling on top of previous one + initDist = initDist*relative_scale_major #length of previous line + +#will always return to where it started from +def triangleMultilayerMeander(rotation,com,speed,pres,point2,point3,z,spacing,layers): + g.push_matrix() + g.rotate(rotation) + g.feed(speed) + g.set_pressure(com,pres) + for i in range(0,layers): + g.move(0,0,-heaven+z*(i+1)) + g.toggle_pressure(com)#on + triangleFill((0,0,0),point2,point3,spacing) + g.toggle_pressure(com)#off + g.move(0,0,heaven-z*(i+1)) + (r1,r2,r3) = point3 + g.move(-r1,-r2,-r3) #returns to start + g.pop_matrix() + +def rhombusMultilayerMeander(rotation,com,speed,pres,point2,point3,point4,z,spacing,layers): + g.push_matrix() + g.rotate(rotation) + g.feed(speed) + g.set_pressure(com,pres) + (x1,y1,z1) = (0,0,0) + (x2,y2,z2) = point2 + (x3,y3,z3) = point3 + (x4,y4,z4) = point4 + distance_3 = math.fabs((y2-y1)*x3-(x2-x1)*y3-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + distance_4 = math.fabs((y2-y1)*x4-(x2-x1)*y4-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + + for i in range(0,layers): + g.move(0,0,-heaven+z*(i+1)) + g.toggle_pressure(com)#on + rhombusFill((0,0,0),point2,point3,point4,spacing) + g.toggle_pressure(com)#off + g.move(0,0,heaven-z*(i+1)) + if distance_3 >= distance_4: + g.move(-x3,-y3,-z3) #returns to start + else: + g.move(-x4,-y4,-z4) #alternative return to start + g.pop_matrix() + +def moveRotationCircumferential(rotation,r, ew,layers): + g.push_matrix() + g.rotate(rotation) + g.move(r,0,0) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(0,ew,0),(-1*r,0,0),z_LCE,spc_LCE,layers) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(0,-1*ew,0),(-1*r,0,0),z_LCE,spc_LCE,layers) + g.pop_matrix() + +def moveRotationRadial(rotation,r, ew,layers): + g.push_matrix() + g.rotate(rotation) + g.move(r,0,0) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(-1*r,0,0),(0,ew,0),z_LCE,spc_LCE,layers) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(-1*r,0,0),(0,-1*ew,0),z_LCE,spc_LCE,layers) + g.pop_matrix() + +#print parameters +z_LCE = 1 +LCEpres = 25 +spd_LCE = 15 +spc_LCE = 1 +com_LCE = 5 +layers_radial = 2 +layers_circumferential = 2 +heaven = 30 +spd_travel = 15 + +sections = 8 +angle_step_degrees = 360.0/(sections*2) +angle_step_rad = math.pi*2*angle_step_degrees/360 +radius = 10 +end_width = math.tan(angle_step_rad)*radius + +i = 0 +j = 0 +''' +''' +g.feed(spd_travel) + +while i <= sections: + g.abs_move(0,0,z_LCE*layers_radial) + moveRotationRadial(i*2*angle_step_rad,radius,end_width,layers_radial) + i = i+1 + +while j <= sections: + g.abs_move(0,0,z_LCE*layers_circumferential+z_LCE*layers_radial) + moveRotationCircumferential(j*2*angle_step_rad,radius,end_width,layers_circumferential) + j = j+1 + +#g.view('matplotlib') +#g.view('vpython',substrate_dims=[0.0,0.0,-28.5,300,1,300],nozzle_dims=[1.0,5.0],nozzle_cam=True) +g.gen_geometry('test') +g.teardown() \ No newline at end of file diff --git a/mecode/tests/test_vpython.py b/mecode/tests/test_vpython.py index 1c39d3a..219f1b3 100644 --- a/mecode/tests/test_vpython.py +++ b/mecode/tests/test_vpython.py @@ -1,6 +1,6 @@ -import sys -sys.path.append("..") -from main import G +#import sys +#sys.path.append("..") +from mecode import G g = G() g.set_pressure(3,30) g.set_pressure(6,30) @@ -42,4 +42,4 @@ g.toggle_pressure(4) g.feed(20) g.move(z=5) -g.view(backend='vpython') \ No newline at end of file +g.view(backend='vpython',nozzle_cam=True) \ No newline at end of file diff --git a/requirements.txt b/requirements.txt index f6c1a1f..c0b0bf2 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1 +1,5 @@ -pyserial +numpy +solidpython +matplotlib +vpython +pyserial \ No newline at end of file diff --git a/setup.py b/setup.py index 5bf34e7..1d4ddd2 100644 --- a/setup.py +++ b/setup.py @@ -22,7 +22,9 @@ '': ['*.txt', '*.md'], }, install_requires=[ - 'pyserial', 'numpy', + 'matplotlib', + 'solidpython', + 'vpython', ], ) From 4ce1ed6dd05a5a8aa49c222bc66d53ceed345a2a Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Mon, 25 Nov 2019 21:58:00 -0500 Subject: [PATCH 025/137] Fixed auto-radius error, by setting the radius automatically before use. --- mecode/main.py | 15 ++++++++++----- 1 file changed, 10 insertions(+), 5 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 62e65b7..0a29adc 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -480,6 +480,11 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', values = [v for v in dims.values()] if self.is_relative: dist = math.sqrt(values[0] ** 2 + values[1] ** 2) + if radius == 'auto': + radius = dist / 2.0 + elif abs(radius) < dist / 2.0: + msg = 'Radius {} to small for distance {}'.format(radius, dist) + raise RuntimeError(msg) vect_dir= [values[0]/dist,values[1]/dist] if direction == 'CW': arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) @@ -499,6 +504,11 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', dist = math.sqrt( (cp[k[0]] - values[0]) ** 2 + (cp[k[1]] - values[1]) ** 2 ) + if radius == 'auto': + radius = dist / 2.0 + elif abs(radius) < dist / 2.0: + msg = 'Radius {} to small for distance {}'.format(radius, dist) + raise RuntimeError(msg) vect_dir= [(values[0]-cp[k[0]])/dist,(values[1]-cp[k[1]])/dist] if direction == 'CW': arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) @@ -512,11 +522,6 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', center_coords = np.array(cp[k[:2]])+c_vect final_pos = np.array(cp[k[:2]])+a_vect*2-c_vect initial_pos = np.array(cp[k[:2]]) - if radius == 'auto': - radius = dist / 2.0 - elif abs(radius) < dist / 2.0: - msg = 'Radius {} to small for distance {}'.format(radius, dist) - raise RuntimeError(msg) #extrude feature implementation # only designed for flow calculations in x-y plane From 3f3c7531dbf59e38fe7fdb02267de3c98c764ae1 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Tue, 26 Nov 2019 13:50:28 -0500 Subject: [PATCH 026/137] Added labels for axes when plotting in 3D. --- mecode/main.py | 3 +++ 1 file changed, 3 insertions(+) diff --git a/mecode/main.py b/mecode/main.py index 0a29adc..c2ddd14 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1660,6 +1660,9 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa ax.set_xlim(mean_x - max_range, mean_x + max_range) ax.set_ylim(mean_y - max_range, mean_y + max_range) ax.set_zlim(mean_z - max_range, mean_z + max_range) + ax.set_xlabel("X") + ax.set_ylabel("Y") + ax.set_zlabel("Z") if outfile == None: plt.show() From b003523e937ccad5a7fa4c02e929d79ab0de02c5 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Tue, 26 Nov 2019 13:52:26 -0500 Subject: [PATCH 027/137] Added test.scad for geometry generation. --- mecode/tests/test.scad | 7061 ++++++++++++++++++++++++++++++++++++++++ 1 file changed, 7061 insertions(+) create mode 100644 mecode/tests/test.scad diff --git a/mecode/tests/test.scad b/mecode/tests/test.scad new file mode 100644 index 0000000..bc41025 --- /dev/null +++ b/mecode/tests/test.scad @@ -0,0 +1,7061 @@ +// Generated by SolidPython 0.4.4 on 2019-10-24 14:38:02 + + +union() { + polyhedron(faces = [[0, 20, 1], [1, 20, 21], [1, 21, 2], [2, 21, 22], [2, 22, 3], [3, 22, 23], [3, 23, 4], [4, 23, 24], [4, 24, 5], [5, 24, 25], [5, 25, 6], [6, 25, 26], [6, 26, 7], [7, 26, 27], [7, 27, 8], [8, 27, 28], [8, 28, 9], [9, 28, 29], [9, 29, 10], [10, 29, 30], [10, 30, 11], [11, 30, 31], [11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 29, 28], [20, 30, 29], [20, 31, 30], [20, 32, 31], [20, 33, 32], [20, 34, 33], [20, 35, 34], [20, 36, 35], [20, 37, 36], [20, 38, 37], [20, 39, 38]], points = [[10.0, 0.4, -27.0], [10.0, 0.3804226065180614, -26.87639320225002], [10.0, 0.323606797749979, -26.764885899083012], [10.0, 0.2351141009169893, -26.676393202250022], [10.0, 0.12360679774997899, -26.61957739348194], [10.0, 2.4492935982947065e-17, -26.6], [10.0, -0.12360679774997894, -26.61957739348194], [10.0, -0.23511410091698923, -26.676393202250022], [10.0, -0.32360679774997897, -26.764885899083012], [10.0, -0.3804226065180614, -26.87639320225002], [10.0, -0.4, -27.0], [10.0, -0.3804226065180615, -27.12360679774998], [10.0, -0.323606797749979, -27.235114100916988], [10.0, -0.2351141009169893, -27.323606797749978], [10.0, -0.12360679774997903, -27.38042260651806], [10.0, -7.347880794884119e-17, -27.4], [10.0, 0.1236067977499789, -27.38042260651806], [10.0, 0.23511410091698917, -27.323606797749978], [10.0, 0.32360679774997897, -27.235114100916988], [10.0, 0.3804226065180614, -27.12360679774998], [0.0, 0.4, -27.0], [0.0, 0.3804226065180614, -26.87639320225002], [0.0, 0.323606797749979, -26.764885899083012], [0.0, 0.2351141009169893, -26.676393202250022], [0.0, 0.12360679774997899, -26.61957739348194], [0.0, 2.4492935982947065e-17, -26.6], [0.0, -0.12360679774997894, -26.61957739348194], [0.0, -0.23511410091698923, -26.676393202250022], [0.0, -0.32360679774997897, -26.764885899083012], [0.0, -0.3804226065180614, -26.87639320225002], [0.0, -0.4, -27.0], [0.0, -0.3804226065180615, -27.12360679774998], [0.0, -0.323606797749979, -27.235114100916988], [0.0, -0.2351141009169893, -27.323606797749978], [0.0, -0.12360679774997903, -27.38042260651806], [0.0, -7.347880794884119e-17, -27.4], [0.0, 0.1236067977499789, -27.38042260651806], [0.0, 0.23511410091698917, -27.323606797749978], [0.0, 0.32360679774997897, -27.235114100916988], [0.0, 0.3804226065180614, -27.12360679774998]]); + translate(v = [ 10., 0.,-27.]) { + sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ 0., 0.,-27.]) { + sphere($fn = 20, r = 0.4000000000); + } + polyhedron(faces = [[0, 20, 1], [1, 20, 21], [1, 21, 2], [2, 21, 22], [2, 22, 3], [3, 22, 23], [3, 23, 4], [4, 23, 24], [4, 24, 5], [5, 24, 25], [5, 25, 6], [6, 25, 26], [6, 26, 7], [7, 26, 27], [7, 27, 8], [8, 27, 28], [8, 28, 9], [9, 28, 29], [9, 29, 10], [10, 29, 30], [10, 30, 11], [11, 30, 31], [11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 29, 28], [20, 30, 29], [20, 31, 30], [20, 32, 31], [20, 33, 32], [20, 34, 33], [20, 35, 34], [20, 36, 35], [20, 37, 36], [20, 38, 37], [20, 39, 38]], points = [[0.15307337294603596, -0.36955181300451473, -27.0], [0.14558142881160574, -0.3514646598666318, -26.87639320225002], [0.12383896009963741, -0.29897369702272514, -26.764885899083012], [0.08997427113634558, -0.21721710564199959, -26.676393202250022], [0.04730227362661942, -0.11419779052046776, -26.61957739348194], [9.373040810652599e-18, -2.2628522245754008e-17, -26.6], [-0.04730227362661941, 0.11419779052046772, -26.61957739348194], [-0.08997427113634555, 0.2172171056419995, -26.676393202250022], [-0.12383896009963738, 0.2989736970227251, -26.764885899083012], [-0.14558142881160574, 0.3514646598666318, -26.87639320225002], [-0.15307337294603596, 0.36955181300451473, -27.0], [-0.14558142881160577, 0.35146465986663183, -27.12360679774998], [-0.12383896009963741, 0.29897369702272514, -27.235114100916988], [-0.08997427113634558, 0.21721710564199959, -27.323606797749978], [-0.047302273626619436, 0.11419779052046779, -27.38042260651806], [-2.8119122431957794e-17, 6.788556673726202e-17, -27.4], [0.04730227362661939, -0.11419779052046768, -27.38042260651806], [0.08997427113634553, -0.21721710564199945, -27.323606797749978], [0.12383896009963738, -0.2989736970227251, -27.235114100916988], [0.14558142881160574, -0.3514646598666318, -27.12360679774998], [2.5672869353191308, 0.6304481869954852, -27.0], [2.5597949911847007, 0.6485353401333682, -26.87639320225002], [2.538052522472732, 0.7010263029772749, -26.764885899083012], [2.5041878335094405, 0.7827828943580004, -26.676393202250022], [2.4615158359997142, 0.8858022094795323, -26.61957739348194], [2.414213562373095, 1.0, -26.6], [2.3669112887464756, 1.1141977905204676, -26.61957739348194], [2.3242392912367493, 1.2172171056419996, -26.676393202250022], [2.2903746022734577, 1.298973697022725, -26.764885899083012], [2.268632133561489, 1.3514646598666318, -26.87639320225002], [2.261140189427059, 1.3695518130045148, -27.0], [2.268632133561489, 1.3514646598666318, -27.12360679774998], [2.2903746022734577, 1.298973697022725, -27.235114100916988], [2.3242392912367493, 1.2172171056419996, -27.323606797749978], [2.3669112887464756, 1.1141977905204679, -27.38042260651806], [2.414213562373095, 1.0, -27.4], [2.4615158359997142, 0.8858022094795324, -27.38042260651806], [2.5041878335094405, 0.7827828943580005, -27.323606797749978], [2.538052522472732, 0.701026302977275, -27.235114100916988], [2.5597949911847007, 0.6485353401333682, -27.12360679774998]]); + translate(v = [ 0., 0.,-27.]) { + sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ 2.41421356, 1. ,-27. ]) { + sphere($fn = 20, r = 0.4000000000); + } + polyhedron(faces = [[0, 20, 1], [1, 20, 21], [1, 21, 2], [2, 21, 22], [2, 22, 3], [3, 22, 23], [3, 23, 4], [4, 23, 24], [4, 24, 5], [5, 24, 25], [5, 25, 6], [6, 25, 26], [6, 26, 7], [7, 26, 27], [7, 27, 8], [8, 27, 28], [8, 28, 9], [9, 28, 29], [9, 29, 10], [10, 29, 30], [10, 30, 11], [11, 30, 31], [11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 29, 28], [20, 30, 29], [20, 31, 30], [20, 32, 31], [20, 33, 32], [20, 34, 33], [20, 35, 34], [20, 36, 35], [20, 37, 36], [20, 38, 37], [20, 39, 38]], points = [[2.414213562373095, 0.6, -27.0], [2.414213562373095, 0.6195773934819386, -26.87639320225002], [2.414213562373095, 0.676393202250021, -26.764885899083012], [2.414213562373095, 0.7648858990830107, -26.676393202250022], [2.414213562373095, 0.876393202250021, -26.61957739348194], [2.414213562373095, 1.0, -26.6], [2.414213562373095, 1.1236067977499788, -26.61957739348194], [2.414213562373095, 1.2351141009169893, -26.676393202250022], [2.414213562373095, 1.323606797749979, -26.764885899083012], [2.414213562373095, 1.3804226065180614, -26.87639320225002], [2.414213562373095, 1.4, -27.0], [2.414213562373095, 1.3804226065180614, -27.12360679774998], [2.414213562373095, 1.323606797749979, -27.235114100916988], [2.414213562373095, 1.2351141009169893, -27.323606797749978], [2.414213562373095, 1.123606797749979, -27.38042260651806], [2.414213562373095, 1.0, -27.4], [2.414213562373095, 0.8763932022500212, -27.38042260651806], [2.414213562373095, 0.7648858990830109, -27.323606797749978], [2.414213562373095, 0.676393202250021, -27.235114100916988], [2.414213562373095, 0.6195773934819386, -27.12360679774998], [10.0, 0.6, -27.0], [10.0, 0.6195773934819386, -26.87639320225002], [10.0, 0.676393202250021, -26.764885899083012], [10.0, 0.7648858990830107, -26.676393202250022], [10.0, 0.876393202250021, -26.61957739348194], [10.0, 1.0, -26.6], [10.0, 1.1236067977499788, -26.61957739348194], [10.0, 1.2351141009169893, -26.676393202250022], [10.0, 1.323606797749979, -26.764885899083012], [10.0, 1.3804226065180614, -26.87639320225002], [10.0, 1.4, -27.0], [10.0, 1.3804226065180614, -27.12360679774998], [10.0, 1.323606797749979, -27.235114100916988], [10.0, 1.2351141009169893, -27.323606797749978], [10.0, 1.123606797749979, -27.38042260651806], [10.0, 1.0, -27.4], [10.0, 0.8763932022500212, -27.38042260651806], [10.0, 0.7648858990830109, -27.323606797749978], [10.0, 0.676393202250021, -27.235114100916988], [10.0, 0.6195773934819386, -27.12360679774998]]); + translate(v = [ 2.41421356, 1. ,-27. ]) { + sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ 10., 1.,-27.]) { + sphere($fn = 20, r = 0.4000000000); + } + polyhedron(faces = [[0, 20, 1], [1, 20, 21], [1, 21, 2], [2, 21, 22], [2, 22, 3], [3, 22, 23], [3, 23, 4], [4, 23, 24], [4, 24, 5], [5, 24, 25], [5, 25, 6], [6, 25, 26], [6, 26, 7], [7, 26, 27], [7, 27, 8], [8, 27, 28], [8, 28, 9], [9, 28, 29], [9, 29, 10], [10, 29, 30], [10, 30, 11], [11, 30, 31], [11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 29, 28], [20, 30, 29], [20, 31, 30], [20, 32, 31], [20, 33, 32], [20, 34, 33], [20, 35, 34], [20, 36, 35], [20, 37, 36], [20, 38, 37], [20, 39, 38]], points = [[10.4, 1.0, -27.0], [10.380422606518062, 1.0, -26.87639320225002], [10.32360679774998, 1.0, -26.764885899083012], [10.23511410091699, 1.0, -26.676393202250022], [10.123606797749979, 1.0, -26.61957739348194], [10.0, 1.0, -26.6], [9.876393202250021, 1.0, -26.61957739348194], [9.76488589908301, 1.0, -26.676393202250022], [9.67639320225002, 1.0, -26.764885899083012], [9.619577393481938, 1.0, -26.87639320225002], [9.6, 1.0, -27.0], [9.619577393481938, 1.0, -27.12360679774998], [9.67639320225002, 1.0, -27.235114100916988], [9.76488589908301, 1.0, -27.323606797749978], [9.876393202250021, 1.0, -27.38042260651806], [10.0, 1.0, -27.4], [10.123606797749979, 1.0, -27.38042260651806], [10.23511410091699, 1.0, -27.323606797749978], [10.32360679774998, 1.0, -27.235114100916988], [10.380422606518062, 1.0, -27.12360679774998], [10.4, 2.0, -27.0], [10.380422606518062, 2.0, -26.87639320225002], [10.32360679774998, 2.0, -26.764885899083012], [10.23511410091699, 2.0, -26.676393202250022], [10.123606797749979, 2.0, -26.61957739348194], [10.0, 2.0, -26.6], [9.876393202250021, 2.0, -26.61957739348194], [9.76488589908301, 2.0, 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[11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 29, 28], [20, 30, 29], [20, 31, 30], [20, 32, 31], [20, 33, 32], [20, 34, 33], [20, 35, 34], [20, 36, 35], [20, 37, 36], [20, 38, 37], [20, 39, 38]], points = [[1.4, -0.4142135623730947, -24.0], [1.3804226065180614, -0.4142135623730947, -23.87639320225002], [1.3236067977499788, -0.4142135623730947, -23.764885899083012], [1.2351141009169893, -0.41421356237309465, -23.676393202250022], [1.1236067977499788, -0.41421356237309465, -23.61957739348194], [0.9999999999999999, -0.4142135623730946, -23.6], [0.8763932022500209, -0.41421356237309453, -23.61957739348194], [0.7648858990830106, -0.41421356237309453, -23.676393202250022], [0.676393202250021, -0.4142135623730945, -23.764885899083012], [0.6195773934819384, -0.4142135623730945, -23.87639320225002], [0.5999999999999999, -0.4142135623730945, -24.0], [0.6195773934819384, -0.4142135623730945, -24.12360679774998], [0.6763932022500209, -0.4142135623730945, -24.235114100916988], [0.7648858990830105, -0.41421356237309453, -24.323606797749978], [0.8763932022500208, -0.41421356237309453, -24.38042260651806], [0.9999999999999998, -0.4142135623730946, -24.4], [1.1236067977499788, -0.41421356237309465, -24.38042260651806], [1.235114100916989, -0.41421356237309465, -24.323606797749978], [1.3236067977499788, -0.4142135623730947, -24.235114100916988], [1.3804226065180614, -0.4142135623730947, -24.12360679774998], [1.4, 1.1102230246251565e-15, -24.0], [1.3804226065180614, 1.1102230246251565e-15, -23.87639320225002], [1.323606797749979, 1.1102230246251565e-15, -23.764885899083012], [1.2351141009169893, 1.1102230246251565e-15, -23.676393202250022], [1.123606797749979, 1.1102230246251565e-15, -23.61957739348194], [1.0, 1.1102230246251565e-15, -23.6], [0.876393202250021, 1.1102230246251565e-15, -23.61957739348194], [0.7648858990830107, 1.1102230246251565e-15, -23.676393202250022], [0.676393202250021, 1.1102230246251565e-15, -23.764885899083012], [0.6195773934819386, 1.1102230246251565e-15, -23.87639320225002], [0.6, 1.1102230246251565e-15, -24.0], [0.6195773934819385, 1.1102230246251565e-15, -24.12360679774998], [0.676393202250021, 1.1102230246251565e-15, -24.235114100916988], [0.7648858990830107, 1.1102230246251565e-15, -24.323606797749978], [0.8763932022500209, 1.1102230246251565e-15, -24.38042260651806], [0.9999999999999999, 1.1102230246251565e-15, -24.4], [1.1236067977499788, 1.1102230246251565e-15, -24.38042260651806], [1.2351141009169893, 1.1102230246251565e-15, -24.323606797749978], [1.323606797749979, 1.1102230246251565e-15, -24.235114100916988], [1.3804226065180614, 1.1102230246251565e-15, -24.12360679774998]]); + translate(v = [ 1. , -0.41421356,-24. ]) { + sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ 1.00000000e+00, 1.11022302e-15,-2.40000000e+01]) { + sphere($fn = 20, r = 0.4000000000); + } + polyhedron(faces = [[0, 20, 1], [1, 20, 21], [1, 21, 2], [2, 21, 22], [2, 22, 3], [3, 22, 23], [3, 23, 4], [4, 23, 24], [4, 24, 5], [5, 24, 25], [5, 25, 6], [6, 25, 26], [6, 26, 7], [7, 26, 27], [7, 27, 8], [8, 27, 28], [8, 28, 9], [9, 28, 29], [9, 29, 10], [10, 29, 30], [10, 30, 11], [11, 30, 31], [11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 29, 28], [20, 30, 29], [20, 31, 30], [20, 32, 31], [20, 33, 32], [20, 34, 33], [20, 35, 34], [20, 36, 35], [20, 37, 36], [20, 38, 37], [20, 39, 38]], points = [[1.0, 0.40000000000000113, -24.0], [1.0, 0.38042260651806253, -23.87639320225002], [1.0, 0.32360679774998014, -23.764885899083012], [1.0, 0.23511410091699042, -23.676393202250022], [1.0, 0.1236067977499801, -23.61957739348194], [1.0, 1.1347159606081036e-15, -23.6], [1.0, -0.12360679774997783, -23.61957739348194], [0.9999999999999999, -0.23511410091698812, -23.676393202250022], [0.9999999999999999, -0.32360679774997786, -23.764885899083012], [0.9999999999999999, -0.3804226065180603, -23.87639320225002], [0.9999999999999999, -0.3999999999999989, -24.0], [0.9999999999999999, -0.38042260651806037, -24.12360679774998], [0.9999999999999999, -0.3236067977499779, -24.235114100916988], [0.9999999999999999, -0.2351141009169882, -24.323606797749978], [1.0, -0.12360679774997792, -24.38042260651806], [1.0, 1.0367442166763154e-15, -24.4], [1.0, 0.12360679774998001, -24.38042260651806], [1.0, 0.23511410091699028, -24.323606797749978], [1.0, 0.3236067977499801, -24.235114100916988], [1.0, 0.38042260651806253, -24.12360679774998], [9.797174393178829e-17, 0.40000000000000135, -24.0], [9.31766654791274e-17, 0.38042260651806276, -23.87639320225002], [7.926080580936736e-17, 0.32360679774998036, -23.764885899083012], [5.758634622447977e-17, 0.23511410091699067, -23.676393202250022], [3.027493384347321e-17, 0.12360679774998035, -23.61957739348194], [5.9990391306474325e-33, 1.3796453204375743e-15, -23.6], [-3.0274933843473203e-17, -0.12360679774997758, -23.61957739348194], [-5.758634622447974e-17, -0.23511410091698787, -23.676393202250022], [-7.926080580936734e-17, -0.32360679774997764, -23.764885899083012], [-9.31766654791274e-17, -0.3804226065180601, -23.87639320225002], [-9.797174393178829e-17, -0.3999999999999987, -24.0], [-9.317666547912742e-17, -0.38042260651806015, -24.12360679774998], [-7.926080580936736e-17, -0.3236067977499777, -24.235114100916988], [-5.758634622447977e-17, -0.23511410091698795, -24.323606797749978], [-3.027493384347322e-17, -0.12360679774997767, -24.38042260651806], [-1.7997117391942294e-32, 1.2816735765057861e-15, -24.4], [3.027493384347319e-17, 0.12360679774998026, -24.38042260651806], [5.758634622447973e-17, 0.23511410091699053, -24.323606797749978], [7.926080580936734e-17, 0.3236067977499803, -24.235114100916988], [9.31766654791274e-17, 0.38042260651806276, -24.12360679774998]]); + translate(v = [ 1.00000000e+00, 1.11022302e-15,-2.40000000e+01]) { + sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ 0.00000000e+00, 1.35515238e-15,-2.40000000e+01]) { + sphere($fn = 20, r = 0.4000000000); + } +} \ No newline at end of file From 9c245aa75c477bd982554203d0ff61fdcdd0cf39 Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 15 Jan 2020 19:23:59 -0500 Subject: [PATCH 028/137] Added in ros3da specific functions & fixed some typos with 'gen_geometry'. --- mecode/main.py | 241 +++++++++++++++++++++++++++++++++++++++++++------ 1 file changed, 214 insertions(+), 27 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index c2ddd14..6e8678c 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1459,28 +1459,6 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) - def exportToAPE(self): - """ Exports a list of dictionaries describing extrusion moves in a - format compatible with APE. - - Examples - -------- - >>> #Write print geometry - >>> geometry_def = g.meander() - - """ - extruding_hist = dict(self.extruding_history) - position_hist = self.position_history - cut_ranges=[*extruding_hist][1:] - final_coords = [] - for i in range(0,len(cut_ranges),2): - final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) - final_coords_dict = [] - for i in final_coords: - keys = ['x','z','y'] - final_coords_dict.append([dict(zip(keys, l)) for l in i ]) - return final_coords_dict - def gen_geometry(self,outfile,filament_diameter=0.8,cut_point=None,preview=False,color_incl=None): """ Creates an openscad file to create a CAD model from the print path. @@ -1530,7 +1508,7 @@ def circle(radius,num_points=10): position_hist = np.array(self.position_history) #Stepping through all moves after initial position - extrusing_state = False + extruding_state = False for index, (pos, color) in enumerate(zip(self.position_history[1:cut_point],self.color_history[1:cut_point]),1): sys.stdout.write('\r') sys.stdout.write("Exporting model: {:.0f}%".format(index/len(self.position_history[1:])*100)) @@ -1575,9 +1553,217 @@ def circle(radius,num_points=10): scaling = np.array([getattr(ax, 'get_{}lim'.format(dim))() for dim in 'xyz']); ax.auto_scale_xyz(*[[np.min(scaling), np.max(scaling)]]*3) plt.show() + # ROS3DA Functions ####################################################### + + + def line_frequency(self,freq,padding,length,com_port,pressure,travel_feed): + """ Prints a line with varying on/off frequency. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + # Use velocity on, required for switching like this + self.write("VELOCITY ON") + + print_height = np.copy(self._current_position['z']) + print_feed = np.copy(self.speed) + + self.set_pressure(com_port,pressure) + for f in freq: + # freq is in hz, ie 1/s. Thus dist = (m/s)/(1/s) = m + dist = print_feed/f + switch_points = np.arange(length+dist,step=dist) + if len(switch_points)%2: + switch_points = switch_points[:-1] + for point in switch_points: + self.toggle_pressure(com_port) + self.move(x=dist) + + #Move to push into substrate + self.move(z=-print_height) + self.feed(travel_feed) + self.move(z=print_height+5) + + if f != freq[-1]: + self.move(x=-len(switch_points)*dist,y=padding) + self.move(z=-5) + self.feed(print_feed) + + # Switch back to velocity off + self.write("VELOCITY OFF") + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return [length,padding*(len(freq)-1)] + + def line_width(self,padding,width,com_port,pressures,spacing,travel_feed): + """ Prints meanders of varying spacing with different pressures. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + print_height = np.copy(self._current_position['z']) + print_feed = np.copy(self.speed) + + for pressure in pressures: + direction = 1 + self.set_pressure(com_port,pressure) + self.toggle_pressure(com_port) + for space in spacing: + #self.toggle_pressure(com_port) + self.move(y=direction*width) + self.move(space) + if space == spacing[-1]: + self.move(y=-direction*width) + #self.toggle_pressure(com_port) + direction *= -1 + self.toggle_pressure(com_port) + self.feed(travel_feed) + self.move(z=5) + if pressure != pressures[-1]: + self.move(x=-np.sum(spacing),y=width+padding) + self.move(z=-5) + self.feed(print_feed) + + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return [np.sum(spacing)*2-spacing[-1],len(pressures)*width + (len(pressures)-1)*padding] + + def line_span(self,padding,dwell,distances,com_port,pressure,travel_feed): + """ Prints meanders of varying spacing with different pressures. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + print_height = np.copy(self._current_position['z']) + print_feed = np.copy(self.speed) + + for dist in distances: + self.toggle_pressure(com_port) + self.dwell(dwell) + self.feed(print_feed*dist/distances[0]) + self.move(y=dist) + self.dwell(dwell) + self.toggle_pressure(com_port) + + self.move(z=-print_height) + self.feed(travel_feed) + self.move(z=print_height+5) + if dist != distances[-1]: + self.move(x=padding,y=-dist) + self.move(z=-5) + self.feed(print_feed) + + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return [padding*(len(distances)-1),np.max(distances)] + + + def line_crossing(self,dwell,feeds,length,com_port,pressure,travel_feed): + """ Prints meanders of varying spacing with different pressures. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + print_height = np.copy(self._current_position['z']) + + self.set_pressure(com_port,pressure) + self.toggle_pressure(com_port) + self.dwell(dwell) + self.move(x=length) + self.dwell(dwell) + self.toggle_pressure(com_port) + self.move(z=-print_height) + self.feed(travel_feed) + self.move(z=print_height+5) + + spacing = length/(len(feeds)+1) + self.move(x=-spacing,y=8) + for feed in feeds: + self.move(z=-(print_height+5)) + self.feed(feed) + self.move(y=-16) + if feed != feeds[-1]: + self.feed(travel_feed) + self.move(z=print_height+5) + self.move(x=-spacing,y=16) + + self.feed(travel_feed) + self.move(z=print_height+5) + + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return length + + def export_APE(self): + """ Exports a list of dictionaries describing extrusion moves in a + format compatible with APE. + + Examples + -------- + >>> #Write print geometry + >>> geometry_def = g.meander() + + """ + extruding_hist = dict(self.extruding_history) + position_hist = self.position_history + cut_ranges=[*extruding_hist][1:] + final_coords = [] + for i in range(0,len(cut_ranges),2): + final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) + final_coords_dict = [] + for i in final_coords: + keys = ['x','z','y'] + final_coords_dict.append([dict(zip(keys, l)) for l in i ]) + return final_coords_dict + # Public Interface ####################################################### - def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, + def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=False, nozzle_cam=False, fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], substrate_dims=[0.0,0.0,-1.0,300,1,300], scene_dims = [720,720]): """ View the generated Gcode. @@ -1631,7 +1817,7 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa extruding_hist = dict(self.extruding_history) #Stepping through all moves after initial position - extrusing_state = False + extruding_state = False for index, (pos, color) in enumerate(zip(history[1:],self.color_history[1:]),1): if index in extruding_hist: extruding_state = extruding_hist[index][1] @@ -1644,7 +1830,8 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa else: ax.plot(X, Y, Z,'b') else: - ax.plot(X,Y,Z,'k--',linewidth=0.5) + if not hide_travel: + ax.plot(X,Y,Z,'k--',linewidth=0.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1825,7 +2012,7 @@ def abs_move(self, endpoint, feed=2.0,print_line=True,tail_color = None): def run(): #Stepping through all moves after initial position - extrusing_state = False + extruding_state = False for count, (pos, color) in enumerate(zip(position_hist[1:],self.color_history[1:]),1): X, Y, Z = pos if count in speed_hist: From c577d5386940dbb6c0bd51d349a3afd51b1b36bb Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 15 Jan 2020 19:33:58 -0500 Subject: [PATCH 029/137] Fixed a typo. Axes are not capitalized and are in wrong order. --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 6e8678c..d19cf60 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1757,7 +1757,7 @@ def export_APE(self): final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) final_coords_dict = [] for i in final_coords: - keys = ['x','z','y'] + keys = ['X','Y','Z'] final_coords_dict.append([dict(zip(keys, l)) for l in i ]) return final_coords_dict From 109b940d3922dcf93c7affbc8a91b9f3e9316202 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Tue, 3 Aug 2021 09:44:20 -0700 Subject: [PATCH 030/137] specify encoding --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index d19cf60..902d7a3 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1448,7 +1448,7 @@ def set_alicat_pressure(self,com_port,value): def calc_CRC8(self,data): CRC8 = 0 - for letter in list(bytearray(data)): + for letter in list(bytearray(data, encoding='utf-8')): for i in range(8): if (letter^CRC8)&0x01: CRC8 ^= 0x18 From bdb93a60368bd52adccbb7c73de75ed2da52b74d Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Fri, 6 Aug 2021 11:54:05 -0700 Subject: [PATCH 031/137] fix omnicure carriage return issue --- mecode/footer.txt | 37 +++++++++++++++++++------------------ 1 file changed, 19 insertions(+), 18 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index 956a7d2..377b057 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -180,24 +180,24 @@ DFS omniOn COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "OPN40" + FILEWRITENOTERM $hFile "OPN40\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "OPN40" + FILEWRITENOTERM $hFile "OPN40\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile @@ -212,24 +212,24 @@ DFS omniOff COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "CLS3A" + FILEWRITENOTERM $hFile "CLS3A\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "CLS3A" + FILEWRITENOTERM $hFile "CLS3A\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile @@ -244,24 +244,25 @@ DFS omniSetInt COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile $strtask4 + $strtask4 = $strtask4 + "\x0D" + FILEWRITENOTERM $hFile $strtask4 FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile $strtask4 + FILEWRITENOTERM $hFile $strtask4 FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile From 9bf7786c8d783d57976ccd9c40fe7cd9e2233e5d Mon Sep 17 00:00:00 2001 From: Connor Wolf Date: Wed, 5 Jan 2022 20:49:52 -0800 Subject: [PATCH 032/137] Absolute positioning flag, rewrote the comment insertion to allow use of parenthesis. Added facilities for inserting machine and optional stops, as well as just inserting comments without any associated command. --- mecode/main.py | 88 ++++++++++++++++++++++++++++++++++++++++---------- 1 file changed, 71 insertions(+), 17 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 89adb9f..f8e33a3 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -110,7 +110,8 @@ def __init__(self, outfile=None, print_lines='auto', header=None, footer=None, extrusion_multiplier=1, setup=True, lineend='os', - comment_char=';'): + comment_char=';', + absolute=False): """ Parameters ---------- @@ -179,6 +180,8 @@ def __init__(self, outfile=None, print_lines='auto', header=None, footer=None, lineending insertion. comment_char : str (default: ';') Character to use when outputting comments. + absolute : bool (default: False) + Should the system default to relative or absolute mode """ self.outfile = outfile @@ -199,7 +202,7 @@ def __init__(self, outfile=None, print_lines='auto', header=None, footer=None, self.i_axis = i_axis self.j_axis = j_axis self.k_axis = k_axis - self.comment_char = comment_char + self._comment_char = comment_char self._current_position = defaultdict(float) self.is_relative = True @@ -237,6 +240,10 @@ def __init__(self, outfile=None, print_lines='auto', header=None, footer=None, if setup: self.setup() + if absolute: + self.absolute() + + @property def current_position(self): return self._current_position @@ -259,6 +266,54 @@ def __exit__(self, exc_type, exc_value, traceback): """ self.teardown() + def _commentify(self, txt): + ''' + Format text `txt` in whichever manner is needed to indicate it's a comment. + The mode is set by the `comment_char` parameter on class construction + ''' + + # We need to special case using parenthesis for comments, since we have to + # wrap them around the beginning and the end of the comment + if self._comment_char == "(": + return "( {} )".format(txt) + + # Otherwise, just prepend the comment character (and a space) + return "{} {}".format(self._comment_char, txt) + + + def write_comment(self, comment): + """ Insert a comment into the gcode output file + """ + self.write(self._commentify(comment)) + + def move_other_axis(self, a, rapid=False): + """ Move an auxilliary axis (currently "A") + + Primarily, this is useful for a rotational indexer (if present) + """ + + cmd = 'G0 ' if rapid else 'G1 ' + self.write(cmd + "A{:.{digits}f}".format(a, digits=self.output_digits)) + + def insert_machine_stop(self, comment=None): + '''Insert a machine stop (M00) command with an optional comment + ''' + if comment: + self.write("M00 {}".format(self._commentify(comment))) + else: + self.write("M00") + + def insert_optional_stop(self, comment=None): + '''Insert a optional stop (M01) command with an optional comment + ''' + if comment: + self.write("M01 {}".format(self._commentify(comment))) + else: + self.write("M01") + + + + # GCode Aliases ######################################################## def set_home(self, x=None, y=None, z=None, **kwargs): @@ -272,7 +327,7 @@ def set_home(self, x=None, y=None, z=None, **kwargs): """ args = self._format_args(x, y, z, **kwargs) space = ' ' if len(args) > 0 else '' - self.write('G92' + space + args + ' {}set home'.format(self.comment_char)) + self.write('G92' + space + args + " " +self._commentify('set home')) self._update_current_position(mode='absolute', x=x, y=y, z=z, **kwargs) @@ -282,7 +337,7 @@ def reset_home(self): # FIXME This does not work with internal current_position # FIXME You must call an abs_move after this to re-sync # current_position - self.write('G92.1 {}reset position to machine coordinates without moving'.format(self.comment_char)) + self.write('G92.1 {}'.format(self._commentify("reset position to machine coordinates without moving"))) def relative(self): """ Enter relative movement mode, in general this method should not be @@ -290,7 +345,7 @@ def relative(self): """ if not self.is_relative: - self.write('G91 {}relative'.format(self.comment_char)) + self.write('G91 {}'.format(self._commentify("relative"))) self.is_relative = True def absolute(self): @@ -299,7 +354,7 @@ def absolute(self): """ if self.is_relative: - self.write('G90 {}absolute'.format(self.comment_char)) + self.write('G90 {}'.format(self._commentify("absolute"))) self.is_relative = False def feed(self, rate): @@ -334,9 +389,9 @@ def setup(self): """ self._write_header() if self.is_relative: - self.write('G91 {}relative'.format(self.comment_char)) + self.write('G91 {}'.format(self._commentify("relative"))) else: - self.write('G90 {}absolute'.format(self.comment_char)) + self.write('G90 {}'.format(self._commentify("absolute"))) def teardown(self, wait=True): """ Close the outfile file after writing the footer if opened. This @@ -482,14 +537,14 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', raise RuntimeError(msg) dimensions = [k.lower() for k in dims.keys()] if 'x' in dimensions and 'y' in dimensions: - plane_selector = 'G17 {}XY plane'.format(self.comment_char) # XY plane + plane_selector = 'G17 {}'.format(self._commentify('XY plane')) # XY plane axis = helix_dim elif 'x' in dimensions: - plane_selector = 'G18 {}XZ plane'.format(self.comment_char) # XZ plane + plane_selector = 'G18 {}'.format(self._commentify('XZ plane')) # XZ plane dimensions.remove('x') axis = dimensions[0].upper() elif 'y' in dimensions: - plane_selector = 'G19 {}YZ plane'.format(self.comment_char) # YZ plane + plane_selector = 'G19 {}'.format(self._commentify('YZ plane')) # YZ plane dimensions.remove('y') axis = dimensions[0].upper() else: @@ -539,7 +594,7 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', dims['E'] = filament_length + current_extruder_position if axis is not None: - self.write('G16 X Y {} {}coordinate axis assignment'.format(axis, self.comment_char)) # coordinate axis assignment + self.write('G16 X Y {} {}'.format(axis, self._commentify(coordinate axis assignment))) # coordinate axis assignment self.write(plane_selector) args = self._format_args(**dims) if helix_dim is None: @@ -582,7 +637,7 @@ def arc_ijk(self, target, center, plane, direction='CW', helix_len=None): raise RuntimeError("'center' must be a 2-tuple of numbers (passed %s)" % center) if plane == 'xy': - self.write('G17 {}XY plane'.format(self.comment_char)) # XY plane + self.write('G17 {}'.format(self._commentify('XY plane'))) # XY plane dims = { 'x' : target[0], 'y' : target[1], @@ -592,7 +647,7 @@ def arc_ijk(self, target, center, plane, direction='CW', helix_len=None): if helix_len: dims['z'] = helix_len elif plane == 'yz': - self.write('G19 {}YZ plane'.format(self.comment_char)) # YZ plane + self.write('G19 {}'.format(self._commentify('YZ plane'))) # YZ plane dims = { 'y' : target[0], 'z' : target[1], @@ -602,7 +657,7 @@ def arc_ijk(self, target, center, plane, direction='CW', helix_len=None): if helix_len: dims['x'] = helix_len elif plane == 'xz': - self.write('G18 {}XZ plane'.format(self.comment_char)) # XZ plane + self.write('G18 {}'.format(self._commentify('XZ plane'))) # XZ plane dims = { 'x' : target[0], 'z' : target[1], @@ -756,8 +811,7 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, actual_spacing = self._meander_spacing(minor, spacing) if abs(actual_spacing) != spacing: - msg = '{}WARNING! meander spacing updated from {} to {}' - self.write(msg.format(self.comment_char, spacing, actual_spacing)) + self.write(self._commentify("WARNING! meander spacing updated from {} to {}".format(spacing, actual_spacing))) spacing = actual_spacing sign = 1 From a9b6ace7f6f34ce53a959640c16078eeaa502c4f Mon Sep 17 00:00:00 2001 From: Connor Wolf Date: Wed, 5 Jan 2022 20:56:25 -0800 Subject: [PATCH 033/137] Note how the new commenting stuff works. --- mecode/main.py | 3 +++ 1 file changed, 3 insertions(+) diff --git a/mecode/main.py b/mecode/main.py index f8e33a3..1b04125 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -180,6 +180,9 @@ def __init__(self, outfile=None, print_lines='auto', header=None, footer=None, lineending insertion. comment_char : str (default: ';') Character to use when outputting comments. + Special case handling for parenthesis comments. If "(" is specified + as the comment symbol, the comments will be wrapped in both opening + and closing parenthesis: `G1 X5 ( this is a comment )` absolute : bool (default: False) Should the system default to relative or absolute mode From 2a066251a3dc4aa57a70c2b47801e84a851d8079 Mon Sep 17 00:00:00 2001 From: Connor Wolf Date: Wed, 5 Jan 2022 21:02:30 -0800 Subject: [PATCH 034/137] Well that's a dumb issue. --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 1b04125..aedc0db 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -597,7 +597,7 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', dims['E'] = filament_length + current_extruder_position if axis is not None: - self.write('G16 X Y {} {}'.format(axis, self._commentify(coordinate axis assignment))) # coordinate axis assignment + self.write('G16 X Y {} {}'.format(axis, self._commentify("coordinate axis assignment"))) # coordinate axis assignment self.write(plane_selector) args = self._format_args(**dims) if helix_dim is None: From 52751b62949f651be5a0bd962fc905ff9a182f85 Mon Sep 17 00:00:00 2001 From: Connor Wolf Date: Wed, 5 Jan 2022 21:04:20 -0800 Subject: [PATCH 035/137] Mixed indentation. How did this ever work? --- mecode/devices/efd_pico_pulse.py | 22 +++++++++++----------- 1 file changed, 11 insertions(+), 11 deletions(-) diff --git a/mecode/devices/efd_pico_pulse.py b/mecode/devices/efd_pico_pulse.py index b52c0a3..a37a138 100644 --- a/mecode/devices/efd_pico_pulse.py +++ b/mecode/devices/efd_pico_pulse.py @@ -29,29 +29,29 @@ def disconnect(self): self.s.close() def send(self, command): - """Send message over serial to PicoTouch controller.""" + """Send message over serial to PicoTouch controller.""" msg = command + EOT self.s.write(msg) # return response and remove ACK return self.s.read_until(ACK)[:-2] def set_valve_mode(self, mode): - """Set valve mode to Timed, Purge, Continous, or read current mode. + """Set valve mode to Timed, Purge, Continous, or read current mode. - Keyword argument: - mode -- 1 = Timed; 2 = Purge; 3 = Continuous; 5 = read current mode """ + Keyword argument: + mode -- 1 = Timed; 2 = Purge; 3 = Continuous; 5 = read current mode """ return self.send(str(mode) + 'drv1') def set_dispense_count(self, count): - """Set how many times valve dispenses with each cycle.""" + """Set how many times valve dispenses with each cycle.""" return self.send('{:05}'.format(count) + 'dcn1') def get_valve_status(self): - """Return valve's current parameters and dispense statistics.""" + """Return valve's current parameters and dispense statistics.""" return self.send('rdr1') def cycle_valve(self): - """Cycle the valve (eqiuvalent to pressing cycle button).""" + """Cycle the valve (eqiuvalent to pressing cycle button).""" return self.send('1cycl') + self.send('0cycl') def set_heater_mode(self, mode): @@ -66,18 +66,18 @@ def set_heater_temp(self, temp): return self.send('{:05.1f}'.format(temp) + 'stmp') def get_heater_status(self): - """Return mode, heater setpoint temp, and heater actual temp.""" + """Return mode, heater setpoint temp, and heater actual temp.""" return self.send('rhtr') def get_valve_info(self): - """Return controller and valve SN and type, fw version, pcb rev.""" + """Return controller and valve SN and type, fw version, pcb rev.""" return self.send('info') def get_alarm_hist(self): - """Return last 40 alarm conditions with time and alarm name.""" + """Return last 40 alarm conditions with time and alarm name.""" return self.send('ralr') def reset_alarm(self): - """Reset a currently active alarm.""" + """Reset a currently active alarm.""" return self.send('arst') From 7c99f12d87acbc03bf0abc11ffd482172c2f6bc3 Mon Sep 17 00:00:00 2001 From: Connor Wolf Date: Wed, 5 Jan 2022 21:06:58 -0800 Subject: [PATCH 036/137] Fix tests for new space between comment character and actual comment string. --- mecode/tests/test_main.py | 134 ++++++++++++++++++------------------ mecode/tests/test_matrix.py | 20 +++--- 2 files changed, 77 insertions(+), 77 deletions(-) diff --git a/mecode/tests/test_main.py b/mecode/tests/test_main.py index 69cc094..e2bc312 100755 --- a/mecode/tests/test_main.py +++ b/mecode/tests/test_main.py @@ -25,9 +25,9 @@ def setUp(self): aerotech_include=False) self.expected = "" if self.g.is_relative: - self.expect_cmd('G91 ;relative') + self.expect_cmd('G91 ; relative') else: - self.expect_cmd('G90 ;absolute') + self.expect_cmd('G90 ; absolute') def tearDown(self): self.g.teardown() @@ -68,10 +68,10 @@ def test_init(self): def test_set_home(self): g = self.g g.set_home() - self.expect_cmd('G92 ;set home') + self.expect_cmd('G92 ; set home') self.assert_output() g.set_home(x=10, y=20, A=5) - self.expect_cmd('G92 X10.000000 Y20.000000 A5.000000 ;set home') + self.expect_cmd('G92 X10.000000 Y20.000000 A5.000000 ; set home') self.assert_output() self.assert_position({'A': 5.0, 'x': 10.0, 'y': 20.0, 'z': 0}) g.set_home(y=0) @@ -79,16 +79,16 @@ def test_set_home(self): def test_reset_home(self): self.g.reset_home() - self.expect_cmd('G92.1 ;reset position to machine coordinates without moving') + self.expect_cmd('G92.1 ; reset position to machine coordinates without moving') self.assert_output() def test_relative(self): self.assertEqual(self.g.is_relative, True) self.g.absolute() - self.expect_cmd('G90 ;absolute') + self.expect_cmd('G90 ; absolute') self.g.relative() self.assertEqual(self.g.is_relative, True) - self.expect_cmd('G91 ;relative') + self.expect_cmd('G91 ; relative') self.assert_output() self.g.relative() self.assertEqual(self.g.is_relative, True) @@ -97,7 +97,7 @@ def test_relative(self): def test_absolute(self): self.g.absolute() self.assertEqual(self.g.is_relative, False) - self.expect_cmd('G90 ;absolute') + self.expect_cmd('G90 ; absolute') self.assert_output() self.g.absolute() self.assertEqual(self.g.is_relative, False) @@ -121,15 +121,15 @@ def test_setup(self): with open(os.path.join(HERE, '../header.txt')) as f: lines = f.read() self.expect_cmd(lines) - self.expect_cmd('G91 ;relative') + self.expect_cmd('G91 ; relative') self.assert_output() def test_home(self): self.g.home() self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X0.000000 Y0.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 0, 'y': 0, 'z': 0}) @@ -150,9 +150,9 @@ def test_move(self): self.g.abs_move(20, 20, 0) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X20.000000 Y20.000000 Z0.000000 - G91 ;relative + G91 ; relative """) self.assert_output() @@ -166,9 +166,9 @@ def test_move(self): self.assert_position({'x': 30.0, 'y': 30.0, 'z': 0.0, 'A': 50.0, 'E': 0.45635101227893116}) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X30.000000 Y30.000000 E0.456351 - G91 ;relative + G91 ; relative """) self.assert_output() @@ -202,9 +202,9 @@ def test_move(self): self.assert_position({'x': 40.0, 'y': 40.0, 'Z': 20, 'A':50, 'z':0.0, 'E': 1.4244176984302641}) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 E1.424418 Z20.000000 - G91 ;relative + G91 ; relative """) self.assert_output() @@ -221,27 +221,27 @@ def test_abs_move(self): self.g.relative() self.g.abs_move(10, 10) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X10.000000 Y10.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 10, 'y': 10, 'z': 0}) self.g.abs_move(5, 5, 5) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X5.000000 Y5.000000 Z5.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 5, 'y': 5, 'z': 5}) self.g.abs_move(15, 0, D=5) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X15.000000 Y0.000000 D5.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 15, 'y': 0, 'D': 5, 'z': 5}) @@ -249,7 +249,7 @@ def test_abs_move(self): self.g.absolute() self.g.abs_move(19, 18, D=6) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X19.000000 Y18.000000 D6.000000 """) self.assert_output() @@ -272,9 +272,9 @@ def test_rapid(self): self.g.abs_rapid(20, 20, 0) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G0 X20.000000 Y20.000000 Z0.000000 - G91 ;relative + G91 ; relative """) self.assert_output() @@ -289,27 +289,27 @@ def test_abs_rapid(self): self.g.relative() self.g.abs_rapid(10, 10) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G0 X10.000000 Y10.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 10, 'y': 10, 'z': 0}) self.g.abs_rapid(5, 5, 5) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G0 X5.000000 Y5.000000 Z5.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 5, 'y': 5, 'z': 5}) self.g.abs_rapid(15, 0, D=5) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G0 X15.000000 Y0.000000 D5.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 15, 'y': 0, 'D': 5, 'z': 5}) @@ -317,7 +317,7 @@ def test_abs_rapid(self): self.g.absolute() self.g.abs_rapid(19, 18, D=6) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G0 X19.000000 Y18.000000 D6.000000 """) self.assert_output() @@ -330,7 +330,7 @@ def test_arc(self): self.g.arc(x=10, y=0) self.expect_cmd(""" - G17 ;XY plane + G17 ; XY plane G2 X10.000000 Y0.000000 R5.000000 """) self.assert_output() @@ -338,8 +338,8 @@ def test_arc(self): self.g.arc(x=5, A=0, direction='CCW', radius=5) self.expect_cmd(""" - G16 X Y A ;coordinate axis assignment - G18 ;XZ plane + G16 X Y A ; coordinate axis assignment + G18 ; XZ plane G3 X5.000000 A0.000000 R5.000000 """) self.assert_output() @@ -347,8 +347,8 @@ def test_arc(self): self.g.arc(x=0, y=10, helix_dim='D', helix_len=10) self.expect_cmd(""" - G16 X Y D ;coordinate axis assignment - G17 ;XY plane + G16 X Y D ; coordinate axis assignment + G17 ; XY plane G2 X0.000000 Y10.000000 R5.000000 G1 D10 """) self.assert_output() @@ -356,8 +356,8 @@ def test_arc(self): self.g.arc(0, 10, helix_dim='D', helix_len=10) self.expect_cmd(""" - G16 X Y D ;coordinate axis assignment - G17 ;XY plane + G16 X Y D ; coordinate axis assignment + G17 ; XY plane G2 X0.000000 Y10.000000 R5.000000 G1 D10 """) self.assert_output() @@ -370,20 +370,20 @@ def test_abs_arc(self): self.g.relative() self.g.abs_arc(x=0, y=10) self.expect_cmd(""" - G90 ;absolute - G17 ;XY plane + G90 ; absolute + G17 ; XY plane G2 X0.000000 Y10.000000 R5.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 0, 'y': 10, 'z': 0}) self.g.abs_arc(x=0, y=10) self.expect_cmd(""" - G90 ;absolute - G17 ;XY plane + G90 ; absolute + G17 ; XY plane G2 X0.000000 Y10.000000 R0.000000 - G91 ;relative + G91 ; relative """) self.assert_output() self.assert_position({'x': 0, 'y': 10, 'z': 0}) @@ -391,8 +391,8 @@ def test_abs_arc(self): self.g.absolute() self.g.abs_arc(x=0, y=20) self.expect_cmd(""" - G90 ;absolute - G17 ;XY plane + G90 ; absolute + G17 ; XY plane G2 X0.000000 Y20.000000 R5.000000 """) self.assert_output() @@ -494,7 +494,7 @@ def test_meander(self): self.g.meander(2, 2, 1.1) self.expect_cmd(""" - ;WARNING! meander spacing updated from 1.1 to 1.0 + ; WARNING! meander spacing updated from 1.1 to 1.0 G1 X2.000000 G1 Y1.000000 G1 X-2.000000 @@ -552,8 +552,8 @@ def test_meander(self): self.g.absolute() self.g.meander(3, 2, 1, start='LR', orientation='y') self.expect_cmd(""" - G90 ;absolute - G91 ;relative + G90 ; absolute + G91 ; relative G1 Y2.000000 G1 X-1.000000 G1 Y-2.000000 @@ -561,7 +561,7 @@ def test_meander(self): G1 Y2.000000 G1 X-1.000000 G1 Y-2.000000 - G90 ;absolute + G90 ; absolute """) self.assert_output() self.assert_position({'x': -3, 'y': 4, 'z': 0}) @@ -569,8 +569,8 @@ def test_meander(self): def test_clip(self): self.g.clip() self.expect_cmd(""" - G16 X Y Z ;coordinate axis assignment - G18 ;XZ plane + G16 X Y Z ; coordinate axis assignment + G18 ; XZ plane G3 X0.000000 Z4.000000 R2.000000 """) self.assert_output() @@ -578,8 +578,8 @@ def test_clip(self): self.g.clip(axis='A', direction='-y', height=10) self.expect_cmd(""" - G16 X Y A ;coordinate axis assignment - G19 ;YZ plane + G16 X Y A ; coordinate axis assignment + G19 ; YZ plane G2 Y0.000000 A10.000000 R5.000000 """) self.assert_output() @@ -587,8 +587,8 @@ def test_clip(self): self.g.clip(axis='A', direction='-y', height=-10) self.expect_cmd(""" - G16 X Y A ;coordinate axis assignment - G19 ;YZ plane + G16 X Y A ; coordinate axis assignment + G19 ; YZ plane G3 Y0.000000 A-10.000000 R5.000000 """) self.assert_output() @@ -640,8 +640,8 @@ def test_rename_axis(self): self.assert_position({'x': 40.0, 'y': 30.0, 'z': 40, 'A': 10, 'B': 30, 'W': 10}) self.expect_cmd(""" - G16 X Y B ;coordinate axis assignment - G18 ;XZ plane + G16 X Y B ; coordinate axis assignment + G18 ; XZ plane G2 X10.000000 B10.000000 R7.071068 """) self.assert_output() @@ -650,11 +650,11 @@ def test_rename_axis(self): self.assert_position({'x': 0.0, 'y': 30.0, 'z': 0, 'A': 10, 'B': 0, 'W': 10}) self.expect_cmd(""" - G90 ;absolute - G16 X Y B ;coordinate axis assignment - G18 ;XZ plane + G90 ; absolute + G16 X Y B ; coordinate axis assignment + G18 ; XZ plane G2 X0.000000 B0.000000 R28.284271 - G91 ;relative + G91 ; relative """) self.assert_output() @@ -722,11 +722,11 @@ def test_triangular_wave(self): self.g.absolute() self.g.triangular_wave(3, 2, 1, start='LR', orientation='y') self.expect_cmd(""" - G90 ;absolute - G91 ;relative + G90 ; absolute + G91 ; relative G1 X3.000000 Y-2.000000 G1 X-3.000000 Y-2.000000 - G90 ;absolute + G90 ; absolute """) self.assert_output() self.assert_position({'x': 3, 'y': 4, 'z': 0}) diff --git a/mecode/tests/test_matrix.py b/mecode/tests/test_matrix.py index 85e9a02..52464d4 100755 --- a/mecode/tests/test_matrix.py +++ b/mecode/tests/test_matrix.py @@ -90,12 +90,12 @@ def test_abs_zmove_with_flip(self): self.assert_almost_position({'x': 1.0, 'y': 0, 'z': 2}) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X-1.000000 Y0.000000 Z0.000000 - G91 ;relative - G90 ;absolute + G91 ; relative + G90 ; absolute G1 X-1.000000 Y0.000000 Z2.000000 - G91 ;relative + G91 ; relative """) self.assert_output() @@ -106,12 +106,12 @@ def test_abs_zmove_with_rotate(self): self.g.abs_move(z=2) self.assert_almost_position({'x': 1.0, 'y': 0, 'z': 2}) self.expect_cmd(""" - G90 ;absolute + G90 ; absolute G1 X0.000000 Y1.000000 Z0.000000 - G91 ;relative - G90 ;absolute + G91 ; relative + G90 ; absolute G1 X0.000000 Y1.000000 Z2.000000 - G91 ;relative + G91 ; relative """) self.assert_output() @@ -128,7 +128,7 @@ def test_arc(self): self.g.rotate(math.pi/2) self.g.arc(x=10, y=0) self.expect_cmd(""" - G17 ;XY plane + G17 ; XY plane G2 X0.000000 Y10.000000 R5.000000 """) self.assert_output() @@ -139,7 +139,7 @@ def test_arc_reflect(self): self.g.arc(x=10,y=0) # Without the reflect this would be a G2. self.expect_cmd(""" - G17 ;XY plane + G17 ; XY plane G3 X10.000000 Y0.000000 R5.000000 """) self.assert_output() From e1206a6ae877d68e56dda14e1b9257aa9f547562 Mon Sep 17 00:00:00 2001 From: Connor Wolf Date: Wed, 12 Jan 2022 15:00:35 -0800 Subject: [PATCH 037/137] Add the ability to add comments to dwell commands. --- mecode/main.py | 8 ++++++-- 1 file changed, 6 insertions(+), 2 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index aedc0db..2dceebb 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -372,7 +372,7 @@ def feed(self, rate): self.write('G1 F{}'.format(rate)) self.speed = rate - def dwell(self, time): + def dwell(self, time, comment=None): """ Pause code executions for the given amount of time. Parameters @@ -381,7 +381,11 @@ def dwell(self, time): Time in milliseconds to pause code execution. """ - self.write('G4 P{}'.format(time)) + + if comment: + self.write('G4 P{} {}'.format(time, self._commentify(comment))) + else: + self.write('G4 P{}'.format(time)) # Composed Functions ##################################################### From 2d845e67bc7425fa7e5ebe6a8b4445a1d86f22b4 Mon Sep 17 00:00:00 2001 From: DerAndere <26200979+DerAndere1@users.noreply.github.com> Date: Sun, 13 Mar 2022 18:03:39 +0100 Subject: [PATCH 038/137] use != instead of 'is not' with literals --- mecode/main.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 89adb9f..6920a94 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1064,11 +1064,11 @@ def _update_current_position(self, mode='auto', x=None, y=None, z=None, if mode == 'auto': mode = 'relative' if self.is_relative else 'absolute' - if self.x_axis is not 'X' and x is not None: + if self.x_axis != 'X' and x is not None: kwargs[self.x_axis] = x - if self.y_axis is not 'Y' and y is not None: + if self.y_axis != 'Y' and y is not None: kwargs[self.y_axis] = y - if self.z_axis is not 'Z' and z is not None: + if self.z_axis != 'Z' and z is not None: kwargs[self.z_axis] = z if mode == 'relative': From 33af1994b7859b70f0bc66bb01dc58699088baf4 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Thu, 18 Aug 2022 17:46:19 -0700 Subject: [PATCH 039/137] update installation workflow --- README.md | 15 +++++++-------- 1 file changed, 7 insertions(+), 8 deletions(-) diff --git a/README.md b/README.md index 64a5e6c..9dfff2e 100644 --- a/README.md +++ b/README.md @@ -104,16 +104,16 @@ rename it. Installation ------------ -The easiest method to install mecode is with pip: +*Outdated* The easiest method to install mecode is with pip: ```bash -sudo pip install mecode +pip install git+https://github.com/rtellez700/mecode.git ``` To install from source: ```bash -$ git clone https://github.com/jminardi/mecode.git +$ git clone https://github.com/rtellez700/mecode.git $ cd mecode $ pip install -r requirements.txt $ python setup.py install @@ -122,15 +122,14 @@ $ python setup.py install Optional Dependencies --------------------- The following dependencies are optional, and are only needed for -visualization. An easy way to install them is to use -[Canopy][0] or [conda][1]. +visualization. An easy way to install them is to use [conda][1]. * numpy -* mayavi * matplotlib +* vpython +* mayavi -[0]: https://www.enthought.com/products/canopy/ -[1]: https://store.continuum.io/cshop/anaconda/ +[1]: https://www.anaconda.com/ TODO ---- From 97493874344a4f05107e47edcf7378b0c8da21a8 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Tue, 14 Mar 2023 10:16:28 -0700 Subject: [PATCH 040/137] update 3d projection to newer matplotlib --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 902d7a3..cfd718c 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1813,7 +1813,7 @@ def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=Fa if backend == 'matplotlib': fig = plt.figure() - ax = fig.gca(projection='3d') + ax = fig.add_subplot(projection='3d') extruding_hist = dict(self.extruding_history) #Stepping through all moves after initial position From caef06e804a6a1c702f9d2963021e7878770ede5 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Fri, 17 Mar 2023 20:34:21 -0700 Subject: [PATCH 041/137] add color kwarg --- mecode/main.py | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index cfd718c..61ea1f6 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -775,7 +775,7 @@ def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=True) self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, - minor_feed=None): + minor_feed=None, color=0): """ Infill a rectangle with a square wave meandering pattern. If the relevant dimension is not a multiple of the spacing, the spacing will be tweaked to ensure the dimensions work out. @@ -842,15 +842,15 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, if not minor_feed: minor_feed = self.speed for _ in range(int(self._meander_passes(minor, spacing))): - self.move(**{major_name: (sign * major)}) + self.move(**{major_name: (sign * major), color: color}) if minor_feed != major_feed: self.feed(minor_feed) - self.move(**{minor_name: spacing}) + self.move(**{minor_name: spacing, color: color}) if minor_feed != major_feed: self.feed(major_feed) sign = -1 * sign if tail is False: - self.move(**{major_name: (sign * major)}) + self.move(**{major_name: (sign * major), color: color}) if was_absolute: self.absolute() From 34ffc8f38ee16280952c19321e689c357c84488b Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Fri, 17 Mar 2023 20:42:19 -0700 Subject: [PATCH 042/137] fix typo -- to string --- mecode/main.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 61ea1f6..a6843ea 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -842,15 +842,15 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, if not minor_feed: minor_feed = self.speed for _ in range(int(self._meander_passes(minor, spacing))): - self.move(**{major_name: (sign * major), color: color}) + self.move(**{major_name: (sign * major), 'color': color}) if minor_feed != major_feed: self.feed(minor_feed) - self.move(**{minor_name: spacing, color: color}) + self.move(**{minor_name: spacing, 'color': color}) if minor_feed != major_feed: self.feed(major_feed) sign = -1 * sign if tail is False: - self.move(**{major_name: (sign * major), color: color}) + self.move(**{major_name: (sign * major), 'color': color}) if was_absolute: self.absolute() From 0cb138d41db8a89960454dd0d200e80f83ac0342 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:34:47 -0700 Subject: [PATCH 043/137] view() color_on working now --- .gitignore | 2 ++ mecode/main.py | 14 +++++++++----- mecode/tests/test_features.ipynb | 0 3 files changed, 11 insertions(+), 5 deletions(-) create mode 100644 mecode/tests/test_features.ipynb diff --git a/.gitignore b/.gitignore index 61790be..dbb82f6 100644 --- a/.gitignore +++ b/.gitignore @@ -1,3 +1,5 @@ +.delete + *.py[cod] .DS_Store .ropeproject diff --git a/mecode/main.py b/mecode/main.py index a6843ea..f2a6a13 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -333,7 +333,7 @@ def home(self): """ self.abs_move(x=0, y=0) - def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): + def move(self, x=None, y=None, z=None, rapid=False, color=(0,0,0,0.5), **kwargs): """ Move the tool head to the given position. This method operates in relative mode unless a manual call to `absolute` was given previously. If an absolute movement is desired, the `abs_move` method is @@ -343,7 +343,7 @@ def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): Must specify endpoint as kwargs, e.g. x=5, y=5 rapid : Bool (default: False) Executes an uncoordinated move to the specified location. - color : float or string + color : hex string or rgb(a) string Specifies a color to be added to color history for viewing. Examples @@ -775,7 +775,7 @@ def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=True) self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, - minor_feed=None, color=0): + minor_feed=None, color=(0,0,0,0.5)): """ Infill a rectangle with a square wave meandering pattern. If the relevant dimension is not a multiple of the spacing, the spacing will be tweaked to ensure the dimensions work out. @@ -796,6 +796,8 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, Whether or not to terminate the meander in the minor axis minor_feed : float or None (default: None) Feed rate to use in the minor axis + color : hex string or rgb(a) string + Specifies a color to be added to color history for viewing. Examples -------- @@ -1763,7 +1765,7 @@ def export_APE(self): # Public Interface ####################################################### - def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=False, nozzle_cam=False, + def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=True, nozzle_cam=False, fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], substrate_dims=[0.0,0.0,-1.0,300,1,300], scene_dims = [720,720]): """ View the generated Gcode. @@ -1826,7 +1828,9 @@ def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=Fa if extruding_state: if color_on: - ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) + # ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) + print(self.color_history[index]) + ax.plot(X, Y, Z,color = self.color_history[index]) else: ax.plot(X, Y, Z,'b') else: diff --git a/mecode/tests/test_features.ipynb b/mecode/tests/test_features.ipynb new file mode 100644 index 0000000..e69de29 From 18410a48133eb73a79ea4e3796bf8581a2bec77e Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:39:34 -0700 Subject: [PATCH 044/137] fix is not literal warning --- mecode/main.py | 6 +- mecode/tests/test_features.ipynb | 476 +++++++++++++++++++++++++++++++ 2 files changed, 479 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index f2a6a13..1bb7c44 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -2137,11 +2137,11 @@ def _update_current_position(self, mode='auto', x=None, y=None, z=None, color = if mode == 'auto': mode = 'relative' if self.is_relative else 'absolute' - if self.x_axis is not 'X' and x is not None: + if self.x_axis != 'X' and x is not None: kwargs[self.x_axis] = x - if self.y_axis is not 'Y' and y is not None: + if self.y_axis != 'Y' and y is not None: kwargs[self.y_axis] = y - if self.z_axis is not 'Z' and z is not None: + if self.z_axis != 'Z' and z is not None: kwargs[self.z_axis] = z if mode == 'relative': diff --git a/mecode/tests/test_features.ipynb b/mecode/tests/test_features.ipynb index e69de29..07ab07c 100644 --- a/mecode/tests/test_features.ipynb +++ b/mecode/tests/test_features.ipynb @@ -0,0 +1,476 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.append('../../')\n", + "from mecode import G" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib ipympl" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 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+ "text/html": [ + "\n", + "
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\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g = G(outfile='./.delete', print_lines=False)\n", + "\n", + "COM_PORT = 5\n", + "PRESSURE = 60\n", + "SPEED = 1 # mm/s\n", + "\n", + "D_F = 0.5 # mm - expected nozzle filament diameter\n", + "DZ = D_F*0.8 # mm -- expected filament height / layer spacing after sagging\n", + "\n", + "LENGTH = 25 # mm\n", + "WIDTH = 30 * D_F # 15 mm\n", + "JOG_HEIGHT = 5 # mm\n", + "\n", + "g.set_pressure(COM_PORT, PRESSURE)\n", + "g.feed(SPEED)\n", + "\n", + "g.set_home(x=0, y=0, z=0)\n", + "\n", + "'''build base'''\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='UL', orientation='y')\n", + "\n", + "g.move(z=DZ)\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='LR', orientation='x', color=(1,0,0,0.2))\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.move(z=+10)\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='UL', orientation='y')\n", + "\n", + "g.move(z=DZ)\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='LR', orientation='x', color=(1,0,0,0.2))\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.teardown()\n", + "\n", + "g.view('matplotlib', color_on=True)\n", + "# g.view('vpython', fast_forward=30, color_on=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "data_analysis", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "orig_nbformat": 4, + "vscode": { + "interpreter": { + "hash": "d762253a90fddd28d527312a2a6bbadd0105b932bcb2a79a681de10af753b59f" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 43d6d415ca93b90d826d31a3f036675f223c1b12 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:43:27 -0700 Subject: [PATCH 045/137] version bump --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 1d4ddd2..1abefc3 100644 --- a/setup.py +++ b/setup.py @@ -1,7 +1,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.2.9', + 'version': '0.2.10', 'description': 'Simple GCode generator', 'author': 'Jack Minardi', 'author_email': 'jack@minardi.org', From 8f273e3dff9a3bc2e563c8fd2f98d6934f72ea10 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:57:34 -0700 Subject: [PATCH 046/137] update travis ci --- .travis.yml | 5 +++++ 1 file changed, 5 insertions(+) diff --git a/.travis.yml b/.travis.yml index c9f9d1c..610a722 100644 --- a/.travis.yml +++ b/.travis.yml @@ -3,5 +3,10 @@ python: - "2.7" - "3.4" - "3.5" + - "3.6" + - "3.7" + - "3.8" + - "3.9" + - "3.10" install: "pip install -r requirements.txt" script: "python -m unittest discover mecode/tests" From e595fbc5cab5cef48f11d0e9d95395a27d281eb4 Mon Sep 17 00:00:00 2001 From: Rodrigo Date: Sun, 19 Mar 2023 21:08:19 -0700 Subject: [PATCH 047/137] Create python-package.yml --- .github/workflows/python-package.yml | 40 ++++++++++++++++++++++++++++ 1 file changed, 40 insertions(+) create mode 100644 .github/workflows/python-package.yml diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml new file mode 100644 index 0000000..850cce8 --- /dev/null +++ b/.github/workflows/python-package.yml @@ -0,0 +1,40 @@ +# This workflow will install Python dependencies, run tests and lint with a variety of Python versions +# For more information see: https://docs.github.com/en/actions/automating-builds-and-tests/building-and-testing-python + +name: Python package + +on: + push: + branches: [ "master" ] + pull_request: + branches: [ "master" ] + +jobs: + build: + + runs-on: ubuntu-latest + strategy: + fail-fast: false + matrix: + python-version: ["3.8", "3.9", "3.10"] + + steps: + - uses: actions/checkout@v3 + - name: Set up Python ${{ matrix.python-version }} + uses: actions/setup-python@v3 + with: + python-version: ${{ matrix.python-version }} + - name: Install dependencies + run: | + python -m pip install --upgrade pip + python -m pip install flake8 pytest + if [ -f requirements.txt ]; then pip install -r requirements.txt; fi + - name: Lint with flake8 + run: | + # stop the build if there are Python syntax errors or undefined names + flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics + # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide + flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics + - name: Test with pytest + run: | + pytest From 293cda25773d519a67f09953a139fc2ca0b9ce40 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:20:01 -0700 Subject: [PATCH 048/137] fix mixed tabs/spaces --- mecode/devices/efd_pico_pulse.py | 23 ++++++++++++----------- mecode/tests/test_features.ipynb | 2 +- mecode/tests/test_matrix.py | 4 ++-- 3 files changed, 15 insertions(+), 14 deletions(-) diff --git a/mecode/devices/efd_pico_pulse.py b/mecode/devices/efd_pico_pulse.py index b52c0a3..aed516a 100644 --- a/mecode/devices/efd_pico_pulse.py +++ b/mecode/devices/efd_pico_pulse.py @@ -29,29 +29,30 @@ def disconnect(self): self.s.close() def send(self, command): - """Send message over serial to PicoTouch controller.""" + """Send message over serial to PicoTouch controller.""" msg = command + EOT self.s.write(msg) # return response and remove ACK return self.s.read_until(ACK)[:-2] def set_valve_mode(self, mode): - """Set valve mode to Timed, Purge, Continous, or read current mode. + """Set valve mode to Timed, Purge, Continous, or read current mode. - Keyword argument: - mode -- 1 = Timed; 2 = Purge; 3 = Continuous; 5 = read current mode """ + Keyword argument: + mode -- 1 = Timed; 2 = Purge; 3 = Continuous; 5 = read current mode """ + return self.send(str(mode) + 'drv1') def set_dispense_count(self, count): - """Set how many times valve dispenses with each cycle.""" + """Set how many times valve dispenses with each cycle.""" return self.send('{:05}'.format(count) + 'dcn1') def get_valve_status(self): - """Return valve's current parameters and dispense statistics.""" + """Return valve's current parameters and dispense statistics.""" return self.send('rdr1') def cycle_valve(self): - """Cycle the valve (eqiuvalent to pressing cycle button).""" + """Cycle the valve (eqiuvalent to pressing cycle button).""" return self.send('1cycl') + self.send('0cycl') def set_heater_mode(self, mode): @@ -66,18 +67,18 @@ def set_heater_temp(self, temp): return self.send('{:05.1f}'.format(temp) + 'stmp') def get_heater_status(self): - """Return mode, heater setpoint temp, and heater actual temp.""" + """Return mode, heater setpoint temp, and heater actual temp.""" return self.send('rhtr') def get_valve_info(self): - """Return controller and valve SN and type, fw version, pcb rev.""" + """Return controller and valve SN and type, fw version, pcb rev.""" return self.send('info') def get_alarm_hist(self): - """Return last 40 alarm conditions with time and alarm name.""" + """Return last 40 alarm conditions with time and alarm name.""" return self.send('ralr') def reset_alarm(self): - """Reset a currently active alarm.""" + """Reset a currently active alarm.""" return self.send('arst') diff --git a/mecode/tests/test_features.ipynb b/mecode/tests/test_features.ipynb index 07ab07c..938393d 100644 --- a/mecode/tests/test_features.ipynb +++ b/mecode/tests/test_features.ipynb @@ -24,7 +24,7 @@ "metadata": {}, "outputs": [], "source": [ - "%matplotlib ipympl" + "%matplotlib widget" ] }, { diff --git a/mecode/tests/test_matrix.py b/mecode/tests/test_matrix.py index 8715b98..346781d 100755 --- a/mecode/tests/test_matrix.py +++ b/mecode/tests/test_matrix.py @@ -1,6 +1,6 @@ #! /usr/bin/env python -from os.path import abspath, dirname +from os.path import abspath, dirname, join import unittest import sys import math @@ -10,7 +10,7 @@ try: from mecode import GMatrix except: - sys.path.append(abspath(os.path.join(HERE, '..', '..'))) + sys.path.append(abspath(join(HERE, '..', '..'))) from mecode import GMatrix from test_main import TestGFixture From 44795213aef7035b23712a51decde03f8cb67900 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:25:50 -0700 Subject: [PATCH 049/137] remove flake8, add mac + windows testing support --- .github/workflows/python-package.yml | 16 ++++++++-------- 1 file changed, 8 insertions(+), 8 deletions(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 850cce8..9a2f50b 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -12,11 +12,11 @@ on: jobs: build: - runs-on: ubuntu-latest + runs-on: ["ubuntu-latest", "macos-latest", "windows-latest"] strategy: fail-fast: false matrix: - python-version: ["3.8", "3.9", "3.10"] + python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] steps: - uses: actions/checkout@v3 @@ -29,12 +29,12 @@ jobs: python -m pip install --upgrade pip python -m pip install flake8 pytest if [ -f requirements.txt ]; then pip install -r requirements.txt; fi - - name: Lint with flake8 - run: | - # stop the build if there are Python syntax errors or undefined names - flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics - # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide - flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics + # - name: Lint with flake8 + # run: | + # # stop the build if there are Python syntax errors or undefined names + # flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics + # # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide + # flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics - name: Test with pytest run: | pytest From 348e208e140ad37e4e2a30e8d35da349c1410731 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:29:55 -0700 Subject: [PATCH 050/137] update python testing badge --- README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index 9dfff2e..05b2ff1 100644 --- a/README.md +++ b/README.md @@ -1,7 +1,7 @@ Mecode ====== - -[![Build Status](https://travis-ci.org/jminardi/mecode.svg?branch=master)](https://travis-ci.org/jminardi/mecode) + ` +[![Unit Tests](https://github.com/rtellez700/mecode/actions/workflows/python-package.yml/badge.svg)](https://github.com/rtellez700/mecode/actions/workflows/python-package.yml) ### GCode for all From 05fbb4c6bcc8f05e1dd4baff8658afb2d2f1981b Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:31:35 -0700 Subject: [PATCH 051/137] update github action --- .github/workflows/python-package.yml | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 9a2f50b..f9d35bf 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -12,11 +12,13 @@ on: jobs: build: - runs-on: ["ubuntu-latest", "macos-latest", "windows-latest"] strategy: fail-fast: false matrix: + host-os: ["ubuntu-latest", "macos-latest", "windows-latest"] python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] + + runs-on: ${{ matrix.host-os }} steps: - uses: actions/checkout@v3 From 6841fa0f3a6d20f6b7a167ab5b32b811072877c4 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 22:06:07 -0700 Subject: [PATCH 052/137] refactor reqs and test reqs --- .github/workflows/python-package.yml | 3 ++- setup.py | 18 ++++++++++++------ 2 files changed, 14 insertions(+), 7 deletions(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index f9d35bf..a847bcd 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -16,7 +16,8 @@ jobs: fail-fast: false matrix: host-os: ["ubuntu-latest", "macos-latest", "windows-latest"] - python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] + # python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] + python-version: ["3.7","3.8","3.9","3.10"] runs-on: ${{ matrix.host-os }} diff --git a/setup.py b/setup.py index 1abefc3..414462e 100644 --- a/setup.py +++ b/setup.py @@ -1,3 +1,4 @@ +from os import path from setuptools import setup, find_packages INFO = {'name': 'mecode', @@ -6,6 +7,15 @@ 'author': 'Jack Minardi', 'author_email': 'jack@minardi.org', } +here = path.abspath(path.dirname(__file__)) +with open(path.join(here, 'requirements.txt')) as requirements_file: + # Parse requirements.txt, ignoring any commented-out lines. + requirements = [line for line in requirements_file.read().splitlines() + if not line.startswith('#')] + +requirements = [r for r in requirements if not r.startswith('git+')] + +test_requirements = ['mock' ] setup( name=INFO['name'], @@ -21,10 +31,6 @@ package_data = { '': ['*.txt', '*.md'], }, - install_requires=[ - 'numpy', - 'matplotlib', - 'solidpython', - 'vpython', - ], + install_requires=requirements, + tests_require=test_requirements, ) From b6a8e3be9ec2473df91c9989e0c9265601dcebf5 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 08:25:35 -0700 Subject: [PATCH 053/137] change pytest to unitesting --- .github/workflows/python-package.yml | 3 ++- mecode/voxelface.log | 0 requirements.dev.txt | 1 + setup.py | 21 +++++++++++++++------ 4 files changed, 18 insertions(+), 7 deletions(-) create mode 100644 mecode/voxelface.log create mode 100644 requirements.dev.txt diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index a847bcd..7009d8f 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -32,6 +32,7 @@ jobs: python -m pip install --upgrade pip python -m pip install flake8 pytest if [ -f requirements.txt ]; then pip install -r requirements.txt; fi + if [ -f requirements.dev.txt ]; then pip install -r requirements.dev.txt; fi # - name: Lint with flake8 # run: | # # stop the build if there are Python syntax errors or undefined names @@ -40,4 +41,4 @@ jobs: # flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics - name: Test with pytest run: | - pytest + python -m unittest discover mecode/tests diff --git a/mecode/voxelface.log b/mecode/voxelface.log new file mode 100644 index 0000000..e69de29 diff --git a/requirements.dev.txt b/requirements.dev.txt new file mode 100644 index 0000000..23ee03b --- /dev/null +++ b/requirements.dev.txt @@ -0,0 +1 @@ +mock \ No newline at end of file diff --git a/setup.py b/setup.py index 414462e..fbe987c 100644 --- a/setup.py +++ b/setup.py @@ -4,10 +4,13 @@ INFO = {'name': 'mecode', 'version': '0.2.10', 'description': 'Simple GCode generator', - 'author': 'Jack Minardi', - 'author_email': 'jack@minardi.org', + 'author': 'Rodrigo Telles', + 'author_email': 'rtelles@g.harvard.edu', } + here = path.abspath(path.dirname(__file__)) + +'''gather install package requirements''' with open(path.join(here, 'requirements.txt')) as requirements_file: # Parse requirements.txt, ignoring any commented-out lines. requirements = [line for line in requirements_file.read().splitlines() @@ -15,7 +18,13 @@ requirements = [r for r in requirements if not r.startswith('git+')] -test_requirements = ['mock' ] +'''gather development requirements''' +with open(path.join(here, 'requirements.dev.txt')) as dev_requirements_file: + # Parse requirements.txt, ignoring any commented-out lines. + dev_requirements = [line for line in dev_requirements_file.read().splitlines() + if not line.startswith('#')] + +dev_requirements = [r for r in dev_requirements if not r.startswith('git+')] setup( name=INFO['name'], @@ -24,13 +33,13 @@ author=INFO['author'], author_email=INFO['author_email'], packages=find_packages(), - url='https://github.com/jminardi/mecode', - download_url='https://github.com/jminardi/mecode/tarball/master', + url='https://github.com/rtellez700/mecode', + download_url='https://github.com/rtellez700/mecode/tarball/master', keywords=['gcode', '3dprinting', 'cnc', 'reprap', 'additive'], zip_safe=False, package_data = { '': ['*.txt', '*.md'], }, install_requires=requirements, - tests_require=test_requirements, + tests_require=dev_requirements, ) From 37bbb07922434c02eca9cbc4844d3860dde74e97 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 08:39:49 -0700 Subject: [PATCH 054/137] use bash as default shell --- .github/workflows/python-package.yml | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 7009d8f..f16b64b 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -21,6 +21,10 @@ jobs: runs-on: ${{ matrix.host-os }} + defaults: + run: + shell: bash -l {0} + steps: - uses: actions/checkout@v3 - name: Set up Python ${{ matrix.python-version }} From 7072a6b3815484c848a9b572a77194b375a285e4 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 09:01:01 -0700 Subject: [PATCH 055/137] refactor unitests and actual feature development --- .github/workflows/python-package.yml | 2 +- .gitignore | 1 + README.md | 2 +- mecode/{tests => developing_features}/test_features.ipynb | 0 mecode/{tests => developing_features}/test_scad.py | 0 mecode/{tests => developing_features}/test_vpython.py | 0 mecode/voxelface.log | 0 7 files changed, 3 insertions(+), 2 deletions(-) rename mecode/{tests => developing_features}/test_features.ipynb (100%) rename mecode/{tests => developing_features}/test_scad.py (100%) rename mecode/{tests => developing_features}/test_vpython.py (100%) delete mode 100644 mecode/voxelface.log diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index f16b64b..e0bc3c7 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -43,6 +43,6 @@ jobs: # flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics # # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide # flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics - - name: Test with pytest + - name: Test with pytest or unittest run: | python -m unittest discover mecode/tests diff --git a/.gitignore b/.gitignore index dbb82f6..77424fb 100644 --- a/.gitignore +++ b/.gitignore @@ -1,5 +1,6 @@ .delete +*.log *.py[cod] .DS_Store .ropeproject diff --git a/README.md b/README.md index 05b2ff1..364bc38 100644 --- a/README.md +++ b/README.md @@ -140,6 +140,6 @@ TODO Credits ------- -This software was developed by the [Lewis Lab][2] at Harvard University. +This software was developed by the [Lewis Lab][2] at Harvard University. It is based on Jack Minardi's (jack@minardi.org) codebase (https://github.com/jminardi/mecode) which is not maintained anymore. [2]: http://lewisgroup.seas.harvard.edu/ diff --git a/mecode/tests/test_features.ipynb b/mecode/developing_features/test_features.ipynb similarity index 100% rename from mecode/tests/test_features.ipynb rename to mecode/developing_features/test_features.ipynb diff --git a/mecode/tests/test_scad.py b/mecode/developing_features/test_scad.py similarity index 100% rename from mecode/tests/test_scad.py rename to mecode/developing_features/test_scad.py diff --git a/mecode/tests/test_vpython.py b/mecode/developing_features/test_vpython.py similarity index 100% rename from mecode/tests/test_vpython.py rename to mecode/developing_features/test_vpython.py diff --git a/mecode/voxelface.log b/mecode/voxelface.log deleted file mode 100644 index e69de29..0000000 From c817d2b0d95b93a8dcd4423e1e334a026fdb7306 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 09:18:47 -0700 Subject: [PATCH 056/137] fix: missing linearize --- mecode/tests/test_main.py | 10 +++++----- 1 file changed, 5 insertions(+), 5 deletions(-) diff --git a/mecode/tests/test_main.py b/mecode/tests/test_main.py index 6e8b12f..2bc41ef 100755 --- a/mecode/tests/test_main.py +++ b/mecode/tests/test_main.py @@ -328,7 +328,7 @@ def test_arc(self): with self.assertRaises(RuntimeError): self.g.arc() - self.g.arc(x=10, y=0) + self.g.arc(x=10, y=0, linearize=False) self.expect_cmd(""" G17 G2 X10.000000 Y0.000000 R5.000000 @@ -336,7 +336,7 @@ def test_arc(self): self.assert_output() self.assert_position({'x': 10, 'y': 0, 'z': 0}) - self.g.arc(x=5, A=0, direction='CCW', radius=5) + self.g.arc(x=5, A=0, direction='CCW', radius=5, linearize=False) self.expect_cmd(""" G16 X Y A G18 @@ -345,7 +345,7 @@ def test_arc(self): self.assert_output() self.assert_position({'x': 15, 'y': 0, 'A': 0, 'z': 0}) - self.g.arc(x=0, y=10, helix_dim='D', helix_len=10) + self.g.arc(x=0, y=10, helix_dim='D', helix_len=10, linearize=False) self.expect_cmd(""" G16 X Y D G17 @@ -354,7 +354,7 @@ def test_arc(self): self.assert_output() self.assert_position({'x': 15, 'y': 10, 'A': 0, 'D': 10, 'z': 0}) - self.g.arc(0, 10, helix_dim='D', helix_len=10) + self.g.arc(0, 10, helix_dim='D', helix_len=10, linearize=False) self.expect_cmd(""" G16 X Y D G17 @@ -364,7 +364,7 @@ def test_arc(self): self.assert_position({'x': 15, 'y': 20, 'A': 0, 'D': 20, 'z': 0}) with self.assertRaises(RuntimeError): - self.g.arc(x=10, y=10, radius=1) + self.g.arc(x=10, y=10, radius=1, linearize=False) def test_abs_arc(self): self.g.relative() From ed2ddddbdade4e05948a80f38dd5a8a88f54edde Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 10:15:20 -0700 Subject: [PATCH 057/137] bug fixes --- mecode/main.py | 3 ++- mecode/tests/test_main.py | 2 +- mecode/tests/test_matrix.py | 2 +- 3 files changed, 4 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 1bb7c44..f393afe 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -857,7 +857,7 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, if was_absolute: self.absolute() - def clip(self, axis='z', direction='+x', height=4): + def clip(self, axis='z', direction='+x', height=4, linearize=False): """ Move the given axis up to the given height while arcing in the given direction. @@ -890,6 +890,7 @@ def clip(self, axis='z', direction='+x', height=4): axis: height, 'direction': orientation, 'radius': radius, + 'linearize': linearize } self.arc(**kwargs) diff --git a/mecode/tests/test_main.py b/mecode/tests/test_main.py index 2bc41ef..a42136d 100755 --- a/mecode/tests/test_main.py +++ b/mecode/tests/test_main.py @@ -636,7 +636,7 @@ def test_rename_axis(self): self.assert_output() self.g.rename_axis(x='X') - self.g.arc(x=10, z=10) + self.g.arc(x=10, z=10, linearize=False) self.assert_position({'x': 40.0, 'y': 30.0, 'z': 40, 'A': 10, 'B': 30, 'W': 10}) self.expect_cmd(""" diff --git a/mecode/tests/test_matrix.py b/mecode/tests/test_matrix.py index 346781d..3e0b65e 100755 --- a/mecode/tests/test_matrix.py +++ b/mecode/tests/test_matrix.py @@ -126,7 +126,7 @@ def test_scale_and_abs_move(self): def test_arc(self): self.g.rotate(math.pi/2) - self.g.arc(x=10, y=0) + self.g.arc(x=10, y=0, linearize=False) self.expect_cmd(""" G17 G2 X0.000000 Y10.000000 R5.000000 From 3ab0625ad124051173d57941017a848d25cfd5aa Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 12:04:53 -0700 Subject: [PATCH 058/137] fix some unittest issues --- mecode/tests/test_printer.py | 13 +++++++++++-- 1 file changed, 11 insertions(+), 2 deletions(-) diff --git a/mecode/tests/test_printer.py b/mecode/tests/test_printer.py index bcc8bea..bbf29ab 100644 --- a/mecode/tests/test_printer.py +++ b/mecode/tests/test_printer.py @@ -1,5 +1,5 @@ import unittest -from mock import Mock +from mock import Mock, patch, MagicMock import os from time import sleep from threading import Thread @@ -17,10 +17,19 @@ class TestPrinter(unittest.TestCase): + # printer: Printer + # serial_port_patcher: unittest.mock._patch + # serial_port_mock: MagicMock def setUp(self): + # self.serial_port_mock = Mock(spec=serial.Serial, name='MockSerial') + # self.serial_port_patcher = patch('mecode.printer.serial.Serial') + # serial_port_constructor = self.serial_port_patcher.start() + # serial_port_constructor.return_value = self.serial_port_mock + # self.printer = Printer() + self.p = Printer() - self.p.s = Mock(spec=serial.Serial(), name='MockSerial') + self.p.s = Mock(spec=serial.Serial, name='MockSerial') self.p.s.readline.return_value = 'ok\n' self.p.s.timeout = 1 self.p.s.writeTimeout = 1 From 0fb314a5571c234ba94ce31923c17277557a2086 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 20:55:51 -0700 Subject: [PATCH 059/137] add circle function with color support --- .../developing_features/test_features.ipynb | 174 +++++++++++++++++- mecode/main.py | 43 ++++- 2 files changed, 214 insertions(+), 3 deletions(-) diff --git a/mecode/developing_features/test_features.ipynb b/mecode/developing_features/test_features.ipynb index 938393d..a3b8e38 100644 --- a/mecode/developing_features/test_features.ipynb +++ b/mecode/developing_features/test_features.ipynb @@ -367,7 +367,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "592b47b85d0b458e80eac56c6b7e255e", + "model_id": "9c1c89ce132a4a959ab7b589467536de", "version_major": 2, "version_minor": 0 }, @@ -438,6 +438,178 @@ "outputs": [], "source": [] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# test circle" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n" + ] + }, + { + "data": { + 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", 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\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g = G(outfile='./.delete', print_lines=False)\n", + "\n", + "COM_PORT = 5\n", + "PRESSURE = 60\n", + "SPEED = 1 # mm/s\n", + "\n", + "D_F = 0.5 # mm - expected nozzle filament diameter\n", + "DZ = D_F*0.8 # mm -- expected filament height / layer spacing after sagging\n", + "\n", + "LENGTH = 25 # mm\n", + "WIDTH = 30 * D_F # 15 mm\n", + "JOG_HEIGHT = 5 # mm\n", + "\n", + "g.set_pressure(COM_PORT, PRESSURE)\n", + "g.feed(SPEED)\n", + "\n", + "g.set_home(x=0, y=0, z=0)\n", + "\n", + "\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.circle(5)\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.move(x=1)\n", + "\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.circle(4, color=(1,0,0))\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.teardown()\n", + "\n", + "g.view('matplotlib', color_on=True)\n", + "# g.view('vpython', fast_forward=30, color_on=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/mecode/main.py b/mecode/main.py index f393afe..727232d 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -408,8 +408,47 @@ def retract(self, retraction): self.move(E = -retraction) self.extrude = True + def circle(self, radius, center=None, direction='CW', linearize=True, **kwargs): + """ Generates a circle starting from the current position if center is None, + otherwise from center. + + Parameters + ---------- + direction : str (either 'CW' or 'CCW') (default: 'CW') + The direction to execute the arc in. + radius : float + The radius of the circle. + center : (float, float) + The center coordinates of the circle + linearize : Bool (default: True) + Represent the arc of the circle as a series of straight lines. + + Examples + -------- + TODO: updates these + >>> # arc 10 mm up in y and 10 mm over in x with a radius of 20. + >>> g.arc(x=10, y=10, radius=20) + + >>> # move 10 mm up on the A axis, arcing through y with a radius of 20 + >>> g.arc(A=10, y=0, radius=20) + + >>> # arc through x and y while moving linearly on axis A + >>> g.arc(x=10, y=10, radius=50, helix_dim='A', helix_len=5) + + """ + if direction == 'CW': + self.arc(x=radius, y=radius, radius=radius, direction='CW', **kwargs) + self.arc(x=radius, y=-radius, radius=radius, direction='CW', **kwargs) + self.arc(x=-radius, y=-radius, radius=radius, direction='CW', **kwargs) + self.arc(x=-radius, y=radius, radius=radius, direction='CW', **kwargs) + elif direction == 'CCW': + self.arc(x=-radius, y=radius, radius=radius, direction='CCW', **kwargs) + self.arc(x=-radius, y=-radius, radius=radius, direction='CCW', **kwargs) + self.arc(x=radius, y=-radius, radius=radius, direction='CCW', **kwargs) + self.arc(x=radius, y=radius, radius=radius, direction='CCW', **kwargs) + def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', - helix_dim=None, helix_len=0, linearize=True, **kwargs): + helix_dim=None, helix_len=0, linearize=True, color=(0,1,0,0.5), **kwargs): """ Arc to the given point with the given radius and in the given direction. If helix_dim and helix_len are specified then the tool head will also perform a linear movement through the given dimension while @@ -570,7 +609,7 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', for i in range(len(segments)-1): move_line = segments[i+1]-segments[i] - self.move(*move_line.tolist()[0]) + self.move(*move_line.tolist()[0], color=color) else: #Standard output if axis is not None: From 90810412dcc7dd889773bb64a2077ac4147306f8 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 20:56:40 -0700 Subject: [PATCH 060/137] version bump --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index fbe987c..314f66a 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.2.10', + 'version': '0.2.11', 'description': 'Simple GCode generator', 'author': 'Rodrigo Telles', 'author_email': 'rtelles@g.harvard.edu', From 74a79052421e287306b548d95532ca03157b56c2 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 21:00:46 -0700 Subject: [PATCH 061/137] remove print statement --- mecode/main.py | 1 - setup.py | 2 +- 2 files changed, 1 insertion(+), 2 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 727232d..557c4b8 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1869,7 +1869,6 @@ def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=Tr if extruding_state: if color_on: # ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) - print(self.color_history[index]) ax.plot(X, Y, Z,color = self.color_history[index]) else: ax.plot(X, Y, Z,'b') diff --git a/setup.py b/setup.py index 314f66a..a5fca24 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.2.11', + 'version': '0.2.12', 'description': 'Simple GCode generator', 'author': 'Rodrigo Telles', 'author_email': 'rtelles@g.harvard.edu', From e8ea844eb77434b7c86360c0a854bd131f70ef4c Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 22:20:39 -0700 Subject: [PATCH 062/137] fix typo --- mecode/header.txt | 2 +- setup.py | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/mecode/header.txt b/mecode/header.txt index d273697..f7f9566 100644 --- a/mecode/header.txt +++ b/mecode/header.txt @@ -13,5 +13,5 @@ $DO3.0=0 Primary ; sets primary units mm and s G65 F2000; accel speed mm/s^2 -G66 F2000;accel speed mm/s^2 +G66 F2000; decel speed mm/s^2 diff --git a/setup.py b/setup.py index a5fca24..cc440e8 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.2.12', + 'version': '0.2.13', 'description': 'Simple GCode generator', 'author': 'Rodrigo Telles', 'author_email': 'rtelles@g.harvard.edu', From 7362946c25c88c971fd2cd2d7d13f9502c9431d6 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Tue, 21 Mar 2023 09:01:02 -0700 Subject: [PATCH 063/137] update todo --- README.md | 15 +++++++++++---- 1 file changed, 11 insertions(+), 4 deletions(-) diff --git a/README.md b/README.md index 364bc38..01d939c 100644 --- a/README.md +++ b/README.md @@ -133,10 +133,17 @@ visualization. An easy way to install them is to use [conda][1]. TODO ---- -* add pressure box comport to `__init__()` method -* build out multi-nozzle support - * include multi-nozzle support in view method. -* factor out aerotech specific methods into their own class + +- [ ] add pressure box comport to `__init__()` method +- [ ] build out multi-nozzle support + - [ ] include multi-nozzle support in view method. +- [ ] factor out aerotech specific methods into their own class +- [ ] auto set MFO=100% before each print +- [ ] add ability to read current status of aerotech + - [ ] turn off omnicure after aborted runs +- [ ] add formal sphinx documentation +- [ ] create github page + Credits ------- From 5d68d99b74f9639664be13c76f046f854631899f Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 1 Aug 2017 19:40:19 -0400 Subject: [PATCH 064/137] Added control of Omnicure with Aerotech. --- mecode/footer.txt | 67 ++++++++++++++++++++++++++++++++++++++++++++++- mecode/main.py | 6 +++++ 2 files changed, 72 insertions(+), 1 deletion(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index f3a5cac..587602f 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -2,7 +2,7 @@ M2 -;##########Functions############; +;##########Nordson Pressure Box Functions############; DFS setPress $strtask1 = DBLTOSTR( $P, 0 ) @@ -170,3 +170,68 @@ DFS togglePress G4 P0.15 ENDDFS + +;##########Omnicure Functions############; +DFS omniOn + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +DFS omniOff + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS diff --git a/mecode/main.py b/mecode/main.py index 89adb9f..57bdb74 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -914,6 +914,12 @@ def set_vac(self, com_port, value): def set_valve(self, num, value): self.write('$DO{}.0={}'.format(num, value)) + def omni_on(self, com_port): + self.write('Call omniOn P{}'.format(com_port)) + + def omni_off(self, com_port): + self.write('Call omniOff P{}'.format(com_port)) + # Public Interface ####################################################### def view(self, backend='matplotlib'): From fb71fe01f0bacd18b593ff561755bd696588e20f Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 2 Aug 2017 15:39:59 -0400 Subject: [PATCH 065/137] First test of omnicure intensity control and Alicat control. --- mecode/footer.txt | 62 ++++++++++++++++++++++++++++++++++++++++++----- mecode/header.txt | 2 ++ mecode/main.py | 23 ++++++++++++++++++ 3 files changed, 81 insertions(+), 6 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index 587602f..bbb9d48 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -184,21 +184,21 @@ DFS omniOn FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "OPN40" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile @@ -216,22 +216,72 @@ DFS omniOff FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "CLS3A" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 + FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile ENDDFS + +DFS omniSetInt + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile $omniIntVal + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile $omniIntVal + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +;##########Alicat Functions############; +DFS setAlicatPress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $alicatID = "A" + $press = $Q + $strtask2 = DBLTOSTR( $press , 0 ) + $strtask3 = $alicatID + "S" + $strtask2 + + FILEWRITE $hFile $strtask3 + FILECLOSE $hFile +ENDDFS diff --git a/mecode/header.txt b/mecode/header.txt index d273697..bb0b3df 100644 --- a/mecode/header.txt +++ b/mecode/header.txt @@ -5,6 +5,8 @@ DVAR $length DVAR $lame DVAR $comport DVAR $vacpress +DVAR $alicatID +DVAR $omniIntVal $DO0.0=0 $DO1.0=0 diff --git a/mecode/main.py b/mecode/main.py index 57bdb74..854b981 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -920,6 +920,29 @@ def omni_on(self, com_port): def omni_off(self, com_port): self.write('Call omniOff P{}'.format(com_port)) + def omni_intensity(self, com_port, value): + command = 'SIL{}'.format(value) + data = self.calc_CRC8(command) + self.write('$omniIntVal="{}"'.format(data)) + self.write('Call omniSetInt P{}'.format(com_port)) + + def set_alicat_pressure(self,com_port,value): + self.write('Call setAlicatPress P{} Q{}'.format(com_port, value)) + + def calc_CRC8(self,data): + CRC8 = 0 + for letter in list(bytearray(data)): + for i in range(8): + if (letter^CRC8)&0x01: + CRC8 ^= 0x18 + CRC8 >>= 1 + CRC8 |= 0x80 + else: + CRC8 >>= 1 + letter >>= 1 + return data +'{:02X}\r'.format(CRC8) + + # Public Interface ####################################################### def view(self, backend='matplotlib'): From fdfe9c6a15e8167272f9f682e473f83fddd77d3b Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 2 Aug 2017 21:27:36 -0400 Subject: [PATCH 066/137] Working omnicure intensity control, Alicat control and fixed duplicate 'ENDDFS' error. --- mecode/footer.txt | 107 +++++++++++++++++++++++----------------------- mecode/header.txt | 2 - mecode/main.py | 4 +- 3 files changed, 55 insertions(+), 58 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index bbb9d48..97193c2 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -180,27 +180,27 @@ DFS omniOn COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "OPN40" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile + ENDWHILE + FILECLOSE $hFile ENDDFS @@ -212,27 +212,27 @@ DFS omniOff COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) FILEWRITE $hFile "CLS3A" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile + ENDWHILE + FILECLOSE $hFile ENDDFS @@ -243,29 +243,29 @@ DFS omniSetInt $hFile = FILEOPEN $strtask1, 2 COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) FILEWRITE $hFile "CONN18" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile $omniIntVal + ENDWHILE + + FILEWRITE $hFile $strtask4 + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile $strtask4 FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile $omniIntVal - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) FILEWRITE $hFile "DCONE1" FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - + ENDWHILE + FILECLOSE $hFile + ENDDFS ;##########Alicat Functions############; @@ -277,11 +277,10 @@ DFS setAlicatPress COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - $alicatID = "A" - $press = $Q - $strtask2 = DBLTOSTR( $press , 0 ) - $strtask3 = $alicatID + "S" + $strtask2 - - FILEWRITE $hFile $strtask3 + $strtask2 = DBLTOSTR($Q,2) + $strtask3 = "AS" + $strtask2 + "\x0D" + FILEWRITENOTERM $hFile $strtask3 FILECLOSE $hFile + ENDDFS + diff --git a/mecode/header.txt b/mecode/header.txt index bb0b3df..d273697 100644 --- a/mecode/header.txt +++ b/mecode/header.txt @@ -5,8 +5,6 @@ DVAR $length DVAR $lame DVAR $comport DVAR $vacpress -DVAR $alicatID -DVAR $omniIntVal $DO0.0=0 $DO1.0=0 diff --git a/mecode/main.py b/mecode/main.py index 854b981..1fa0269 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -923,7 +923,7 @@ def omni_off(self, com_port): def omni_intensity(self, com_port, value): command = 'SIL{}'.format(value) data = self.calc_CRC8(command) - self.write('$omniIntVal="{}"'.format(data)) + self.write('$strtask4="{}"'.format(data)) self.write('Call omniSetInt P{}'.format(com_port)) def set_alicat_pressure(self,com_port,value): @@ -940,7 +940,7 @@ def calc_CRC8(self,data): else: CRC8 >>= 1 letter >>= 1 - return data +'{:02X}\r'.format(CRC8) + return data +'{:02X}'.format(CRC8) # Public Interface ####################################################### From e84d0f58c19ae81feb81ef7cfa1871e4f551e388 Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 2 Aug 2017 21:48:07 -0400 Subject: [PATCH 067/137] Fixed minor formatting issue in footer. --- mecode/footer.txt | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index 97193c2..956a7d2 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -277,9 +277,9 @@ DFS setAlicatPress COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - $strtask2 = DBLTOSTR($Q,2) - $strtask3 = "AS" + $strtask2 + "\x0D" - FILEWRITENOTERM $hFile $strtask3 + $strtask2 = DBLTOSTR($Q,2) + $strtask3 = "AS" + $strtask2 + "\x0D" + FILEWRITENOTERM $hFile $strtask3 FILECLOSE $hFile ENDDFS From dc88aa5660b1d9967f1207f488ed24f7f90510fc Mon Sep 17 00:00:00 2001 From: RobWks Date: Fri, 15 Sep 2017 11:34:43 -0400 Subject: [PATCH 068/137] First working version of spiral function. --- mecode/main.py | 80 ++++++++++++++++++++++++++++++++++++++++++++++++-- 1 file changed, 77 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 1fa0269..ad18bc3 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -57,7 +57,7 @@ import os from collections import defaultdict -from .printer import Printer +from printer import Printer HERE = os.path.dirname(os.path.abspath(__file__)) @@ -728,7 +728,7 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, Examples -------- - >>> # meander through a 10x10 sqaure with a spacing of 1mm starting in + >>> # meander through a 10x10 square with a spacing of 1mm starting in >>> # the lower left. >>> g.meander(10, 10, 1) @@ -882,6 +882,81 @@ def triangular_wave(self, x, y, cycles, start='UR', orientation='x'): if was_absolute: self.absolute() + def spiral(self, end_diameter, spacing, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + """ Performs an Archimedean spiral. Start by moving to the center of the spiral location + then use the 'start' argument to specify a starting location (either center or edge). + + Parameters + ---------- + end_diameter : float + The outer diameter of the spiral. + spacing : float + The spacing between lines of the spiral. + start_diameter : float + The inner diameter of the spiral (default: 0). + step_angle : float + Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + start : str (either 'center', 'edge') + The location to start the spiral (default: 'center'). + direction : str (either 'CW', 'CCW') + Direction to print the spiral, either clockwise or counterclockwise. (default: 'CW') + + Examples + -------- + >>> # move to origin + >>> g.absolute() + >>> g.move(x=0, y=0) + + >>> # start first spiral, outer diameter of 20, spacing of 1 + >>> g.spiral(20,1) + + >>> # move to second spiral location and do similar spiral but start at edge + >>> g.move(x=50,y=0) + >>> g.spiral(20,1,start='edge') + + >>> # move to third spiral location, this time starting at edge but printing CCW + >>> g.move(y=50,x=50) + >>> g.spiral(20,1,start='edge',direction='CCW') + + >>> # move to fourth spiral location, starting at center again but printing CCW + >>> g.move(x=0,y=50) + >>> g.spiral(20,1,direction='CCW') + + """ + import numpy as np + start_spiral_turns = (start_diameter/2)/spacing + end_spiral_turns = (end_diameter/2)/spacing + + starting_position = [self._current_position['x'],self._current_position['y']] + + was_relative = True + if self.is_relative: + self.absolute() + else: + was_relative = False + + # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ + b = spacing/(2*math.pi) + t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi+step_angle, step_angle) + if start == 'center': + pass + elif start == 'edge': + t = t[::-1] + else: + raise Exception("Must either choose 'center' or 'edge' for starting position.") + for step in t: + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -step*b*math.cos(step)+starting_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = step*b*math.cos(step)+starting_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = step*b*math.sin(step)+starting_position[1] + self.move(x_move, y_move) + + if was_relative: + self.relative() + # AeroTech Specific Functions ############################################ def get_axis_pos(self, axis): @@ -942,7 +1017,6 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) - # Public Interface ####################################################### def view(self, backend='matplotlib'): From 0e446dff03fbc87b440de717046dd19ae5ce0ea9 Mon Sep 17 00:00:00 2001 From: RobWks Date: Fri, 15 Sep 2017 12:18:11 -0400 Subject: [PATCH 069/137] Tested version of spiral function. --- mecode/main.py | 9 ++++++--- 1 file changed, 6 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index ad18bc3..1d0ec76 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -924,8 +924,8 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang """ import numpy as np - start_spiral_turns = (start_diameter/2)/spacing - end_spiral_turns = (end_diameter/2)/spacing + start_spiral_turns = (start_diameter/2.0)/spacing + end_spiral_turns = (end_diameter/2.0)/spacing starting_position = [self._current_position['x'],self._current_position['y']] @@ -937,7 +937,9 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ b = spacing/(2*math.pi) - t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi+step_angle, step_angle) + t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter + t = np.append(t,end_spiral_turns*2*math.pi) if start == 'center': pass elif start == 'edge': @@ -953,6 +955,7 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") y_move = step*b*math.sin(step)+starting_position[1] self.move(x_move, y_move) + self.write("#{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) if was_relative: self.relative() From fad84336922ab80ebe44caf705533c652740b8ab Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 18 Sep 2017 10:40:22 -0400 Subject: [PATCH 070/137] Removed extra comment left from debugging. --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 1d0ec76..77948e9 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -955,7 +955,7 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") y_move = step*b*math.sin(step)+starting_position[1] self.move(x_move, y_move) - self.write("#{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) + #self.write(";{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) if was_relative: self.relative() From 4b0565b7958df5946016b8f3a554618a3228e4d2 Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 6 Nov 2017 16:53:24 -0500 Subject: [PATCH 071/137] Working version of gradient spiral function. --- mecode/main.py | 105 +++++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 105 insertions(+) diff --git a/mecode/main.py b/mecode/main.py index 77948e9..aca9d83 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -960,6 +960,111 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang if was_relative: self.relative() + def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + """ Identical motion to the regular spiral function, but with the control of two syringe pumps to enable control over + dielectric properties over the course of the spiral. Starting with simply hitting certain dielectric constants at + different values along the radius of the spiral. + + Parameters + ---------- + end_diameter : float + The outer diameter of the spiral. + spacing : float + The spacing between lines of the spiral. + gradient : str + Functioning defining the ink concentration along the radius of the spiral + feedrate : float + Feedrate is the speed of the nozzle relative to the substrate + flowrate : float + Flowrate is a measure of the amount of ink dispensed per second by the syringe pump + start : str (either 'center', 'edge') + The location to start the spiral (default: 'center'). + direction : str (either 'CW', 'CCW') + Direction to print the spiral, either clockwise or counterclockwise. (default: 'CW') + step_angle : float + Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + start_diameter : float + The inner diameter of the spiral (default: 0). + + Examples + -------- + >>> g.gradient_spiral(start_diameter=7.62, #mm + ... end_diameter=30.48, #mm + ... spacing=1, #mm + ... feedrate=8, #mm/s + ... flowrate=2/60.0, #rot/s + ... start='edge', #'edge' or 'center' + ... direction='CW', #'CW' or 'CCW' + ... gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function + """ + + import numpy as np + import sympy as sy + + def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, formula=gradient): + expr = sy.sympify(formula) + r = sy.symbols('r') + minor_fraction = np.clip(float(expr.subs(r,radius)),0,100)/100 + line_flow = length/float(feed)*flow + return [minor_fraction*line_flow,(1-minor_fraction)*line_flow] + + start_spiral_turns = (start_diameter/2.0)/spacing + end_spiral_turns = (end_diameter/2.0)/spacing + + center_position = [self._current_position['x'],self._current_position['y']] + + was_relative = True + if self.is_relative: + self.absolute() + else: + was_relative = False + + # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ + b = spacing/(2*math.pi) + t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter + t = np.append(t,end_spiral_turns*2*math.pi) + if start == 'center': + pass + elif start == 'edge': + t = t[::-1] + else: + raise Exception("Must either choose 'center' or 'edge' for starting position.") + + #Start writing moves + self.feed(feedrate) + syringe_extrusion = np.array([0.0,0.0]) + + #Move to starting positon + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -t[0]*b*math.cos(t[0])+center_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = t[0]*b*math.cos(t[0])+center_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = t[0]*b*math.sin(t[0])+center_position[1] + self.move(x_move, y_move) + + #Zero a & b axis before printing, we do this so it can easily do multiple layers without quickly jumping back to 0 + self.write('G92 a0 b0') + + for step in t[1:]: + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -step*b*math.cos(step)+center_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = step*b*math.cos(step)+center_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = step*b*math.sin(step)+center_position[1] + + radius_pos = np.sqrt((self._current_position['x']-center_position[0])**2 + (self._current_position['y']-center_position[1])**2) + line_length = np.sqrt((x_move-self._current_position['x'])**2 + (y_move-self._current_position['y'])**2) + syringe_extrusion += calculate_extrusion_values(radius_pos,line_length) + self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1]) + + if was_relative: + self.relative() + # AeroTech Specific Functions ############################################ def get_axis_pos(self, axis): From e237df01bf3df424750269de4de56dc9eff2f599 Mon Sep 17 00:00:00 2001 From: RobWks Date: Sat, 25 Nov 2017 15:41:17 -0500 Subject: [PATCH 072/137] Final version of gradient spiral function. --- mecode/main.py | 250 ++++++++++++++++++++++++++++++++++++++++++++----- 1 file changed, 229 insertions(+), 21 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index aca9d83..a404fce 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -211,6 +211,7 @@ def __init__(self, outfile=None, print_lines='auto', header=None, footer=None, self.extrusion_multiplier = extrusion_multiplier self.position_history = [(0, 0, 0)] + self.color_history = [(0, 0, 0)] self.speed = 0 self.speed_history = [] @@ -368,7 +369,7 @@ def home(self): """ self.abs_move(x=0, y=0) - def move(self, x=None, y=None, z=None, rapid=False, **kwargs): + def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): """ Move the tool head to the given position. This method operates in relative mode unless a manual call to `absolute` was given previously. If an absolute movement is desired, the `abs_move` method is @@ -403,7 +404,7 @@ def move(self, x=None, y=None, z=None, rapid=False, **kwargs): filament_length = ((4*volume)/(3.14149*self.filament_diameter**2))*self.extrusion_multiplier kwargs['E'] = filament_length + current_extruder_position - self._update_current_position(x=x, y=y, z=z, **kwargs) + self._update_current_position(x=x, y=y, z=z, color=color, **kwargs) args = self._format_args(x, y, z, **kwargs) cmd = 'G0 ' if rapid else 'G1 ' self.write(cmd + args) @@ -882,7 +883,8 @@ def triangular_wave(self, x, y, cycles, start='UR', orientation='x'): if was_absolute: self.absolute() - def spiral(self, end_diameter, spacing, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + def spiral(self, end_diameter, spacing, start='center', direction='CW', + step_angle = 0.1, start_diameter = 0): """ Performs an Archimedean spiral. Start by moving to the center of the spiral location then use the 'start' argument to specify a starting location (either center or edge). @@ -960,7 +962,9 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', step_ang if was_relative: self.relative() - def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, start='center', direction='CW', step_angle = 0.1, start_diameter = 0): + def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, + start='center', direction='CW', step_angle = 0.1, start_diameter = 0, + center_position=None, dead_delay=0): """ Identical motion to the regular spiral function, but with the control of two syringe pumps to enable control over dielectric properties over the course of the spiral. Starting with simply hitting certain dielectric constants at different values along the radius of the spiral. @@ -985,6 +989,11 @@ def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, s Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). start_diameter : float The inner diameter of the spiral (default: 0). + center_position : list + Position of the absolute center of the spiral, useful when starting a spiral at the edge of a completed spiral + dead_delay : float + Printing composition offset caused by the dead volume of the nozzle which creates a delayed + effect between the syringe pumps and the actual composition of the ink exiting the nozzle. Examples -------- @@ -1001,27 +1010,171 @@ def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, s import numpy as np import sympy as sy - def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, formula=gradient): + def calculate_extrusion_values(radius, length, feed = feedrate, flow = flowrate, formula = gradient, delay = dead_delay, spacing = spacing, start = start, outer_radius = end_diameter/2.0, inner_radius=start_diameter/2.0): + """Calculates the extrusion values for syringe pumps A & B during a move along the print path. + """ + + def exact_length(r0,r1,h): + """Calculates the exact length of an archimedean given the spacing, inner and outer radii. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + r0 : float + The inner diameter of the spiral. + r1 : float + The outer diameter of the spiral. + h : float + The spacing of the spiral. + """ + #t0 & t1 are the respective diameters in terms of radians along the spiral. + t0 = 2*math.pi*r0/h + t1 = 2*math.pi*r1/h + return h/(2.0*math.pi)*(t1/2.0*math.sqrt(t1**2+1)+1/2.0*math.log(t1+math.sqrt(t1**2+1))-t0/2.0*math.sqrt(t0**2+1)-1/2.0*math.log(t0+math.sqrt(t0**2+1))) + + + def exact_radius(r_0,h,L): + """Calculates the exact outer radius of an archimedean given the spacing, inner radius and the length. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + r0 : float + The inner radius of the spiral. + h : float + The spacing of the spiral. + L : float + The length of the spiral. + """ + d_0 = r_0*2 + if d_0 == 0: + d_0 = 1e-10 + + def exact_length(d0,d1,h): + """Calculates the exact length of an archimedean given the spacing, inner and outer diameters. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + d0 : float + The inner diameter of the spiral. + d1 : float + The outer diameter of the spiral. + h : float + The spacing of the spiral. + """ + #t0 & t1 are the respective diameters in terms of radians along the spiral. + t0 = math.pi*d0/h + t1 = math.pi*d1/h + return h/(2.0*math.pi)*(t1/2.0*math.sqrt(t1**2+1)+1/2.0*math.log(t1+math.sqrt(t1**2+1))-t0/2.0*math.sqrt(t0**2+1)-1/2.0*math.log(t0+math.sqrt(t0**2+1))) + + def exact_length_derivative(d,h): + """Calculates the derivative of the exact length of an archimedean at a given diameter and spacing. + SEE: http://www.giangrandi.ch/soft/spiral/spiral.shtml + + Parameters + ---------- + d : float + The diameter point of interest in the spiral. + h : float + The spacing of the spiral. + """ + #t is diameter of interest in terms of radians along the spiral. + t = math.pi*d/h + dl_dt = h/(2.0*math.pi)*((2*t**2+1)/(2*math.sqrt(t**2+1))+(t+math.sqrt(t**2+1))/(2*t*math.sqrt(t**2+1)+2*t**2+2)) + dl_dd = h*dl_dt/math.pi + return dl_dd + + #Approximate radius (for first guess) + N = (h-d_0+math.sqrt((d_0-h)**2+4*h*L/math.pi))/(2*h) + D_1 = 2*N*h + d_0 + tol = 1e-10 + + #Use Newton's Method to iterate until within tolerance + while True: + f_df_dt = (exact_length(d_0,D_1,h)-L)/1000/exact_length_derivative(D_1,h) + if f_df_dt < tol: + break + D_1 -= f_df_dt + return D_1/2 + + def rollover(val,limit,mode): + if val < limit: + if mode == 'max': + return val + elif mode == 'min': + return limit+(limit-val) + else: + raise ValueError("'{}' is an incorrect selection for the mode".format(mode)) + else: + if mode == 'max': + return limit-(val-limit) + elif mode == 'min': + return val + else: + raise ValueError("'{}' is an incorrect selection for the mode".format(mode)) + + def minor_fraction_calc(e,e_a=300,e_b=2.3,n=0.102,sr=0.6): + """Calculates the minor fraction (fraction of part b) required to achieve the + specified dielectric value + + Parameters + ---------- + e : float + Dielectric value of interest + e_a : float + Dielectric value of part a + e_b. : float + Dielectric value of part b + n : float + Morphology factor + sr : float + Fraction of SrTi03 in part a + """ + return 1 - ((e-e_b)*((n-1)*e_b-n*e_a))/(sr*(e_b-e_a)*(n*(e-e_b)+e_b)) + + """ + This is a key line of the extrusion values calculations. + It starts off by calculating the exact length along the spiral for the current + radius, then adds/subtracts on the dead volume delay (in effect looking into the + future path) to this length, then recalculates the appropriate radius at this new + postiion. This is value is then used in the gradient function to determine the minor + fraction of the mixed elements. Note that if delay is 0, then this line will have no + effect. If the spiral is moving outwards it must add the dead volume delay, whereas if + the spiral is moving inwards, it must subtract it. + + """ + if start == 'center': + offset_radius = exact_radius(0,spacing,rollover(exact_length(0,radius,spacing)+delay,exact_length(0,outer_radius,spacing),'max')) + else: + offset_radius = exact_radius(0,spacing,rollover(exact_length(0,radius,spacing)-delay,exact_length(0,inner_radius,spacing),'min')) + expr = sy.sympify(formula) r = sy.symbols('r') - minor_fraction = np.clip(float(expr.subs(r,radius)),0,100)/100 + minor_fraction = np.clip(minor_fraction_calc(float(expr.subs(r,offset_radius))),0,1) line_flow = length/float(feed)*flow - return [minor_fraction*line_flow,(1-minor_fraction)*line_flow] + return [minor_fraction*line_flow,(1-minor_fraction)*line_flow,minor_fraction] + + #End of calculate_extrusion_values() function start_spiral_turns = (start_diameter/2.0)/spacing end_spiral_turns = (end_diameter/2.0)/spacing - center_position = [self._current_position['x'],self._current_position['y']] + #Use current position as center position if none is specified + if center_position is None: + center_position = [self._current_position['x'],self._current_position['y']] + #Keep track of whether currently in relative or absolute mode was_relative = True if self.is_relative: self.absolute() else: was_relative = False - # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ + #SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ b = spacing/(2*math.pi) t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter t = np.append(t,end_spiral_turns*2*math.pi) if start == 'center': @@ -1031,10 +1184,6 @@ def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, else: raise Exception("Must either choose 'center' or 'edge' for starting position.") - #Start writing moves - self.feed(feedrate) - syringe_extrusion = np.array([0.0,0.0]) - #Move to starting positon if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): x_move = -t[0]*b*math.cos(t[0])+center_position[0] @@ -1045,7 +1194,12 @@ def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, y_move = t[0]*b*math.sin(t[0])+center_position[1] self.move(x_move, y_move) + #Start writing moves + self.feed(feedrate) + syringe_extrusion = np.array([0.0,0.0]) + #Zero a & b axis before printing, we do this so it can easily do multiple layers without quickly jumping back to 0 + #Would likely be useful to change this to relative coordinates at some point self.write('G92 a0 b0') for step in t[1:]: @@ -1059,12 +1213,24 @@ def calculate_extrusion_values(radius, length, feed = feedrate, flow =flowrate, radius_pos = np.sqrt((self._current_position['x']-center_position[0])**2 + (self._current_position['y']-center_position[1])**2) line_length = np.sqrt((x_move-self._current_position['x'])**2 + (y_move-self._current_position['y'])**2) - syringe_extrusion += calculate_extrusion_values(radius_pos,line_length) - self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1]) + extrusion_values = calculate_extrusion_values(radius_pos,line_length) + syringe_extrusion += extrusion_values[:2] + self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1],color=extrusion_values[2]) + #Set back to relative mode if it was previsously before command was called if was_relative: self.relative() + def purge_meander(self, x, y, spacing, volume_fraction, start='LL', orientation='x', + tail=False, minor_feed=None): + flowrate = 0.033333 + self.write('FREERUN a {}'.format(flowrate*volume_fraction)) + self.write('FREERUN b {}'.format(flowrate*(1-volume_fraction))) + self.meander(x, y, spacing, start=start, orientation=orientation, + tail=tail, minor_feed=minor_feed) + self.write('FREERUN a 0') + self.write('FREERUN b 0') + # AeroTech Specific Functions ############################################ def get_axis_pos(self, axis): @@ -1127,25 +1293,32 @@ def calc_CRC8(self,data): # Public Interface ####################################################### - def view(self, backend='matplotlib'): + def view(self, backend='matplotlib',outfile=None): """ View the generated Gcode. Parameters ---------- backend : str (default: 'matplotlib') The plotting backend to use, one of 'matplotlib' or 'mayavi'. + 'matplotlib2d' has been addded to better visualize mixing. """ import numpy as np + import matplotlib.cm as cm history = np.array(self.position_history) + color = self.color_history if backend == 'matplotlib': from mpl_toolkits.mplot3d import Axes3D import matplotlib.pyplot as plt fig = plt.figure() ax = fig.gca(projection='3d') + + for index in [x+3 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, Z,color = cm.inferno(color[index])[:-1]) + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - ax.plot(X, Y, Z) # Hack to keep 3D plot's aspect ratio square. See SO answer: # http://stackoverflow.com/questions/13685386 @@ -1160,12 +1333,47 @@ def view(self, backend='matplotlib'): ax.set_ylim(mean_y - max_range, mean_y + max_range) ax.set_zlim(mean_z - max_range, mean_z + max_range) - plt.show() + if outfile = None: + plt.show() + else: + plt.savefig(outfile,dpi=200) + + elif backend == 'matplotlib2d': + from mpl_toolkits.mplot3d import Axes3D + import matplotlib.pyplot as plt + fig = plt.figure() + #ax = fig.gca(projection='3d') + ax = fig.gca() + ax.set_aspect('equal') + + for index in [x+3 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, color = cm.hot(color[1:-1][index])[:-1]) + + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] + + # Hack to keep 3D plot's aspect ratio square. See SO answer: + # http://stackoverflow.com/questions/13685386 + max_range = np.array([X.max()-X.min(), + Y.max()-Y.min(), + Z.max()-Z.min()]).max() / 2.0 + + mean_x = X.mean() + mean_y = Y.mean() + mean_z = Z.mean() + ax.set_xlim(mean_x - max_range, mean_x + max_range) + ax.set_ylim(mean_y - max_range, mean_y + max_range) + + if outfile = None: + plt.show() + else: + plt.savefig(outfile,dpi=200) + elif backend == 'mayavi': from mayavi import mlab mlab.plot3d(history[:, 0], history[:, 1], history[:, 2]) else: - raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib.") + raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d.") def write(self, statement_in, resp_needed=False): if self.print_lines is True or (self.print_lines == 'auto' and self.outfile is None): @@ -1270,7 +1478,7 @@ def _format_args(self, x=None, y=None, z=None, i=None, j=None, k=None, **kwargs) args = ' '.join(args) return args - def _update_current_position(self, mode='auto', x=None, y=None, z=None, + def _update_current_position(self, mode='auto', x=None, y=None, z=None, color = None, **kwargs): if mode == 'auto': mode = 'relative' if self.is_relative else 'absolute' @@ -1306,9 +1514,9 @@ def _update_current_position(self, mode='auto', x=None, y=None, z=None, z = self._current_position['z'] self.position_history.append((x, y, z)) + self.color_history.append(color) len_history = len(self.position_history) if (len(self.speed_history) == 0 or self.speed_history[-1][1] != self.speed): self.speed_history.append((len_history - 1, self.speed)) - From cdb829e17e2970f5c3c01845fcf1f25a5223b9b3 Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 4 Dec 2017 15:17:34 -0500 Subject: [PATCH 073/137] clean up --- mecode/main.py | 8 +- mecode/mixed_spiral_multilayer_wDead.py | 56 + mecode/mixed_spiral_singlelayer.pgm | 1038 ++ mecode/mixed_spiral_singlelayer.py | 28 + .../mixed_spiral_multilayer_wDead.pgm | 10178 ++++++++++++++++ .../mixed_spiral_sidebyside_noDead.pgm | 2945 +++++ mecode/spiral.gcode | 381 + 7 files changed, 14630 insertions(+), 4 deletions(-) create mode 100644 mecode/mixed_spiral_multilayer_wDead.py create mode 100644 mecode/mixed_spiral_singlelayer.pgm create mode 100644 mecode/mixed_spiral_singlelayer.py create mode 100644 mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm create mode 100644 mecode/mixing_print_files/mixed_spiral_sidebyside_noDead.pgm create mode 100644 mecode/spiral.gcode diff --git a/mecode/main.py b/mecode/main.py index a404fce..6915e43 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1316,7 +1316,7 @@ def view(self, backend='matplotlib',outfile=None): for index in [x+3 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.inferno(color[index])[:-1]) + ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=1.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1333,10 +1333,10 @@ def view(self, backend='matplotlib',outfile=None): ax.set_ylim(mean_y - max_range, mean_y + max_range) ax.set_zlim(mean_z - max_range, mean_z + max_range) - if outfile = None: + if outfile == None: plt.show() else: - plt.savefig(outfile,dpi=200) + plt.savefig(outfile,dpi=300) elif backend == 'matplotlib2d': from mpl_toolkits.mplot3d import Axes3D @@ -1364,7 +1364,7 @@ def view(self, backend='matplotlib',outfile=None): ax.set_xlim(mean_x - max_range, mean_x + max_range) ax.set_ylim(mean_y - max_range, mean_y + max_range) - if outfile = None: + if outfile == None: plt.show() else: plt.savefig(outfile,dpi=200) diff --git a/mecode/mixed_spiral_multilayer_wDead.py b/mecode/mixed_spiral_multilayer_wDead.py new file mode 100644 index 0000000..7bfb1af --- /dev/null +++ b/mecode/mixed_spiral_multilayer_wDead.py @@ -0,0 +1,56 @@ +from main import G +layer_height = 0.4 +with G(outfile='mixing_print_files/mixed_spiral_multilayer_wDead.pgm',aerotech_include=False,print_lines=False) as g: + g.write("VELOCITY ON") + # Use the A axis for z + g.rename_axis(z='A') + # Turn on spindle at 5rps + g.write("FREERUN c 5") + # Move to printing location to start purge meander + g.abs_move(x=-30.48,y=30.48+15,z=layer_height) + # Print purge meander + g.feed(8) + g.purge_meander(x=30.48,y=10.0,spacing=1,start='UL',volume_fraction=0) + # Turn the spindle off to prevent ozzing + g.write("FREERUN c 0") + # Disable and re-eneable motors to avoid error + g.write('DISABLE a b') + g.write('ENABLE a b') + # Move away from the meander at higher feedrate + g.feed(40) + # Print gradient spiral + layer_order = ['edge','center','edge','center','edge','center','edge'] + direction_order = ['CW','CCW','CW','CCW','CW','CCW','CW'] + # Set first layer height to regular layer height + height = layer_height + #Turn on the spindle + g.write("FREERUN c 5") + for layer, direction in zip(layer_order,direction_order): + # Print gradient spiral layer + g.gradient_spiral(start_diameter=2*7.62, #mm + end_diameter=2*30.48, #mm + spacing=1, #mm + feedrate=8, #mm/s + flowrate=2/60.0, #rot/s + start=layer, #'edge' or 'center' + direction=direction, #'CW' or 'CCW' + center_position = [0,0], #Location of spiral center (required for >1 layer) + gradient="0.7437*exp(0.1482*r)", #Dielectric as a function of the radius + dead_delay = 0.0) #mm 125mm for last attempt + # Disable and re-eneable motors to avoid error + g.write('DISABLE a b') + g.write('ENABLE a b') + #Move up to next layer at higher speed + height += layer_height + g.feed(40) + g.abs_move(z=height) + # Turn off spindle + g.write("FREERUN c 0") + # Move away from layer + g.feed(40) + g.move(z=10) + g.move(x=80) + # Turn off Velcoity Profiling Mode + g.write("VELOCITY OFF") + # Visualize gcode + #g.view(backend='matplotlib',outfile='image.png') \ No newline at end of file diff --git a/mecode/mixed_spiral_singlelayer.pgm b/mecode/mixed_spiral_singlelayer.pgm new file mode 100644 index 0000000..8479f3f --- /dev/null +++ b/mecode/mixed_spiral_singlelayer.pgm @@ -0,0 +1,1038 @@ +DVAR $hFile +DVAR $cCheck +DVAR $press +DVAR $length +DVAR $lame +DVAR $comport +DVAR $vacpress + +$DO0.0=0 +$DO1.0=0 +$DO2.0=0 +$DO3.0=0 + +Primary ; sets primary units mm and s +G65 F2000; accel speed mm/s^2 +G66 F2000;accel speed mm/s^2 + + +G91 +VELOCITY ON +FREERUN c 5 +G90 +G1 A0.300000 +G91 +G90 +G1 X0.956928 Y15.209927 +G1 F8 +G92 a0 b0 +G1 X1.212217 Y15.189029 a0.000000 b0.001067 +G1 X2.719690 Y14.976468 a0.000000 b0.007411 +G1 X4.196862 Y14.614835 a0.000000 b0.013747 +G1 X5.629046 Y14.108052 a0.000000 b0.020077 +G1 X7.002035 Y13.461484 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b2.082577 +G1 X-2.211755 Y3.728565 a0.709096 b2.084387 +G1 X-1.821757 Y3.916314 a0.709096 b2.086191 +G1 X-1.416438 Y4.063593 a0.709096 b2.087988 +G1 X-0.999967 Y4.169223 a0.709096 b2.089778 +G1 X-0.576596 Y4.232455 a0.709096 b2.091561 +G1 X-0.150611 Y4.252968 a0.709096 b2.093338 +G1 X0.273702 Y4.230874 a0.709096 b2.095109 +G1 X0.692109 Y4.166713 a0.709096 b2.096873 +G1 X1.100466 Y4.061439 a0.709096 b2.098630 +G1 X1.494761 Y3.916416 a0.709096 b2.100380 +G1 X1.871151 Y3.733395 a0.709096 b2.102124 +G1 X2.226005 Y3.514495 a0.709096 b2.103861 +G1 X2.555932 Y3.262179 a0.709096 b2.105592 +G1 X2.857820 Y2.979229 a0.709096 b2.107316 +G1 X3.128861 Y2.668711 a0.709096 b2.109033 +G1 X3.366576 Y2.333946 a0.709096 b2.110744 +G1 X3.568844 Y1.978472 a0.709096 b2.112448 +G1 X3.733911 Y1.606010 a0.709096 b2.114146 +G1 X3.860416 Y1.220420 a0.709096 b2.115837 +G1 X3.947390 Y0.825666 a0.709096 b2.117521 +G1 X3.994273 Y0.425773 a0.709096 b2.119198 +G1 X4.000909 Y0.024785 a0.709096 b2.120869 +G1 X3.967550 Y-0.373272 a0.709096 b2.122534 +G1 X3.894846 Y-0.764436 a0.709096 b2.124192 +G1 X3.783839 Y-1.144844 a0.709096 b2.125843 +G1 X3.635944 Y-1.510771 a0.709096 b2.127487 +G1 X3.452940 Y-1.858669 a0.709096 b2.129125 +G1 X3.236941 Y-2.185197 a0.709096 b2.130756 +G1 X2.990378 Y-2.487258 a0.709096 b2.132381 +G1 X2.715968 Y-2.762023 a0.709096 b2.133999 +G1 X2.416687 Y-3.006964 a0.709096 b2.135611 +G1 X2.095737 Y-3.219869 a0.709096 b2.137215 +G1 X1.756509 Y-3.398868 a0.709096 b2.138813 +G1 X1.402555 Y-3.542448 a0.709096 b2.140405 +G91 +G1 A10.000000 +FREERUN c 0 +VELOCITY OFF +;#################################### Code ########################################## + +M2 + +;##########Nordson Pressure Box Functions############; +DFS setPress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $press = $Q * 10.0 + $strtask2 = DBLTOSTR( $press , 0 ) + + + $length = STRLEN( $strtask2 ) + WHILE $length < 4.0 + $strtask2 = "0" + $strtask2 + $length = STRLEN( $strtask2 ) + ENDWHILE + + + $strtask2 = "08PS " + $strtask2 + + $cCheck = 0.00 + $lame = STRTOASCII ($strtask2, 0) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 1) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 2) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 3) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 4) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 5) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 6) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 7) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 8) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 9) + $cCheck = $cCheck - $lame + + WHILE( $cCheck) < 0 + $cCheck = $cCheck + 256 + ENDWHILE + + + $strtask3 = makestring "{#H}" $cCheck + $strtask3 = STRUPR( $strtask3 ) + $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" + + FILEWRITE $hFile "\x05" + FILEWRITE $hFile $strtask2 + FILEWRITE $hFile "\x04" + + + FILECLOSE $hFile + + +ENDDFS + +DFS setVac + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $vacpress = $Q * 10.0 + $strtask2 = DBLTOSTR( $vacpress , 0 ) + + + $length = STRLEN( $strtask2 ) + WHILE $length < 4.0 + $strtask2 = "0" + $strtask2 + $length = STRLEN( $strtask2 ) + ENDWHILE + + + $strtask2 = "08VS " + $strtask2 + + $cCheck = 0.00 + $lame = STRTOASCII ($strtask2, 0) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 1) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 2) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 3) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 4) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 5) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 6) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 7) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 8) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 9) + $cCheck = $cCheck - $lame + + WHILE( $cCheck) < 0 + $cCheck = $cCheck + 256 + ENDWHILE + + + $strtask3 = makestring "{#H}" $cCheck + $strtask3 = STRUPR( $strtask3 ) + $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" + + FILEWRITE $hFile "\x05" + FILEWRITE $hFile $strtask2 + FILEWRITE $hFile "\x04" + + + FILECLOSE $hFile + + +ENDDFS + +DFS togglePress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + + $strtask2 = "04DI " + + $cCheck = 0.00 + $lame = STRTOASCII ($strtask2, 0) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 1) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 2) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 3) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 4) + $cCheck = $cCheck - $lame + $lame = STRTOASCII( $strtask2, 5) + $cCheck = $cCheck - $lame + + WHILE( $cCheck) < 0 + $cCheck = $cCheck + 256 + ENDWHILE + + + $strtask3 = makestring "{#H}" $cCheck + $strtask3 = STRUPR( $strtask3 ) + $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" + + FILEWRITE $hFile "\x05" + FILEWRITE $hFile $strtask2 + FILEWRITE $hFile "\x04" + + + FILECLOSE $hFile + G4 P0.15 + +ENDDFS + +;##########Omnicure Functions############; +DFS omniOn + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "OPN40" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +DFS omniOff + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile "CLS3A" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +DFS omniSetInt + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"READY0A",0) + FILEWRITE $hFile "CONN18" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile $strtask4 + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"ReceivedBF",0) + FILEWRITE $hFile $strtask4 + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + WHILE STRCMP($strtask2,"CLOSED42",0) + FILEWRITE $hFile "DCONE1" + FILEREAD $hFile, 0, $strtask2 + ENDWHILE + FILECLOSE $hFile + +ENDDFS + +;##########Alicat Functions############; +DFS setAlicatPress + + $strtask1 = DBLTOSTR( $P, 0 ) + $strtask1 = "COM" + $strtask1 + $hFile = FILEOPEN $strtask1, 2 + COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" + COMMSETTIMEOUT $hFile, -1, -1, 1000 + + $strtask2 = DBLTOSTR($Q,2) + $strtask3 = "AS" + $strtask2 + "\x0D" + FILEWRITENOTERM $hFile $strtask3 + FILECLOSE $hFile + +ENDDFS + + diff --git a/mecode/mixed_spiral_singlelayer.py b/mecode/mixed_spiral_singlelayer.py new file mode 100644 index 0000000..d188da8 --- /dev/null +++ b/mecode/mixed_spiral_singlelayer.py @@ -0,0 +1,28 @@ +from main import G +layer_height = 0.3 +with G(outfile='mixed_spiral_singlelayer.pgm',aerotech_include=True,print_lines=False) as g: + # Turn on Velocity Profiling Mode + g.write("VELOCITY ON") + # Turn on spindle at 5rps + g.write("FREERUN c 5") + # Use the A axis for z + g.rename_axis(z='A') + # Move to printing height + g.abs_move(z=layer_height) + # Print gradient spiral + g.gradient_spiral(start_diameter=7.62, #mm + end_diameter=30.48, #mm + spacing=1, #mm + feedrate=8, #mm/s + flowrate=2/60.0, #rot/s + start='edge', #'edge' or 'center' + direction='CW', #'CW' or 'CCW' + gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function + #gradient="3*(r-9.525)**2") + # Move away from layer + g.move(z=10) + # Turn off spindle + g.write("FREERUN c 0") + # Turn off Velcoity Profiling Mode + g.write("VELOCITY OFF") + g.view(backend='matplotlib2d') \ No newline at end of file diff --git a/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm b/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm new file mode 100644 index 0000000..05e64dd --- /dev/null +++ b/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm @@ -0,0 +1,10178 @@ +G91 +VELOCITY ON +FREERUN c 5 +G90 +G1 X-30.480000 Y45.480000 A0.400000 +G91 +G1 F8 +FREERUN a 0.0 +FREERUN b 0.033333 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 X-30.480000 +G1 Y-1.000000 +G1 X30.480000 +G1 Y-1.000000 +G1 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X-2.507009 Y-14.458667 +G1 X-3.948791 Y-14.175093 +G1 X-5.358893 Y-13.747720 +G1 X-6.722972 Y-13.180053 +G1 X-8.027067 Y-12.477028 +G1 X-9.257746 Y-11.644969 +G1 X-10.402243 Y-10.691535 +G1 X-11.448590 Y-9.625645 +G1 X-12.385741 Y-8.457402 +G1 X-13.203689 Y-7.197988 +G1 X-13.893573 Y-5.859568 +G1 X-14.447774 Y-4.455164 +G1 X-14.859996 Y-2.998533 +G1 X-15.125339 Y-1.504028 +G1 X-15.240000 Y-0.000000 +G91 From 1da4776f9667fdbbb4df7bce7f0b825e2e175181 Mon Sep 17 00:00:00 2001 From: RobWks Date: Fri, 15 Dec 2017 12:20:52 -0500 Subject: [PATCH 074/137] Added read laser function to shapie specific functions. --- mecode/main.py | 6 ++++++ 1 file changed, 6 insertions(+) diff --git a/mecode/main.py b/mecode/main.py index 6915e43..07fbcfe 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1291,6 +1291,12 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) + # Shapie Specific Functions ############################################## + + def read_laser(self): + val = self.write('M54') + return val + # Public Interface ####################################################### def view(self, backend='matplotlib',outfile=None): From 640d75a63cfc98b5f806e3dc74b84ffcad503eff Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 19 Dec 2017 17:19:03 -0500 Subject: [PATCH 075/137] Fixed the printer object interface to work with the current rambo setup. --- mecode/printer.py | 14 ++++++++------ 1 file changed, 8 insertions(+), 6 deletions(-) diff --git a/mecode/printer.py b/mecode/printer.py index 1a3582a..855db82 100644 --- a/mecode/printer.py +++ b/mecode/printer.py @@ -39,10 +39,10 @@ def decode2To3(s): logger = logging.getLogger(__name__) logger.setLevel(logging.DEBUG) -#logger.addHandler(logging.StreamHandler()) -#fh = logging.FileHandler(os.path.join(HERE, 'voxelface.log')) -#fh.setFormatter(logging.Formatter('%(asctime)s - %(threadName)s - %(levelname)s - %(message)s')) -#logger.addHandler(fh) +logger.addHandler(logging.StreamHandler()) +fh = logging.FileHandler(os.path.join(HERE, 'voxelface.log')) +fh.setFormatter(logging.Formatter('%(asctime)s - %(threadName)s - %(levelname)s - %(message)s')) +logger.addHandler(fh) class Printer(object): @@ -51,7 +51,7 @@ class Printer(object): """ - def __init__(self, port='/dev/tty.usbmodem1421', baudrate=250000): + def __init__(self, port='/dev/tty.usbmodem1411', baudrate=250000): # USB port and baudrate for communication with the printer. self.port = port @@ -343,7 +343,7 @@ def _is_read_thread_running(self): def _print_worker(self): """ This method is spawned in the print thread. It loops over every line - in the _buffer and sends it over serial to the printer. + in the _buffer and sends it over seriwal to the printer. """ while not self.stop_printing: @@ -411,6 +411,8 @@ def _read_worker(self): self._ok_received.set() self.responses.append(full_resp) full_resp = '' + if 'start' in line: + self.responses.append(line) else: # if no printer is attached, wait 10ms to check again. sleep(0.01) From 925f87443cddbe2ff79d97dacc696c708cd0bf0b Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 19 Dec 2017 17:23:50 -0500 Subject: [PATCH 076/137] Added read_laser function for shapie automation. --- mecode/main.py | 7 ++++++- 1 file changed, 6 insertions(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 07fbcfe..dbc10b9 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1294,7 +1294,12 @@ def calc_CRC8(self,data): # Shapie Specific Functions ############################################## def read_laser(self): - val = self.write('M54') + self.write('G4 P1') + try: + val = float(self.write('M54',resp_needed=True).split('ok')[0]) + return val + except: + raise ValueError("Failed to receive data from laser.") return val # Public Interface ####################################################### From 558cff929423a5f97893d8ab553ae8e9b62ff204 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 9 Jan 2018 14:59:13 -0500 Subject: [PATCH 077/137] Updated original spiral function with some of the functionality that was later added to the gradient spiral function. Namely, the ability to set the center position and feedrate for the spiral. --- mecode/main.py | 66 +++++++++++++++++++++++++++++++------------------- 1 file changed, 41 insertions(+), 25 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index dbc10b9..1c9a0fc 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -883,8 +883,8 @@ def triangular_wave(self, x, y, cycles, start='UR', orientation='x'): if was_absolute: self.absolute() - def spiral(self, end_diameter, spacing, start='center', direction='CW', - step_angle = 0.1, start_diameter = 0): + def spiral(self, end_diameter, spacing, feedrate, start='center', direction='CW', + step_angle = 0.1, start_diameter = 0, center_position=None): """ Performs an Archimedean spiral. Start by moving to the center of the spiral location then use the 'start' argument to specify a starting location (either center or edge). @@ -894,43 +894,43 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', The outer diameter of the spiral. spacing : float The spacing between lines of the spiral. - start_diameter : float - The inner diameter of the spiral (default: 0). - step_angle : float - Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + feedrate : float + Feedrate is the speed of the nozzle relative to the substrate start : str (either 'center', 'edge') The location to start the spiral (default: 'center'). direction : str (either 'CW', 'CCW') Direction to print the spiral, either clockwise or counterclockwise. (default: 'CW') + step_angle : float + Resolution of the spiral in radians, smaller is higher resolution (default: 0.1). + start_diameter : float + The inner diameter of the spiral (default: 0). + center_position : list + Position of the absolute center of the spiral, useful when starting a spiral at the edge of a completed spiral Examples - -------- - >>> # move to origin - >>> g.absolute() - >>> g.move(x=0, y=0) - >>> # start first spiral, outer diameter of 20, spacing of 1 - >>> g.spiral(20,1) + >>> # start first spiral, outer diameter of 20, spacing of 1, feedrate of 8 + >>> g.spiral(20,1,8) >>> # move to second spiral location and do similar spiral but start at edge - >>> g.move(x=50,y=0) - >>> g.spiral(20,1,start='edge') + >>> g.spiral(20,1,8,start='edge',center_position=[50,0]) >>> # move to third spiral location, this time starting at edge but printing CCW - >>> g.move(y=50,x=50) - >>> g.spiral(20,1,start='edge',direction='CCW') + >>> g.spiral(20,1,8,start='edge',direction='CCW',center_position=[50,50]) >>> # move to fourth spiral location, starting at center again but printing CCW - >>> g.move(x=0,y=50) - >>> g.spiral(20,1,direction='CCW') + >>> g.spiral(20,1,8,direction='CCW',center_position=[0,50]) """ import numpy as np start_spiral_turns = (start_diameter/2.0)/spacing end_spiral_turns = (end_diameter/2.0)/spacing - starting_position = [self._current_position['x'],self._current_position['y']] + #Use current position as center position if none is specified + if center_position is None: + center_position = [self._current_position['x'],self._current_position['y']] + #Keep track of whether currently in relative or absolute mode was_relative = True if self.is_relative: self.absolute() @@ -940,6 +940,7 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', # SEE: https://www.comsol.com/blogs/how-to-build-a-parameterized-archimedean-spiral-geometry/ b = spacing/(2*math.pi) t = np.arange(start_spiral_turns*2*math.pi, end_spiral_turns*2*math.pi, step_angle) + #Add last final point to ensure correct outer diameter t = np.append(t,end_spiral_turns*2*math.pi) if start == 'center': @@ -948,17 +949,31 @@ def spiral(self, end_diameter, spacing, start='center', direction='CW', t = t[::-1] else: raise Exception("Must either choose 'center' or 'edge' for starting position.") - for step in t: + + #Move to starting positon + if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): + x_move = -t[0]*b*math.cos(t[0])+center_position[0] + elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): + x_move = t[0]*b*math.cos(t[0])+center_position[0] + else: + raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") + y_move = t[0]*b*math.sin(t[0])+center_position[1] + self.move(x_move, y_move) + + #Start writing moves + self.feed(feedrate) + + for step in t[1:]: if (direction == 'CW' and start == 'center') or (direction == 'CCW' and start == 'edge'): - x_move = -step*b*math.cos(step)+starting_position[0] + x_move = -step*b*math.cos(step)+center_position[0] elif (direction == 'CCW' and start == 'center') or (direction == 'CW' and start == 'edge'): - x_move = step*b*math.cos(step)+starting_position[0] + x_move = step*b*math.cos(step)+center_position[0] else: raise Exception("Must either choose 'CW' or 'CCW' for spiral direction.") - y_move = step*b*math.sin(step)+starting_position[1] + y_move = step*b*math.sin(step)+center_position[1] self.move(x_move, y_move) - #self.write(";{}".format(2*((x_move-starting_position[0])**2+(y_move-starting_position[1])**2)**0.5)) + #Set back to relative mode if it was previsously before command was called if was_relative: self.relative() @@ -1327,7 +1342,8 @@ def view(self, backend='matplotlib',outfile=None): for index in [x+3 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=1.5) + #ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=4.5) + ax.plot(X, Y, Z,color = 'b',linewidth=4.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] From 1a80bc8c4e123d46521faa3cfe0d98a5ac23689d Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 9 Jan 2018 15:05:26 -0500 Subject: [PATCH 078/137] Removed unecessary files. --- mecode/mixed_spiral_multilayer_wDead.py | 56 - mecode/mixed_spiral_singlelayer.pgm | 1038 -- mecode/mixed_spiral_singlelayer.py | 28 - .../mixed_spiral_multilayer_wDead.pgm | 10178 ---------------- .../mixed_spiral_sidebyside_noDead.pgm | 2945 ----- mecode/spiral.gcode | 381 - 6 files changed, 14626 deletions(-) delete mode 100644 mecode/mixed_spiral_multilayer_wDead.py delete mode 100644 mecode/mixed_spiral_singlelayer.pgm delete mode 100644 mecode/mixed_spiral_singlelayer.py delete mode 100644 mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm delete mode 100644 mecode/mixing_print_files/mixed_spiral_sidebyside_noDead.pgm delete mode 100644 mecode/spiral.gcode diff --git a/mecode/mixed_spiral_multilayer_wDead.py b/mecode/mixed_spiral_multilayer_wDead.py deleted file mode 100644 index 7bfb1af..0000000 --- a/mecode/mixed_spiral_multilayer_wDead.py +++ /dev/null @@ -1,56 +0,0 @@ -from main import G -layer_height = 0.4 -with G(outfile='mixing_print_files/mixed_spiral_multilayer_wDead.pgm',aerotech_include=False,print_lines=False) as g: - g.write("VELOCITY ON") - # Use the A axis for z - g.rename_axis(z='A') - # Turn on spindle at 5rps - g.write("FREERUN c 5") - # Move to printing location to start purge meander - g.abs_move(x=-30.48,y=30.48+15,z=layer_height) - # Print purge meander - g.feed(8) - g.purge_meander(x=30.48,y=10.0,spacing=1,start='UL',volume_fraction=0) - # Turn the spindle off to prevent ozzing - g.write("FREERUN c 0") - # Disable and re-eneable motors to avoid error - g.write('DISABLE a b') - g.write('ENABLE a b') - # Move away from the meander at higher feedrate - g.feed(40) - # Print gradient spiral - layer_order = ['edge','center','edge','center','edge','center','edge'] - direction_order = ['CW','CCW','CW','CCW','CW','CCW','CW'] - # Set first layer height to regular layer height - height = layer_height - #Turn on the spindle - g.write("FREERUN c 5") - for layer, direction in zip(layer_order,direction_order): - # Print gradient spiral layer - g.gradient_spiral(start_diameter=2*7.62, #mm - end_diameter=2*30.48, #mm - spacing=1, #mm - feedrate=8, #mm/s - flowrate=2/60.0, #rot/s - start=layer, #'edge' or 'center' - direction=direction, #'CW' or 'CCW' - center_position = [0,0], #Location of spiral center (required for >1 layer) - gradient="0.7437*exp(0.1482*r)", #Dielectric as a function of the radius - dead_delay = 0.0) #mm 125mm for last attempt - # Disable and re-eneable motors to avoid error - g.write('DISABLE a b') - g.write('ENABLE a b') - #Move up to next layer at higher speed - height += layer_height - g.feed(40) - g.abs_move(z=height) - # Turn off spindle - g.write("FREERUN c 0") - # Move away from layer - g.feed(40) - g.move(z=10) - g.move(x=80) - # Turn off Velcoity Profiling Mode - g.write("VELOCITY OFF") - # Visualize gcode - #g.view(backend='matplotlib',outfile='image.png') \ No newline at end of file diff --git a/mecode/mixed_spiral_singlelayer.pgm b/mecode/mixed_spiral_singlelayer.pgm deleted file mode 100644 index 8479f3f..0000000 --- a/mecode/mixed_spiral_singlelayer.pgm +++ /dev/null @@ -1,1038 +0,0 @@ -DVAR $hFile -DVAR $cCheck -DVAR $press -DVAR $length -DVAR $lame -DVAR $comport -DVAR $vacpress - -$DO0.0=0 -$DO1.0=0 -$DO2.0=0 -$DO3.0=0 - -Primary ; sets primary units mm and s -G65 F2000; accel speed mm/s^2 -G66 F2000;accel speed mm/s^2 - - -G91 -VELOCITY ON -FREERUN c 5 -G90 -G1 A0.300000 -G91 -G90 -G1 X0.956928 Y15.209927 -G1 F8 -G92 a0 b0 -G1 X1.212217 Y15.189029 a0.000000 b0.001067 -G1 X2.719690 Y14.976468 a0.000000 b0.007411 -G1 X4.196862 Y14.614835 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a0.709096 b2.119198 -G1 X4.000909 Y0.024785 a0.709096 b2.120869 -G1 X3.967550 Y-0.373272 a0.709096 b2.122534 -G1 X3.894846 Y-0.764436 a0.709096 b2.124192 -G1 X3.783839 Y-1.144844 a0.709096 b2.125843 -G1 X3.635944 Y-1.510771 a0.709096 b2.127487 -G1 X3.452940 Y-1.858669 a0.709096 b2.129125 -G1 X3.236941 Y-2.185197 a0.709096 b2.130756 -G1 X2.990378 Y-2.487258 a0.709096 b2.132381 -G1 X2.715968 Y-2.762023 a0.709096 b2.133999 -G1 X2.416687 Y-3.006964 a0.709096 b2.135611 -G1 X2.095737 Y-3.219869 a0.709096 b2.137215 -G1 X1.756509 Y-3.398868 a0.709096 b2.138813 -G1 X1.402555 Y-3.542448 a0.709096 b2.140405 -G91 -G1 A10.000000 -FREERUN c 0 -VELOCITY OFF -;#################################### Code ########################################## - -M2 - -;##########Nordson Pressure Box Functions############; -DFS setPress - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - $press = $Q * 10.0 - $strtask2 = DBLTOSTR( $press , 0 ) - - - $length = STRLEN( $strtask2 ) - WHILE $length < 4.0 - $strtask2 = "0" + $strtask2 - $length = STRLEN( $strtask2 ) - ENDWHILE - - - $strtask2 = "08PS " + $strtask2 - - $cCheck = 0.00 - $lame = STRTOASCII ($strtask2, 0) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 1) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 2) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 3) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 4) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 5) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 6) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 7) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 8) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 9) - $cCheck = $cCheck - $lame - - WHILE( $cCheck) < 0 - $cCheck = $cCheck + 256 - ENDWHILE - - - $strtask3 = makestring "{#H}" $cCheck - $strtask3 = STRUPR( $strtask3 ) - $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" - - FILEWRITE $hFile "\x05" - FILEWRITE $hFile $strtask2 - FILEWRITE $hFile "\x04" - - - FILECLOSE $hFile - - -ENDDFS - -DFS setVac - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - $vacpress = $Q * 10.0 - $strtask2 = DBLTOSTR( $vacpress , 0 ) - - - $length = STRLEN( $strtask2 ) - WHILE $length < 4.0 - $strtask2 = "0" + $strtask2 - $length = STRLEN( $strtask2 ) - ENDWHILE - - - $strtask2 = "08VS " + $strtask2 - - $cCheck = 0.00 - $lame = STRTOASCII ($strtask2, 0) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 1) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 2) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 3) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 4) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 5) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 6) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 7) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 8) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 9) - $cCheck = $cCheck - $lame - - WHILE( $cCheck) < 0 - $cCheck = $cCheck + 256 - ENDWHILE - - - $strtask3 = makestring "{#H}" $cCheck - $strtask3 = STRUPR( $strtask3 ) - $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" - - FILEWRITE $hFile "\x05" - FILEWRITE $hFile $strtask2 - FILEWRITE $hFile "\x04" - - - FILECLOSE $hFile - - -ENDDFS - -DFS togglePress - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=115200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - - $strtask2 = "04DI " - - $cCheck = 0.00 - $lame = STRTOASCII ($strtask2, 0) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 1) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 2) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 3) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 4) - $cCheck = $cCheck - $lame - $lame = STRTOASCII( $strtask2, 5) - $cCheck = $cCheck - $lame - - WHILE( $cCheck) < 0 - $cCheck = $cCheck + 256 - ENDWHILE - - - $strtask3 = makestring "{#H}" $cCheck - $strtask3 = STRUPR( $strtask3 ) - $strtask2 = "\x02" + $strtask2 + $strtask3 + "\x03" - - FILEWRITE $hFile "\x05" - FILEWRITE $hFile $strtask2 - FILEWRITE $hFile "\x04" - - - FILECLOSE $hFile - G4 P0.15 - -ENDDFS - -;##########Omnicure Functions############; -DFS omniOn - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "OPN40" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - -ENDDFS - -DFS omniOff - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "CLS3A" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - -ENDDFS - -DFS omniSetInt - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile $strtask4 - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile $strtask4 - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" - FILEREAD $hFile, 0, $strtask2 - ENDWHILE - FILECLOSE $hFile - -ENDDFS - -;##########Alicat Functions############; -DFS setAlicatPress - - $strtask1 = DBLTOSTR( $P, 0 ) - $strtask1 = "COM" + $strtask1 - $hFile = FILEOPEN $strtask1, 2 - COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" - COMMSETTIMEOUT $hFile, -1, -1, 1000 - - $strtask2 = DBLTOSTR($Q,2) - $strtask3 = "AS" + $strtask2 + "\x0D" - FILEWRITENOTERM $hFile $strtask3 - FILECLOSE $hFile - -ENDDFS - - diff --git a/mecode/mixed_spiral_singlelayer.py b/mecode/mixed_spiral_singlelayer.py deleted file mode 100644 index d188da8..0000000 --- a/mecode/mixed_spiral_singlelayer.py +++ /dev/null @@ -1,28 +0,0 @@ -from main import G -layer_height = 0.3 -with G(outfile='mixed_spiral_singlelayer.pgm',aerotech_include=True,print_lines=False) as g: - # Turn on Velocity Profiling Mode - g.write("VELOCITY ON") - # Turn on spindle at 5rps - g.write("FREERUN c 5") - # Use the A axis for z - g.rename_axis(z='A') - # Move to printing height - g.abs_move(z=layer_height) - # Print gradient spiral - g.gradient_spiral(start_diameter=7.62, #mm - end_diameter=30.48, #mm - spacing=1, #mm - feedrate=8, #mm/s - flowrate=2/60.0, #rot/s - start='edge', #'edge' or 'center' - direction='CW', #'CW' or 'CCW' - gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function - #gradient="3*(r-9.525)**2") - # Move away from layer - g.move(z=10) - # Turn off spindle - g.write("FREERUN c 0") - # Turn off Velcoity Profiling Mode - g.write("VELOCITY OFF") - g.view(backend='matplotlib2d') \ No newline at end of file diff --git a/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm b/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm deleted file mode 100644 index 05e64dd..0000000 --- a/mecode/mixing_print_files/mixed_spiral_multilayer_wDead.pgm +++ /dev/null @@ -1,10178 +0,0 @@ -G91 -VELOCITY ON -FREERUN c 5 -G90 -G1 X-30.480000 Y45.480000 A0.400000 -G91 -G1 F8 -FREERUN a 0.0 -FREERUN b 0.033333 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -G1 Y-1.000000 -G1 X-30.480000 -G1 Y-1.000000 -G1 X30.480000 -FREERUN a 0 -FREERUN b 0 -FREERUN c 0 -DISABLE a b -ENABLE a b -G1 F40 -FREERUN c 5 -G90 -G1 X-30.239656 Y3.820157 -G1 F8 -G92 a0 b0 -G1 X-30.088895 Y4.833499 a0.000000 b0.004269 -G1 X-29.440647 Y7.809148 a0.000000 b0.016958 -G1 X-28.499053 Y10.703699 a0.000000 b0.029641 -G1 X-27.273824 Y13.488328 a0.000000 b0.042317 -G1 X-25.777492 Y16.135337 a0.000000 b0.054986 -G1 X-24.025286 Y18.618434 a0.000000 b0.067649 -G1 X-22.034974 Y20.912989 a0.000000 b0.080305 -G1 X-19.826683 Y22.996284 a0.000000 b0.092955 -G1 X-17.422697 Y24.847733 a0.000000 b0.105598 -G1 X-14.847231 Y26.449086 a0.000000 b0.118234 -G1 X-12.126188 Y27.784614 a0.000000 b0.130864 -G1 X-9.286897 Y28.841256 a0.000000 b0.143487 -G1 X-6.357838 Y29.608752 a0.000000 b0.156103 -G1 X-3.368362 Y30.079740 a0.000000 b0.168713 -G1 X-0.348387 Y30.249827 a0.000000 b0.181316 -G1 X2.671890 Y30.117631 a0.000000 b0.193913 -G1 X5.662306 Y29.684791 a0.000000 b0.206503 -G1 X8.593024 Y28.955945 a0.000000 b0.219086 -G1 X11.434837 Y27.938686 a0.000000 b0.231663 -G1 X14.159456 Y26.643476 a0.000000 b0.244233 -G1 X16.739792 Y25.083544 a0.000000 b0.256796 -G1 X19.150227 Y23.274750 a0.000000 b0.269353 -G1 X21.366865 Y21.235422 a0.000000 b0.281903 -G1 X23.367772 Y18.986170 a0.000000 b0.294446 -G1 X25.133192 Y16.549681 a0.000000 b0.306983 -G1 X26.645742 Y13.950487 a0.000000 b0.319514 -G1 X27.890582 Y11.214719 a0.000000 b0.332037 -G1 X28.855564 Y8.369847 a0.000000 b0.344554 -G1 X29.531345 Y5.444397 a0.000000 b0.357065 -G1 X29.911482 Y2.467674 a0.000000 b0.369568 -G1 X29.992493 Y-0.530538 a0.000000 b0.382065 -G1 X29.773885 Y-3.520272 a0.000000 b0.394556 -G1 X29.258159 Y-6.471676 a0.000000 b0.407040 -G1 X28.450781 Y-9.355315 a0.000000 b0.419517 -G1 X27.360125 Y-12.142460 a0.000000 b0.431988 -G1 X25.997385 Y-14.805377 a0.000000 b0.444452 -G1 X24.376461 Y-17.317602 a0.000000 b0.456909 -G1 X22.513815 Y-19.654205 a0.000000 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X-2.507009 Y-14.458667 -G1 X-3.948791 Y-14.175093 -G1 X-5.358893 Y-13.747720 -G1 X-6.722972 Y-13.180053 -G1 X-8.027067 Y-12.477028 -G1 X-9.257746 Y-11.644969 -G1 X-10.402243 Y-10.691535 -G1 X-11.448590 Y-9.625645 -G1 X-12.385741 Y-8.457402 -G1 X-13.203689 Y-7.197988 -G1 X-13.893573 Y-5.859568 -G1 X-14.447774 Y-4.455164 -G1 X-14.859996 Y-2.998533 -G1 X-15.125339 Y-1.504028 -G1 X-15.240000 Y-0.000000 -G91 From 213d66174c7358bc95772a2bce985c0303fd5ca3 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 9 Jan 2018 16:33:19 -0500 Subject: [PATCH 079/137] Cleaned up g.view() to be compatible with a variety of prints. --- mecode/main.py | 18 ++++++++++-------- 1 file changed, 10 insertions(+), 8 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 1c9a0fc..c9efb98 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1319,7 +1319,7 @@ def read_laser(self): # Public Interface ####################################################### - def view(self, backend='matplotlib',outfile=None): + def view(self, backend='matplotlib',outfile=None, color=False): """ View the generated Gcode. Parameters @@ -1332,7 +1332,6 @@ def view(self, backend='matplotlib',outfile=None): import numpy as np import matplotlib.cm as cm history = np.array(self.position_history) - color = self.color_history if backend == 'matplotlib': from mpl_toolkits.mplot3d import Axes3D @@ -1340,10 +1339,13 @@ def view(self, backend='matplotlib',outfile=None): fig = plt.figure() ax = fig.gca(projection='3d') - for index in [x+3 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - #ax.plot(X, Y, Z,color = cm.gray(color[index])[:-1],linewidth=4.5) - ax.plot(X, Y, Z,color = 'b',linewidth=4.5) + if color: + for index in [x+3 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=4.5) + else: + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] + ax.plot(X, Y, Z) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1365,7 +1367,7 @@ def view(self, backend='matplotlib',outfile=None): else: plt.savefig(outfile,dpi=300) - elif backend == 'matplotlib2d': + elif backend == 'matplotlib2d': #Primarily for debugging mixing nozzle spirals from mpl_toolkits.mplot3d import Axes3D import matplotlib.pyplot as plt fig = plt.figure() @@ -1375,7 +1377,7 @@ def view(self, backend='matplotlib',outfile=None): for index in [x+3 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, color = cm.hot(color[1:-1][index])[:-1]) + ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=4.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] From 6db24cecb034ce55a1dde85e9d248ad3bb3e904d Mon Sep 17 00:00:00 2001 From: RobWks Date: Mon, 12 Mar 2018 14:26:12 -0400 Subject: [PATCH 080/137] Cleaning up viewer function, removing unecessary 3d plot square aspect ratio hack for 2D plots. --- mecode/main.py | 40 ++++++++++++++-------------------------- 1 file changed, 14 insertions(+), 26 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index c9efb98..b375cda 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1231,7 +1231,7 @@ def minor_fraction_calc(e,e_a=300,e_b=2.3,n=0.102,sr=0.6): extrusion_values = calculate_extrusion_values(radius_pos,line_length) syringe_extrusion += extrusion_values[:2] self.move(x_move, y_move, a=syringe_extrusion[0],b=syringe_extrusion[1],color=extrusion_values[2]) - + #Set back to relative mode if it was previsously before command was called if was_relative: self.relative() @@ -1331,16 +1331,16 @@ def view(self, backend='matplotlib',outfile=None, color=False): """ import numpy as np import matplotlib.cm as cm + from mpl_toolkits.mplot3d import Axes3D + import matplotlib.pyplot as plt history = np.array(self.position_history) if backend == 'matplotlib': - from mpl_toolkits.mplot3d import Axes3D - import matplotlib.pyplot as plt fig = plt.figure() ax = fig.gca(projection='3d') if color: - for index in [x+3 for x in range(len(history[1:-1])-3)]: + for index in [x+2 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=4.5) else: @@ -1365,38 +1365,26 @@ def view(self, backend='matplotlib',outfile=None, color=False): if outfile == None: plt.show() else: - plt.savefig(outfile,dpi=300) + plt.savefig(outfile,dpi=500) elif backend == 'matplotlib2d': #Primarily for debugging mixing nozzle spirals - from mpl_toolkits.mplot3d import Axes3D - import matplotlib.pyplot as plt fig = plt.figure() - #ax = fig.gca(projection='3d') + plt.margins(0.1) ax = fig.gca() ax.set_aspect('equal') - for index in [x+3 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=4.5) - - X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - - # Hack to keep 3D plot's aspect ratio square. See SO answer: - # http://stackoverflow.com/questions/13685386 - max_range = np.array([X.max()-X.min(), - Y.max()-Y.min(), - Z.max()-Z.min()]).max() / 2.0 - - mean_x = X.mean() - mean_y = Y.mean() - mean_z = Z.mean() - ax.set_xlim(mean_x - max_range, mean_x + max_range) - ax.set_ylim(mean_y - max_range, mean_y + max_range) + if color: + for index in [x+2 for x in range(len(history[1:-1])-3)]: + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=1.0) + else: + X, Y, Z = history[:, 0], history[:, 1], history[:, 2] + ax.plot(X, Y,linewidth=0.5) if outfile == None: plt.show() else: - plt.savefig(outfile,dpi=200) + plt.savefig(outfile,dpi=500) elif backend == 'mayavi': from mayavi import mlab From ac785d160f32386ef8123fe4d2d71033727f91f3 Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 14 Feb 2018 17:38:34 -0500 Subject: [PATCH 081/137] Added omnicure function for set irradiance set point, enables the omnicure to be controlled when calibreated. --- mecode/main.py | 13 +++++++++---- 1 file changed, 9 insertions(+), 4 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index b375cda..845bd86 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1284,10 +1284,15 @@ def omni_on(self, com_port): def omni_off(self, com_port): self.write('Call omniOff P{}'.format(com_port)) - def omni_intensity(self, com_port, value): - command = 'SIL{}'.format(value) - data = self.calc_CRC8(command) - self.write('$strtask4="{}"'.format(data)) + def omni_intensity(self, com_port, value, cal=False): + if cal: + command = 'SIR{:.2f}'.format(value) + data = self.calc_CRC8(command) + self.write('$strtask4="{}"'.format(data)) + else: + command = 'SIL{:.0f}'.format(value) + data = self.calc_CRC8(command) + self.write('$strtask4="{}"'.format(data)) self.write('Call omniSetInt P{}'.format(com_port)) def set_alicat_pressure(self,com_port,value): From 2d7527ea03b2d4939b85f0ef3cdd5753d3f1ce02 Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 24 Jul 2018 15:43:32 -0400 Subject: [PATCH 082/137] First commmit of new vpython backend for visualizing animations of prints created using mecode. --- mecode/main.py | 181 ++++++++++++++++++++++++++++++++++- mecode/tests/test_vpython.py | 45 +++++++++ 2 files changed, 225 insertions(+), 1 deletion(-) create mode 100644 mecode/tests/test_vpython.py diff --git a/mecode/main.py b/mecode/main.py index 845bd86..dc75ad1 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -214,6 +214,8 @@ def __init__(self, outfile=None, print_lines='auto', header=None, footer=None, self.color_history = [(0, 0, 0)] self.speed = 0 self.speed_history = [] + self.extruding = [None,False] + self.extruding_history = [] self._socket = None self._p = None @@ -1268,6 +1270,10 @@ def set_cal_file(self, path): def toggle_pressure(self, com_port): self.write('Call togglePress P{}'.format(com_port)) + if self.extruding[0] == com_port: + self.extruding = [com_port, not self.extruding[1]] + else: + self.extruding = [com_port,True] def set_pressure(self, com_port, value): self.write('Call setPress P{} Q{}'.format(com_port, value)) @@ -1324,7 +1330,7 @@ def read_laser(self): # Public Interface ####################################################### - def view(self, backend='matplotlib',outfile=None, color=False): + def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=False): """ View the generated Gcode. Parameters @@ -1394,6 +1400,176 @@ def view(self, backend='matplotlib',outfile=None, color=False): elif backend == 'mayavi': from mayavi import mlab mlab.plot3d(history[:, 0], history[:, 1], history[:, 2]) + + elif backend == 'vpython': + import vpython as vp + import copy + + #Scene setup + vp.scene.width = 1080 + vp.scene.height = 1080 + vp.scene.center = vp.vec(0,0,0) + vp.scene.forward = vp.vec(-1,-1,-1) + vp.scene.background = vp.vec(1,1,1) + framerate = 60 + fast_forward = 1 + + position_hist = history + speed_hist = dict(self.speed_history) + extruding_hist = dict(self.extruding_history) + extruding_state = False + printheads = np.unique([i[1][0] for i in self.extruding_history][1:]) + vpython_colors = [vp.color.red,vp.color.blue,vp.color.green,vp.color.cyan,vp.color.yellow,vp.color.magenta,vp.color.orange] + filament_color = dict(zip(printheads,vpython_colors[:len(printheads)])) + + #Swap Y & Z axis for new coordinate system + position_hist[:,[1,2]] = position_hist[:,[2,1]] + #Swap Z direction + position_hist[:,2] *= -1 + + #Check all values are available for animation + if 0 in speed_hist.values(): + raise ValueError('Cannot specify 0 for feedrate') + + class Printhead(object): + def __init__(self, nozzle_diameter, nozzle_length, start_location=vp.vec(0,0,0), start_orientation=vp.vec(0,1,0)): + #Record initialized position as current position + self.current_position = start_location + self.nozzle_length = nozzle_length + self.nozzle_diameter = nozzle_diameter + + #Create a cylinder to act as the nozzle + self.head = vp.cylinder(pos=start_location, + axis=nozzle_length*start_orientation, + radius=nozzle_diameter/2, + texture=vp.textures.metal) + + #Create trail for filament + self.tail = [] + self.previous_head_position = copy.copy(self.head.pos) + self.make_trail = False + + #Create Luer lock fitting + cyl_outline = np.array([[0.2,0], + [1.2,1.4], + [1.2,5.15], + [2.4,8.7], + [2.6,15.6], + [2.4,15.6], + [2.2,8.7], + [1.0,5.15], + [1.0,1.4], + [0,0], + [0.2,0]]) + fins_outline_r = np.array([[1.2,2.9], + [3.0,3.7], + [3.25,15.6], + [2.6,15.6], + [2.4,8.7], + [1.2,5.15], + [1.2,2.9]]) + fins_outline_l = np.array([[-1.2,2.9], + [-3.0,3.7], + [-3.25,15.6], + [-2.6,15.6], + [-2.4,8.7], + [-1.2,5.15], + [-1.2,2.9]]) + cyl_outline[:,1] += nozzle_length + fins_outline_r[:,1] += nozzle_length + fins_outline_l[:,1] += nozzle_length + cylpath = vp.paths.circle(radius=0.72/2) + left_fin = vp.extrusion(path=[vp.vec(0,0,-0.1),vp.vec(0,0,0.1)],shape=fins_outline_r.tolist(),color=vp.color.blue,opacity=0.7,shininess=0.1) + right_fin =vp.extrusion(path=[vp.vec(0,0,-0.1),vp.vec(0,0,0.1)],shape=fins_outline_l.tolist(),color=vp.color.blue,opacity=0.7,shininess=0.1) + luer_body = vp.extrusion(path=cylpath, shape=cyl_outline.tolist(), color=vp.color.blue,opacity=0.7,shininess=0.1) + luer_fitting = vp.compound([luer_body, right_fin, left_fin]) + + #Create Nordson Barrel + #Barrel_outline exterior + first_part = [[5.25,0]] + barrel_curve = np.array([[ 0. , 0. ], + [ 0.01538957, 0.19554308], + [ 0.06117935, 0.38627124], + [ 0.13624184, 0.56748812], + [ 0.23872876, 0.73473157], + [ 0.36611652, 0.88388348], + [ 0.9775778 , 1.82249027], + [ 1.46951498, 2.73798544], + [ 1.82981493, 3.60782647], + [ 2.04960588, 4.41059499], + [ 2.12347584, 5.12652416]]) + barrel_curve *= 1.5 + barrel_curve[:,0] += 5.25 + barrel_curve[:,1] += 8.25 + last_part = [[9.2,17.0], + [9.2,80]] + + barrel_outline = np.append(first_part,barrel_curve,axis=0) + barrel_outline = np.append(barrel_outline,last_part,axis=0) + barrel_outline[:,0] -= 1 + + #Create interior surface + barrel_outline_inter = np.copy(np.flip(barrel_outline,axis=0)) + barrel_outline_inter[:,0] -= 2.5 + barrel_outline = np.append(barrel_outline,barrel_outline_inter,axis=0) + barrel_outline = np.append(barrel_outline,[[4.25,0]],axis=0) + barrel_outline[:,1] += 13 + nozzle_length + + barrelpath = vp.paths.circle(radius=2.0/2) + barrel = vp.extrusion(path=barrelpath, shape=barrel_outline.tolist(), color=vp.color.gray(0.8),opacity=1.0,shininess=0.1) + + #Combine into single head + self.body = vp.compound([barrel,luer_fitting],pos=start_location+vp.vec(0,nozzle_length+46.5,0)) + + def abs_move(self, endpoint, feed=2.0,print_line=True,tail_color = None): + move_length = (endpoint - self.current_position).mag + time_to_move = move_length/(feed*fast_forward) + total_frames = round(time_to_move*framerate) + + #Create linspace of points between beginning and end + inter_points = np.array([np.linspace(i,j,total_frames) for i,j in zip([self.current_position.x,self.current_position.y,self.current_position.z],[endpoint.x,endpoint.y,endpoint.z])]) + + for inter_move in np.transpose(inter_points): + vp.rate(framerate) + self.head.pos.x = self.body.pos.x = inter_move[0] + self.head.pos.z = self.body.pos.z = inter_move[2] + self.head.pos.y = inter_move[1] + self.body.pos.y = inter_move[1]+self.nozzle_length+46.5 + + if self.make_trail and print_line : + if (self.previous_head_position.x != self.head.pos.x) or (self.previous_head_position.y != self.head.pos.y) or (self.previous_head_position.z != self.head.pos.z): + self.tail[-1].append(pos=vp.vec(self.head.pos.x,self.head.pos.y-self.nozzle_diameter/2,self.head.pos.z)) + elif not self.make_trail and print_line: + vp.sphere(pos=vp.vec(self.head.pos.x,self.head.pos.y-self.nozzle_diameter/2,self.head.pos.z),color=tail_color,radius=self.nozzle_diameter/2) + self.tail.append(vp.curve(pos=vp.vec(self.head.pos.x,self.head.pos.y-self.nozzle_diameter/2,self.head.pos.z),color=tail_color,radius=self.nozzle_diameter/2)) + self.make_trail = print_line + + self.previous_head_position = copy.copy(self.head.pos) + + #Track tip of nozzle with camera if nozzle_cam mode is on + if nozzle_cam: + vp.scene.center = self.head.pos + + #Set endpoint as current position + self.current_position = endpoint + + def run(): + #Stepping through all moves after initial position + extrusing_state = False + for count, (pos, color) in enumerate(zip(position_hist[1:],self.color_history[1:]),1): + X, Y, Z = pos + if count in speed_hist: + t_speed = speed_hist[count] + if count in extruding_hist: + extruding_state = extruding_hist[count][1] + t_color = filament_color[extruding_hist[count][0]] if extruding_hist[count][0] != None else vp.color.black + self.head.abs_move(vp.vec(*pos),feed=t_speed,print_line=extruding_state,tail_color=t_color) + + self.head = Printhead(nozzle_diameter=0.72,nozzle_length=30, start_location=vp.vec(*position_hist[0])) + vp.box(pos=vp.vec(0.0,-0.5,0.0),length=100, height=1, width=100,color=vp.color.gray(0.8)) + vp.scene.waitfor('click') + run() + else: raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d.") @@ -1542,3 +1718,6 @@ def _update_current_position(self, mode='auto', x=None, y=None, z=None, color = if (len(self.speed_history) == 0 or self.speed_history[-1][1] != self.speed): self.speed_history.append((len_history - 1, self.speed)) + if (len(self.extruding_history) == 0 + or self.extruding_history[-1][1] != self.extruding): + self.extruding_history.append((len_history - 1, self.extruding)) diff --git a/mecode/tests/test_vpython.py b/mecode/tests/test_vpython.py new file mode 100644 index 0000000..1c39d3a --- /dev/null +++ b/mecode/tests/test_vpython.py @@ -0,0 +1,45 @@ +import sys +sys.path.append("..") +from main import G +g = G() +g.set_pressure(3,30) +g.set_pressure(6,30) +g.feed(20) +g.absolute() +g.move(x=2.5,y=-12.5,z=0.72) +g.relative() +g.feed(2) +g.toggle_pressure(1) +g.move(x=10) +g.move(y=10) +g.toggle_pressure(1) +g.feed(20) +g.move(z=5) +g.move(y=5) +g.move(z=-5) +g.feed(2) +g.toggle_pressure(2) +g.move(y=10) +g.move(x=-10) +g.toggle_pressure(2) +g.feed(20) +g.move(z=5) +g.move(x=-5) +g.move(z=-5) +g.feed(2) +g.toggle_pressure(3) +g.move(x=-10) +g.move(y=-10) +g.toggle_pressure(3) +g.feed(20) +g.move(z=5) +g.move(y=-5) +g.move(z=-5) +g.feed(2) +g.toggle_pressure(4) +g.move(y=-10) +g.move(x=10) +g.toggle_pressure(4) +g.feed(20) +g.move(z=5) +g.view(backend='vpython') \ No newline at end of file From ddf24e3cbfea98546e553e7bd25c1b6e1841c6e3 Mon Sep 17 00:00:00 2001 From: RobWks Date: Thu, 2 Aug 2018 15:20:49 -0400 Subject: [PATCH 083/137] Added flowrate as an argument to the purge meander function. --- mecode/main.py | 7 +++---- 1 file changed, 3 insertions(+), 4 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index dc75ad1..c09a0f4 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1238,9 +1238,8 @@ def minor_fraction_calc(e,e_a=300,e_b=2.3,n=0.102,sr=0.6): if was_relative: self.relative() - def purge_meander(self, x, y, spacing, volume_fraction, start='LL', orientation='x', + def purge_meander(self, x, y, spacing, volume_fraction, flowrate, start='LL', orientation='x', tail=False, minor_feed=None): - flowrate = 0.033333 self.write('FREERUN a {}'.format(flowrate*volume_fraction)) self.write('FREERUN b {}'.format(flowrate*(1-volume_fraction))) self.meander(x, y, spacing, start=start, orientation=orientation, @@ -1350,10 +1349,10 @@ def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=Fal fig = plt.figure() ax = fig.gca(projection='3d') - if color: + if color_on: for index in [x+2 for x in range(len(history[1:-1])-3)]: X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=4.5) + ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=1.5) else: X, Y, Z = history[:, 0], history[:, 1], history[:, 2] ax.plot(X, Y, Z) From 9eac2a7c0b4d470b7fd6712e9159dd995649c23a Mon Sep 17 00:00:00 2001 From: RobWks Date: Tue, 18 Sep 2018 14:50:33 -0400 Subject: [PATCH 084/137] Added various parameters to the view function to control the behavior/look of the vpython animation. --- mecode/main.py | 47 +++++++++++++++++++++++++++++++++++++++-------- 1 file changed, 39 insertions(+), 8 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index c09a0f4..8a2364c 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1329,7 +1329,9 @@ def read_laser(self): # Public Interface ####################################################### - def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=False): + def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, + fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], + substrate_dims=[0.0,0.0,-0.5-28,100,1,100], scene_dims = [720,720]): """ View the generated Gcode. Parameters @@ -1337,6 +1339,37 @@ def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=Fal backend : str (default: 'matplotlib') The plotting backend to use, one of 'matplotlib' or 'mayavi'. 'matplotlib2d' has been addded to better visualize mixing. + 'vpython' has been added to generate printing animations + for debugging. + outfile : str (default: 'None') + When using the 'matplotlib' or 'matplotlib2d' backend, + an image of the output will be save to the location specified + here. + color_on : bool (default: 'False') + When using the 'matplotlib' or 'matplotlib2d' backend, + the generated image will display the color associated + with the g.move command. This was primarily used for mixing + nozzle debugging. + nozzle_cam : bool (default: 'False') + When using the 'vpython' backend and nozzle_cam is set to + True, the camera will remained centered on the tip of the + nozzle during the animation. + fast_forward : int (default: 1) + When using the 'vpython' backend, the animation can be + sped up by the factor specified in the fast_forward + parameter. + nozzle_dims : list (default: [1.0,20.0]) + When using the 'vpython' backend, the dimensions of the + nozzle can be specified using a list in the format: + [nozzle_diameter, nozzle_length]. + substrate_dims: list (default: [0.0,0.0,-0.5,100,1,100]) + When using the 'vpython' backend, the dimensions of the + planar substrate can be specified using a list in the + format: [x, y, z, length, height, width]. + scene_dims: list (default: [720,720]) + When using the 'vpython' bakcend, the dimensions of the + viewing window can be specified using a list in the + format: [width, height] """ import numpy as np @@ -1405,13 +1438,11 @@ def view(self, backend='matplotlib', outfile=None, color_on=False,nozzle_cam=Fal import copy #Scene setup - vp.scene.width = 1080 - vp.scene.height = 1080 + vp.scene.width = scene_dims[0] + vp.scene.height = scene_dims[1] vp.scene.center = vp.vec(0,0,0) vp.scene.forward = vp.vec(-1,-1,-1) vp.scene.background = vp.vec(1,1,1) - framerate = 60 - fast_forward = 1 position_hist = history speed_hist = dict(self.speed_history) @@ -1564,13 +1595,13 @@ def run(): t_color = filament_color[extruding_hist[count][0]] if extruding_hist[count][0] != None else vp.color.black self.head.abs_move(vp.vec(*pos),feed=t_speed,print_line=extruding_state,tail_color=t_color) - self.head = Printhead(nozzle_diameter=0.72,nozzle_length=30, start_location=vp.vec(*position_hist[0])) - vp.box(pos=vp.vec(0.0,-0.5,0.0),length=100, height=1, width=100,color=vp.color.gray(0.8)) + self.head = Printhead(nozzle_diameter=nozzle_dims[0],nozzle_length=nozzle_dims[1], start_location=vp.vec(*position_hist[0])) + vp.box(pos=vp.vec(substrate_dims[0],substrate_dims[2],substrate_dims[1]),length=substrate_dims[3], height=substrate_dims[4], width=substrate_dims[5],color=vp.color.gray(0.8)) vp.scene.waitfor('click') run() else: - raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d.") + raise Exception("Invalid plotting backend! Choose one of mayavi or matplotlib or matplotlib2d or vpython.") def write(self, statement_in, resp_needed=False): if self.print_lines is True or (self.print_lines == 'auto' and self.outfile is None): From 496bf2fc8e8442ef8f1951ab783591a8e2a81314 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Wed, 18 Sep 2019 19:24:09 -0400 Subject: [PATCH 085/137] Added in linearized arcs, rounded rectangles, output to APE and removed serial requirement when not in use. --- mecode/main.py | 226 ++++++++++++++++++++++++++++++++++++++++++++----- 1 file changed, 206 insertions(+), 20 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 8a2364c..1313f8f 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -55,10 +55,9 @@ import math import os +import numpy as np from collections import defaultdict -from printer import Printer - HERE = os.path.dirname(os.path.abspath(__file__)) # for python 2/3 compatibility @@ -377,6 +376,13 @@ def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): If an absolute movement is desired, the `abs_move` method is recommended instead. + points : floats + Must specify endpoint as kwargs, e.g. x=5, y=5 + rapid : Bool (default: False) + Executes an uncoordinated move to the specified location. + color : float or string + Specifies a color to be added to color history for viewing. + Examples -------- >>> # move the tool head 10 mm in x and 10 mm in y @@ -440,16 +446,17 @@ def retract(self, retraction): self.extrude = True def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', - helix_dim=None, helix_len=0, **kwargs): + helix_dim=None, helix_len=0, linearize=True, **kwargs): """ Arc to the given point with the given radius and in the given direction. If helix_dim and helix_len are specified then the tool head will also perform a linear movement through the given dimension while - completing the arc. + completing the arc. Note: Helix and flow calculation do not currently + work with linearize. Parameters ---------- points : floats - Must specify two points as kwargs, e.g. x=5, y=5 + Must specify endpoint as kwargs, e.g. x=5, y=5 direction : str (either 'CW' or 'CCW') (default: 'CW') The direction to execute the arc in. radius : 'auto' or float (default: 'auto') @@ -460,6 +467,8 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', The linear dimension to complete the helix through helix_len : float The length to move in the linear helix dimension. + linearize : Bool (default: True) + Represent the arc as a series of straight lines. Examples -------- @@ -508,12 +517,38 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', values = [v for v in dims.values()] if self.is_relative: dist = math.sqrt(values[0] ** 2 + values[1] ** 2) + vect_dir= [values[0]/dist,values[1]/dist] + if direction == 'CW': + arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) + elif direction =='CCW': + arc_rotation_matrix = np.matrix([[0, 1],[-1, 0]]) + perp_vect_dir = np.array(vect_dir)*arc_rotation_matrix + a_vect= np.array([values[0]/2,values[1]/2]) + b_length = math.sqrt(radius**2-(dist/2)**2) + b_vect = b_length*perp_vect_dir + c_vect = a_vect+b_vect + center_coords = c_vect + final_pos = a_vect*2-c_vect + initial_pos = -c_vect else: k = [ky for ky in dims.keys()] cp = self._current_position dist = math.sqrt( (cp[k[0]] - values[0]) ** 2 + (cp[k[1]] - values[1]) ** 2 ) + vect_dir= [(values[0]-cp[k[0]])/dist,(values[1]-cp[k[1]])/dist] + if direction == 'CW': + arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) + elif direction =='CCW': + arc_rotation_matrix = np.matrix([[0, 1],[-1, 0]]) + perp_vect_dir = np.array(vect_dir)*arc_rotation_matrix + a_vect = np.array([(values[0]-cp[k[0]])/2.0,(values[1]-cp[k[1]])/2.0]) + b_length = math.sqrt(radius**2-(dist/2)**2) + b_vect = b_length*perp_vect_dir + c_vect = a_vect+b_vect + center_coords = np.array(cp[k[:2]])+c_vect + final_pos = np.array(cp[k[:2]])+a_vect*2-c_vect + initial_pos = np.array(cp[k[:2]]) if radius == 'auto': radius = dist / 2.0 elif abs(radius) < dist / 2.0: @@ -541,19 +576,48 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', filament_length = ((4*volume)/(3.14149*self.filament_diameter**2))*self.extrusion_multiplier dims['E'] = filament_length + current_extruder_position - if axis is not None: - self.write('G16 X Y {} {}coordinate axis assignment'.format(axis, self.comment_char)) # coordinate axis assignment - self.write(plane_selector) - args = self._format_args(**dims) - if helix_dim is None: - self.write('{0} {1} R{2:.{digits}f}'.format(command, args, radius, - digits=self.output_digits)) + if linearize: + #Curved formed from straight lines + final_pos = np.array(final_pos.tolist()).flatten() + initial_pos = np.array(initial_pos.tolist()).flatten() + final_angle = np.arctan2(final_pos[1],final_pos[0]) + initial_angle = np.arctan2(initial_pos[1],initial_pos[0]) + + if direction == 'CW': + angle_difference = 2*np.pi-(final_angle-initial_angle)%(2*np.pi) + elif direction == 'CCW': + angle_difference = (initial_angle-final_angle)%(-2*np.pi) + + step_range = [0, angle_difference] + step_size = np.pi/16 + angle_step = np.arange(step_range[0],step_range[1]+np.sign(angle_difference)*step_size,np.sign(angle_difference)*step_size) + + segments = [] + for angle in angle_step: + radius_vect = -c_vect + radius_rotation_matrix = np.matrix([[math.cos(angle), -math.sin(angle)], + [math.sin(angle), math.cos(angle)]]) + int_point = radius_vect*radius_rotation_matrix + segments.append(int_point) + + for i in range(len(segments)-1): + move_line = segments[i+1]-segments[i] + self.move(*move_line.tolist()[0]) else: - self.write('{0} {1} R{2:.{digits}f} G1 {3}{4}'.format( - command, args, radius, helix_dim.upper(), helix_len, digits=self.output_digits)) - dims[helix_dim] = helix_len + #Standard output + if axis is not None: + self.write('G16 X Y {} {}coordinate axis assignment'.format(axis, self.comment_char)) # coordinate axis assignment + self.write(plane_selector) + args = self._format_args(**dims) + if helix_dim is None: + self.write('{0} {1} R{2:.{digits}f}'.format(command, args, radius, + digits=self.output_digits)) + else: + self.write('{0} {1} R{2:.{digits}f} G1 {3}{4}'.format( + command, args, radius, helix_dim.upper(), helix_len, digits=self.output_digits)) + dims[helix_dim] = helix_len - self._update_current_position(**dims) + self._update_current_position(**dims) def arc_ijk(self, target, center, plane, direction='CW', helix_len=None): @@ -706,6 +770,116 @@ def rect(self, x, y, direction='CW', start='LL'): self.move(y=-y) self.move(x=x) + def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=True): + """ Trace a rectangle with the given width and height with rounded corners, + note that starting point is not actually in corner of rectangle. + + Parameters + ---------- + x : float + The width of the rectangle in the x dimension. + y : float + The height of the rectangle in the y dimension. + direction : str (either 'CW' or 'CCW') (default: 'CW') + Which direction to complete the rectangle in. + start : str (either 'LL', 'UL', 'LR', 'UR') (default: 'LL') + The start of the rectangle - L/U = lower/upper, L/R = left/right + This assumes an origin in the lower left. + radius : radius of the corners of the rectangle + + Examples + -------- + >>> # trace a 10x10 clockwise square with radius of 3, starting in the lower left corner + >>> g.round_rect(10, 10, radius=3) + + >>> # 1x5 counterclockwise rect with radius of 2 starting in the upper right corner + >>> g.round_rect(1, 5, direction='CCW', start='UR', radius=2) + + ______________ + / \ + / \ + starts here for 'UL' - > | | <- starts here for 'UR' + | | + starts here for 'LL' - > | | <- starts here for 'LR' + \ / + \______________/ + + """ + if direction == 'CW': + if start.upper() == 'LL': + self.move(y=y-2*radius) + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + elif start.upper() == 'UL': + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + elif start.upper() == 'UR': + self.move(y=-(y-2*radius)) + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + elif start.upper() == 'LR': + self.arc(x=-radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=radius,y=radius,direction='CW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=-radius,direction='CW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + elif direction == 'CCW': + if start.upper() == 'LL': + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + elif start.upper() == 'UL': + self.move(y=-(y-2*radius)) + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + elif start.upper() == 'UR': + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=y-2*radius) + elif start.upper() == 'LR': + self.move(y=y-2*radius) + self.arc(x=-radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=-(x-2*radius)) + self.arc(x=-radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(y=-(y-2*radius)) + self.arc(x=radius,y=-radius,direction='CCW',radius=radius, linearize=linearize) + self.move(x=x-2*radius) + self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) + def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, minor_feed=None): """ Infill a rectangle with a square wave meandering pattern. If the @@ -924,7 +1098,6 @@ def spiral(self, end_diameter, spacing, feedrate, start='center', direction='CW' >>> g.spiral(20,1,8,direction='CCW',center_position=[0,50]) """ - import numpy as np start_spiral_turns = (start_diameter/2.0)/spacing end_spiral_turns = (end_diameter/2.0)/spacing @@ -1024,7 +1197,6 @@ def gradient_spiral(self, end_diameter, spacing, gradient, feedrate, flowrate, ... gradient="-0.322*r**2 - 6.976*r + 131.892") #Any function """ - import numpy as np import sympy as sy def calculate_extrusion_values(radius, length, feed = feedrate, flow = flowrate, formula = gradient, delay = dead_delay, spacing = spacing, start = start, outer_radius = end_diameter/2.0, inner_radius=start_diameter/2.0): @@ -1316,6 +1488,20 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) + def exportToAPE(self): + #Export coordinates to APE + extruding_hist = dict(self.extruding_history) + position_hist = self.position_history + cut_ranges=[*extruding_hist][1:] + final_coords = [] + for i in range(0,len(cut_ranges),2): + final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) + final_coords_dict = [] + for i in final_coords: + keys = ['x','z','y'] + final_coords_dict.append([dict(zip(keys, l)) for l in i ]) + return final_coords_dict + # Shapie Specific Functions ############################################## def read_laser(self): @@ -1331,7 +1517,7 @@ def read_laser(self): def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], - substrate_dims=[0.0,0.0,-0.5-28,100,1,100], scene_dims = [720,720]): + substrate_dims=[0.0,0.0,-1.0,300,1,300], scene_dims = [720,720]): """ View the generated Gcode. Parameters @@ -1372,7 +1558,6 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa format: [width, height] """ - import numpy as np import matplotlib.cm as cm from mpl_toolkits.mplot3d import Axes3D import matplotlib.pyplot as plt @@ -1624,6 +1809,7 @@ def write(self, statement_in, resp_needed=False): return response[1:-1] elif self.direct_write_mode == 'serial': if self._p is None: + from .printer import Printer self._p = Printer(self.printer_port, self.baudrate) self._p.connect() self._p.start() From d23870d3c4b2d6ef9b27ad8f945008a41f235405 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Thu, 19 Sep 2019 00:01:12 -0400 Subject: [PATCH 086/137] Added more docstrings to various functions. --- mecode/main.py | 98 +++++++++++++++++++++++++++++++++++++++++++------- 1 file changed, 86 insertions(+), 12 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 1313f8f..2ed9077 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1440,6 +1440,19 @@ def set_cal_file(self, path): self.write(r'LOADCALFILE "{}", 2D_CAL'.format(path)) def toggle_pressure(self, com_port): + """ Toggles (On/Off) Nordson Ultimus V Pressure Controllers. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232 + + Examples + -------- + >>> #Turn on pressure on com 3 + >>> g.toggle_pressure(3) + + """ self.write('Call togglePress P{}'.format(com_port)) if self.extruding[0] == com_port: self.extruding = [com_port, not self.extruding[1]] @@ -1447,21 +1460,83 @@ def toggle_pressure(self, com_port): self.extruding = [com_port,True] def set_pressure(self, com_port, value): + """ Sets pressure on Nordson Ultimus V Pressure Controllers. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232. + value : float + The pressure value to set. + Examples + -------- + >>> #Set pressure on com 3 to 50. + >>> g.set_pressure(com_port=3, value=50) + + """ self.write('Call setPress P{} Q{}'.format(com_port, value)) def set_vac(self, com_port, value): + """ Same as `set_pressure` method, but for vacuum. + """ self.write('Call setVac P{} Q{}'.format(com_port, value)) def set_valve(self, num, value): + """ Sets a digital output state (typically for valve). + + Parameters + ---------- + num : int + The com port to communicate over RS-232. + value : bool + On or off (1 or 0). + Examples + -------- + >>> #Turn on valve 2 + >>> g.set_valve(num=2, value=1) + + """ self.write('$DO{}.0={}'.format(num, value)) def omni_on(self, com_port): + """ Opens the iris for the omnicure. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232 + + Examples + -------- + >>> #Turn on omnicure on com 3. + >>> g.omni_on(3) + + """ self.write('Call omniOn P{}'.format(com_port)) def omni_off(self, com_port): + """ Opposite to omni_on. + """ self.write('Call omniOff P{}'.format(com_port)) def omni_intensity(self, com_port, value, cal=False): + """ Sets the intensity of the omnicure. + + Parameters + ---------- + com_port : int + The com port to communicate over RS-232. + value : float + The intensity value to set. + cal : bool + Whether the omnicure is calibrated or not. + Examples + -------- + >>> #Set omnicure intensity on com 3 to 50%. + >>> g.omni_intensity(com_port=3, value=50) + + """ + if cal: command = 'SIR{:.2f}'.format(value) data = self.calc_CRC8(command) @@ -1473,6 +1548,8 @@ def omni_intensity(self, com_port, value, cal=False): self.write('Call omniSetInt P{}'.format(com_port)) def set_alicat_pressure(self,com_port,value): + """ Same as `set_pressure` method, but for Alicat controller. + """ self.write('Call setAlicatPress P{} Q{}'.format(com_port, value)) def calc_CRC8(self,data): @@ -1489,7 +1566,15 @@ def calc_CRC8(self,data): return data +'{:02X}'.format(CRC8) def exportToAPE(self): - #Export coordinates to APE + """ Exports a list of dictionaries describing extrusion moves in a + format compatible with APE. + + Examples + -------- + >>> #Write print ge + >>> geometry_def = g.meander() + + """ extruding_hist = dict(self.extruding_history) position_hist = self.position_history cut_ranges=[*extruding_hist][1:] @@ -1502,17 +1587,6 @@ def exportToAPE(self): final_coords_dict.append([dict(zip(keys, l)) for l in i ]) return final_coords_dict - # Shapie Specific Functions ############################################## - - def read_laser(self): - self.write('G4 P1') - try: - val = float(self.write('M54',resp_needed=True).split('ok')[0]) - return val - except: - raise ValueError("Failed to receive data from laser.") - return val - # Public Interface ####################################################### def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, From cd9b3a361eb6523262988f4876d7a7bb36ab0eff Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Thu, 24 Oct 2019 03:15:10 -0400 Subject: [PATCH 087/137] Added scad and vpython test cases. Added gen_geometry function and cleaned up matplotlib plotting in view() --- mecode/main.py | 141 ++++++++++++++++++----- mecode/matrix.py | 2 +- mecode/tests/test_scad.py | 216 +++++++++++++++++++++++++++++++++++ mecode/tests/test_vpython.py | 8 +- requirements.txt | 6 +- setup.py | 4 +- 6 files changed, 342 insertions(+), 35 deletions(-) create mode 100644 mecode/tests/test_scad.py diff --git a/mecode/main.py b/mecode/main.py index 2ed9077..9863716 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -55,6 +55,7 @@ import math import os +import sys import numpy as np from collections import defaultdict @@ -1571,7 +1572,7 @@ def exportToAPE(self): Examples -------- - >>> #Write print ge + >>> #Write print geometry >>> geometry_def = g.meander() """ @@ -1587,6 +1588,100 @@ def exportToAPE(self): final_coords_dict.append([dict(zip(keys, l)) for l in i ]) return final_coords_dict + def gen_geometry(self,outfile,filament_diameter=0.8,cut_point=None,preview=False,color_incl=None): + """ Creates an openscad file to create a CAD model from the print path. + + Parameters + ---------- + outfile : str + Location to save the generated .scad file + filament_diameter : float (default: 0.8) + The com port to communicate over RS-232. + cut_point : int (default: None) + Stop generating cad model part way through the path + preview : bool (default: False) + Show matplotlib preview of the part to be generated. + Note that cut_point will affect the preview. + color_incl : str (default: None) + Used to export a single color when it is included in the code + design. Useful for exporting mutlimaterial parts as different + cad models. + Examples + -------- + >>> #Write geometry to 'test.scad' + >>> g.gen_geometry('test.scad') + + """ + import solid as sld + from solid import utils as sldutils + + # Matplotlib setup for preview + import matplotlib.cm as cm + from mpl_toolkits.mplot3d import Axes3D + import matplotlib.pyplot as plt + fig = plt.figure() + ax = fig.gca(projection='3d') + + def circle(radius,num_points=10): + circle_pts = [] + for i in range(2 * num_points): + angle = math.radians(360 / (2 * num_points) * i) + circle_pts.append(sldutils.Point3(radius * math.cos(angle), radius * math.sin(angle), 0)) + return circle_pts + + # SolidPython setup for geometry creation + extruded = 0 + filament_cross = circle(radius=filament_diameter/2) + + extruding_hist = dict(self.extruding_history) + position_hist = np.array(self.position_history) + + #Stepping through all moves after initial position + extrusing_state = False + for index, (pos, color) in enumerate(zip(self.position_history[1:cut_point],self.color_history[1:cut_point]),1): + sys.stdout.write('\r') + sys.stdout.write("Exporting model: {:.0f}%".format(index/len(self.position_history[1:])*100)) + sys.stdout.flush() + #print("{}/{}".format(index,len(self.position_history[1:]))) + if index in extruding_hist: + extruding_state = extruding_hist[index][1] + + if extruding_state and ((color == color_incl) or (color_incl is None)): + X, Y, Z = position_hist[index-1:index+1, 0], position_hist[index-1:index+1, 1], position_hist[index-1:index+1, 2] + # Plot to matplotlb + if color_incl is not None: + ax.plot(X, Y, Z,color_incl) + else: + ax.plot(X, Y, Z,'b') + # Add geometry to part + extruded += sldutils.extrude_along_path(shape_pts=filament_cross, path_pts=[sldutils.Point3(*position_hist[index-1]),sldutils.Point3(*position_hist[index])]) + extruded += sld.translate(position_hist[index-1])(sld.sphere(r=filament_diameter/2,segments=20)) + extruded += sld.translate(position_hist[index])(sld.sphere(r=filament_diameter/2,segments=20)) + + # Export geometry to file + file_out = os.path.join(os.curdir, '{}.scad'.format(outfile)) + print("\nSCAD file written to: \n%(file_out)s" % vars()) + sld.scad_render_to_file(extruded, file_out, include_orig_code=False) + + if preview: + # Display Geometry for matplotlib + X, Y, Z = position_hist[:, 0], position_hist[:, 1], position_hist[:, 2] + + # Hack to keep 3D plot's aspect ratio square. See SO answer: + # http://stackoverflow.com/questions/13685386 + max_range = np.array([X.max()-X.min(), + Y.max()-Y.min(), + Z.max()-Z.min()]).max() / 2.0 + + mean_x = X.mean() + mean_y = Y.mean() + mean_z = Z.mean() + ax.set_xlim(mean_x - max_range, mean_x + max_range) + ax.set_ylim(mean_y - max_range, mean_y + max_range) + ax.set_zlim(mean_z - max_range, mean_z + max_range) + scaling = np.array([getattr(ax, 'get_{}lim'.format(dim))() for dim in 'xyz']); ax.auto_scale_xyz(*[[np.min(scaling), np.max(scaling)]]*3) + plt.show() + # Public Interface ####################################################### def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, @@ -1602,7 +1697,7 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa 'vpython' has been added to generate printing animations for debugging. outfile : str (default: 'None') - When using the 'matplotlib' or 'matplotlib2d' backend, + When using the 'matplotlib' backend, an image of the output will be save to the location specified here. color_on : bool (default: 'False') @@ -1641,13 +1736,22 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa fig = plt.figure() ax = fig.gca(projection='3d') - if color_on: - for index in [x+2 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1],linewidth=1.5) - else: - X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - ax.plot(X, Y, Z) + extruding_hist = dict(self.extruding_history) + #Stepping through all moves after initial position + extrusing_state = False + for index, (pos, color) in enumerate(zip(history[1:],self.color_history[1:]),1): + if index in extruding_hist: + extruding_state = extruding_hist[index][1] + + X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] + + if extruding_state: + if color_on: + ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) + else: + ax.plot(X, Y, Z,'b') + else: + ax.plot(X,Y,Z,'k--',linewidth=0.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1669,25 +1773,6 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa else: plt.savefig(outfile,dpi=500) - elif backend == 'matplotlib2d': #Primarily for debugging mixing nozzle spirals - fig = plt.figure() - plt.margins(0.1) - ax = fig.gca() - ax.set_aspect('equal') - - if color: - for index in [x+2 for x in range(len(history[1:-1])-3)]: - X, Y, Z = history[index-1:index+1, 0], history[index-1:index+1, 1], history[index-1:index+1, 2] - ax.plot(X, Y, color = cm.hot(self.color_history[index])[:-1],linewidth=1.0) - else: - X, Y, Z = history[:, 0], history[:, 1], history[:, 2] - ax.plot(X, Y,linewidth=0.5) - - if outfile == None: - plt.show() - else: - plt.savefig(outfile,dpi=500) - elif backend == 'mayavi': from mayavi import mlab mlab.plot3d(history[:, 0], history[:, 1], history[:, 2]) diff --git a/mecode/matrix.py b/mecode/matrix.py index 73af843..f42c0b4 100644 --- a/mecode/matrix.py +++ b/mecode/matrix.py @@ -2,7 +2,7 @@ import math import copy import numpy as np -from mecode.main import G +from mecode import G class GMatrix(G): """This class passes points through a 2D transformation matrix before diff --git a/mecode/tests/test_scad.py b/mecode/tests/test_scad.py new file mode 100644 index 0000000..224b158 --- /dev/null +++ b/mecode/tests/test_scad.py @@ -0,0 +1,216 @@ +#import sys +#sys.path.append("..") +import math +import numpy as np +import numpy.linalg as la +import os +from mecode import GMatrix +#from matrix import GMatrix + +g = GMatrix() + +def angle(v1,v2): + cosang = np.dot(v1,v2) + sinang = la.norm(np.cross(v1,v2)) + return np.arctan2(sinang,cosang) + +def scaleMajor(theta1,theta2,prior,spacing): + newDist = prior-spacing/np.tan(theta1)-spacing/np.tan(theta2) + scale = newDist/prior + return scale + +def scaleMinor(theta,spc,pointStart,pointEnd): + (x1,y1,z1) = pointStart + (x2,y2,z2) = pointEnd + original = math.sqrt((x2-x1)**2+(y2-y1)**2+(z2-z1)**2) + newDist = spc/np.sin(theta) + scale = newDist/original + return scale + +def triangleFill(point1,point2,point3,spacing): + (x1,y1,z1) = point1 + (x2,y2,z2) = point2 + (x3,y3,z3) = point3 + distance = math.fabs((y2-y1)*x3-(x2-x1)*y3-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + initDist = math.sqrt((x2-x1)**2+(y2-y1)**2+(z2-z1)**2) + vector1_2 = np.array(point2)-np.array(point1) + vector1_3 = np.array(point3)-np.array(point1) + vector2_3 = np.array(point3)-np.array(point2) + angle1 = angle(vector1_2,vector1_3) + angle2 = angle(vector2_3,-1*vector1_2) #don't need angle 3 + dist = 0 + sign = 1 + scale_major = 1 + while dist <= (distance-spacing): #each step we move along vector 1-2 by an amount that scales down according to how far we've gone. Use scale transformation + #first major movement along 1-2 vector + relative_scale_major = scaleMajor(angle1,angle2,initDist,spacing) #calculating absolute vs. relative scaling, I will want to switch this to relative for rhombus to work easily + scale_minor1 = scaleMinor(angle1, spacing, point1, point3) + ##print 'minor1 ' + scale_minor1 + scale_minor2 = scaleMinor(angle2, spacing, point2, point3) + ##print 'minor2 ' + scale_minor2 + g.move((x2-x1)*scale_major*sign,(y2-y1)*scale_major*sign,(z2-z1)*scale_major*sign) + #minor movement along 2-3 vector + if sign == 1: + g.move((x3-x2)*scale_minor2,(y3-y2)*scale_minor2,(z3-z2)*scale_minor2) + else: + g.move((x3-x1)*scale_minor1,(y3-y1)*scale_minor1,(z3-z1)*scale_minor1) + dist = dist + spacing + sign = sign*-1 #go the other way next time + scale_major = scale_major*relative_scale_major #should let it go down then up again if necessary + initDist = initDist*relative_scale_major #length of previous line + +def rhombusFill(point1,point2,point3,point4,spacing): + (x1,y1,z1) = point1 + (x2,y2,z2) = point2 + (x3,y3,z3) = point3 + (x4,y4,z4) = point4 + distance_3 = math.fabs((y2-y1)*x3-(x2-x1)*y3-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + distance_4 = math.fabs((y2-y1)*x4-(x2-x1)*y4-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + initDist = math.sqrt((x2-x1)**2+(y2-y1)**2+(z2-z1)**2) + vector1_2 = np.array(point2)-np.array(point1) + vector2_3 = np.array(point3)-np.array(point2) + vector1_4 = np.array(point4)-np.array(point1) + vector3_4 = np.array(point4)-np.array(point3) + angle1 = angle(vector1_2,vector1_4) + angle2 = angle(vector2_3,-1*vector1_2) + angle3 = angle(-1*vector2_3,vector3_4) + angle4 = angle(-1*vector1_4,-1*vector3_4) + dist = 0 + sign = 1 + scale_major = 1 #initialize at 1; this is a changing value + scale_minor1 = scaleMinor(angle1, spacing, point1, point4) #minor scale values are constant between points + scale_minor2 = scaleMinor(angle2, spacing, point2, point3) + scale_minor3 = scaleMinor(angle3-(math.pi-angle2), spacing, point3, point4) + scale_minor4 = scaleMinor(angle4-(math.pi-angle1), spacing, point4, point3) + + if distance_4 <= distance_3: + while dist <= (distance_3-spacing): #each step we move along vector 1-2 by an amount that scales down according to how far we've gone. Use scale transformation + #first major movement along 1-2 vector + if dist <= distance_4-spacing: + relative_scale_major = scaleMajor(angle1,angle2,initDist,spacing) #relative scaling of next step vs. prior step + else: + relative_scale_major = scaleMajor((angle4-(math.pi-angle1)),angle2,initDist,spacing) #relative scaling of next step vs. prior step + g.move((x2-x1)*scale_major*sign,(y2-y1)*scale_major*sign,(z2-z1)*scale_major*sign) + if sign == 1: + g.move((x3-x2)*scale_minor2,(y3-y2)*scale_minor2,(z3-z2)*scale_minor2) + elif dist <= distance_4-spacing: + g.move((x4-x1)*scale_minor1,(y4-y1)*scale_minor1,(z4-z1)*scale_minor1) + else: + g.move((x3-x4)*scale_minor4,(y3-y4)*scale_minor4,(z3-z4)*scale_minor4) + dist = dist + spacing + sign = sign*-1 #go the other way next time + scale_major = scale_major*relative_scale_major #applies new scaling on top of previous one + initDist = initDist*relative_scale_major #length of previous line + + else: + while dist <= (distance_4-spacing): #each step we move along vector 1-2 by an amount that scales down according to how far we've gone. Use scale transformation + #first major movement along 1-2 vector + if dist <= distance_3-spacing: + relative_scale_major = scaleMajor(angle1,angle2,initDist,spacing) #relative scaling of next step vs. prior step + else: + relative_scale_major = scaleMajor(angle1,(angle3-(math.pi-angle2)),initDist,spacing) #relative scaling of next step vs. prior step + g.move((x2-x1)*scale_major*sign,(y2-y1)*scale_major*sign,(z2-z1)*scale_major*sign) + if sign == 1 and dist <= distance_3-spacing: + g.move((x3-x2)*scale_minor2,(y3-y2)*scale_minor2,(z3-z2)*scale_minor2) + elif sign == 1: + g.move((x4-x3)*scale_minor3,(y4-y3)*scale_minor3,(z4-z3)*scale_minor3) + else: + g.move((x4-x1)*scale_minor1,(y4-y1)*scale_minor1,(z4-z1)*scale_minor1) + dist = dist + spacing + sign = sign*-1 #go the other way next time + scale_major = scale_major*relative_scale_major #applies new scaling on top of previous one + initDist = initDist*relative_scale_major #length of previous line + +#will always return to where it started from +def triangleMultilayerMeander(rotation,com,speed,pres,point2,point3,z,spacing,layers): + g.push_matrix() + g.rotate(rotation) + g.feed(speed) + g.set_pressure(com,pres) + for i in range(0,layers): + g.move(0,0,-heaven+z*(i+1)) + g.toggle_pressure(com)#on + triangleFill((0,0,0),point2,point3,spacing) + g.toggle_pressure(com)#off + g.move(0,0,heaven-z*(i+1)) + (r1,r2,r3) = point3 + g.move(-r1,-r2,-r3) #returns to start + g.pop_matrix() + +def rhombusMultilayerMeander(rotation,com,speed,pres,point2,point3,point4,z,spacing,layers): + g.push_matrix() + g.rotate(rotation) + g.feed(speed) + g.set_pressure(com,pres) + (x1,y1,z1) = (0,0,0) + (x2,y2,z2) = point2 + (x3,y3,z3) = point3 + (x4,y4,z4) = point4 + distance_3 = math.fabs((y2-y1)*x3-(x2-x1)*y3-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + distance_4 = math.fabs((y2-y1)*x4-(x2-x1)*y4-y2*x1)/math.sqrt((y2-y1)**2+(x2-x1)**2) #currently only works in 2D!!! + + for i in range(0,layers): + g.move(0,0,-heaven+z*(i+1)) + g.toggle_pressure(com)#on + rhombusFill((0,0,0),point2,point3,point4,spacing) + g.toggle_pressure(com)#off + g.move(0,0,heaven-z*(i+1)) + if distance_3 >= distance_4: + g.move(-x3,-y3,-z3) #returns to start + else: + g.move(-x4,-y4,-z4) #alternative return to start + g.pop_matrix() + +def moveRotationCircumferential(rotation,r, ew,layers): + g.push_matrix() + g.rotate(rotation) + g.move(r,0,0) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(0,ew,0),(-1*r,0,0),z_LCE,spc_LCE,layers) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(0,-1*ew,0),(-1*r,0,0),z_LCE,spc_LCE,layers) + g.pop_matrix() + +def moveRotationRadial(rotation,r, ew,layers): + g.push_matrix() + g.rotate(rotation) + g.move(r,0,0) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(-1*r,0,0),(0,ew,0),z_LCE,spc_LCE,layers) + triangleMultilayerMeander(0,com_LCE,spd_LCE,LCEpres,(-1*r,0,0),(0,-1*ew,0),z_LCE,spc_LCE,layers) + g.pop_matrix() + +#print parameters +z_LCE = 1 +LCEpres = 25 +spd_LCE = 15 +spc_LCE = 1 +com_LCE = 5 +layers_radial = 2 +layers_circumferential = 2 +heaven = 30 +spd_travel = 15 + +sections = 8 +angle_step_degrees = 360.0/(sections*2) +angle_step_rad = math.pi*2*angle_step_degrees/360 +radius = 10 +end_width = math.tan(angle_step_rad)*radius + +i = 0 +j = 0 +''' +''' +g.feed(spd_travel) + +while i <= sections: + g.abs_move(0,0,z_LCE*layers_radial) + moveRotationRadial(i*2*angle_step_rad,radius,end_width,layers_radial) + i = i+1 + +while j <= sections: + g.abs_move(0,0,z_LCE*layers_circumferential+z_LCE*layers_radial) + moveRotationCircumferential(j*2*angle_step_rad,radius,end_width,layers_circumferential) + j = j+1 + +#g.view('matplotlib') +#g.view('vpython',substrate_dims=[0.0,0.0,-28.5,300,1,300],nozzle_dims=[1.0,5.0],nozzle_cam=True) +g.gen_geometry('test') +g.teardown() \ No newline at end of file diff --git a/mecode/tests/test_vpython.py b/mecode/tests/test_vpython.py index 1c39d3a..219f1b3 100644 --- a/mecode/tests/test_vpython.py +++ b/mecode/tests/test_vpython.py @@ -1,6 +1,6 @@ -import sys -sys.path.append("..") -from main import G +#import sys +#sys.path.append("..") +from mecode import G g = G() g.set_pressure(3,30) g.set_pressure(6,30) @@ -42,4 +42,4 @@ g.toggle_pressure(4) g.feed(20) g.move(z=5) -g.view(backend='vpython') \ No newline at end of file +g.view(backend='vpython',nozzle_cam=True) \ No newline at end of file diff --git a/requirements.txt b/requirements.txt index f6c1a1f..c0b0bf2 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1 +1,5 @@ -pyserial +numpy +solidpython +matplotlib +vpython +pyserial \ No newline at end of file diff --git a/setup.py b/setup.py index 226317c..344da8b 100644 --- a/setup.py +++ b/setup.py @@ -22,7 +22,9 @@ '': ['*.txt', '*.md'], }, install_requires=[ - 'pyserial', 'numpy', + 'matplotlib', + 'solidpython', + 'vpython', ], ) From 2400587e5d27a08d761e1c0d8b28be4330431328 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Mon, 25 Nov 2019 21:58:00 -0500 Subject: [PATCH 088/137] Fixed auto-radius error, by setting the radius automatically before use. --- mecode/main.py | 15 ++++++++++----- 1 file changed, 10 insertions(+), 5 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 9863716..f5691fc 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -518,6 +518,11 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', values = [v for v in dims.values()] if self.is_relative: dist = math.sqrt(values[0] ** 2 + values[1] ** 2) + if radius == 'auto': + radius = dist / 2.0 + elif abs(radius) < dist / 2.0: + msg = 'Radius {} to small for distance {}'.format(radius, dist) + raise RuntimeError(msg) vect_dir= [values[0]/dist,values[1]/dist] if direction == 'CW': arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) @@ -537,6 +542,11 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', dist = math.sqrt( (cp[k[0]] - values[0]) ** 2 + (cp[k[1]] - values[1]) ** 2 ) + if radius == 'auto': + radius = dist / 2.0 + elif abs(radius) < dist / 2.0: + msg = 'Radius {} to small for distance {}'.format(radius, dist) + raise RuntimeError(msg) vect_dir= [(values[0]-cp[k[0]])/dist,(values[1]-cp[k[1]])/dist] if direction == 'CW': arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) @@ -550,11 +560,6 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', center_coords = np.array(cp[k[:2]])+c_vect final_pos = np.array(cp[k[:2]])+a_vect*2-c_vect initial_pos = np.array(cp[k[:2]]) - if radius == 'auto': - radius = dist / 2.0 - elif abs(radius) < dist / 2.0: - msg = 'Radius {} to small for distance {}'.format(radius, dist) - raise RuntimeError(msg) #extrude feature implementation # only designed for flow calculations in x-y plane From 9742a7ed63cb28a3e4cac56dc1a725d737e65dbe Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Tue, 26 Nov 2019 13:50:28 -0500 Subject: [PATCH 089/137] Added labels for axes when plotting in 3D. --- mecode/main.py | 3 +++ 1 file changed, 3 insertions(+) diff --git a/mecode/main.py b/mecode/main.py index f5691fc..5c54f2e 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1772,6 +1772,9 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa ax.set_xlim(mean_x - max_range, mean_x + max_range) ax.set_ylim(mean_y - max_range, mean_y + max_range) ax.set_zlim(mean_z - max_range, mean_z + max_range) + ax.set_xlabel("X") + ax.set_ylabel("Y") + ax.set_zlabel("Z") if outfile == None: plt.show() From dbb828150e173dfc9457ca91ea926460a22e7568 Mon Sep 17 00:00:00 2001 From: Robert Weeks Date: Tue, 26 Nov 2019 13:52:26 -0500 Subject: [PATCH 090/137] Added test.scad for geometry generation. --- mecode/tests/test.scad | 7061 ++++++++++++++++++++++++++++++++++++++++ 1 file changed, 7061 insertions(+) create mode 100644 mecode/tests/test.scad diff --git a/mecode/tests/test.scad b/mecode/tests/test.scad new file mode 100644 index 0000000..bc41025 --- /dev/null +++ b/mecode/tests/test.scad @@ -0,0 +1,7061 @@ +// Generated by SolidPython 0.4.4 on 2019-10-24 14:38:02 + + +union() { + polyhedron(faces = [[0, 20, 1], [1, 20, 21], [1, 21, 2], [2, 21, 22], [2, 22, 3], [3, 22, 23], [3, 23, 4], [4, 23, 24], [4, 24, 5], [5, 24, 25], [5, 25, 6], [6, 25, 26], [6, 26, 7], [7, 26, 27], [7, 27, 8], [8, 27, 28], [8, 28, 9], [9, 28, 29], [9, 29, 10], [10, 29, 30], [10, 30, 11], [11, 30, 31], [11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 29, 28], [20, 30, 29], [20, 31, 30], [20, 32, 31], [20, 33, 32], [20, 34, 33], [20, 35, 34], [20, 36, 35], [20, 37, 36], [20, 38, 37], [20, 39, 38]], points = [[10.0, 0.4, -27.0], [10.0, 0.3804226065180614, -26.87639320225002], [10.0, 0.323606797749979, -26.764885899083012], [10.0, 0.2351141009169893, -26.676393202250022], [10.0, 0.12360679774997899, -26.61957739348194], [10.0, 2.4492935982947065e-17, -26.6], [10.0, -0.12360679774997894, -26.61957739348194], [10.0, -0.23511410091698923, -26.676393202250022], [10.0, -0.32360679774997897, -26.764885899083012], [10.0, -0.3804226065180614, -26.87639320225002], [10.0, -0.4, -27.0], [10.0, -0.3804226065180615, -27.12360679774998], [10.0, -0.323606797749979, -27.235114100916988], [10.0, -0.2351141009169893, -27.323606797749978], [10.0, -0.12360679774997903, -27.38042260651806], [10.0, -7.347880794884119e-17, -27.4], [10.0, 0.1236067977499789, -27.38042260651806], [10.0, 0.23511410091698917, -27.323606797749978], [10.0, 0.32360679774997897, -27.235114100916988], [10.0, 0.3804226065180614, -27.12360679774998], [0.0, 0.4, -27.0], [0.0, 0.3804226065180614, -26.87639320225002], [0.0, 0.323606797749979, -26.764885899083012], [0.0, 0.2351141009169893, -26.676393202250022], [0.0, 0.12360679774997899, -26.61957739348194], [0.0, 2.4492935982947065e-17, -26.6], [0.0, -0.12360679774997894, -26.61957739348194], [0.0, -0.23511410091698923, -26.676393202250022], [0.0, -0.32360679774997897, -26.764885899083012], [0.0, -0.3804226065180614, -26.87639320225002], [0.0, -0.4, -27.0], [0.0, -0.3804226065180615, -27.12360679774998], [0.0, -0.323606797749979, -27.235114100916988], [0.0, -0.2351141009169893, -27.323606797749978], [0.0, -0.12360679774997903, -27.38042260651806], [0.0, -7.347880794884119e-17, -27.4], [0.0, 0.1236067977499789, -27.38042260651806], [0.0, 0.23511410091698917, -27.323606797749978], [0.0, 0.32360679774997897, -27.235114100916988], [0.0, 0.3804226065180614, -27.12360679774998]]); + translate(v = [ 10., 0.,-27.]) { + sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ 0., 0.,-27.]) { + sphere($fn = 20, r = 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sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ -2. , 4.82842712,-27. ]) { + sphere($fn = 20, r = 0.4000000000); + } + polyhedron(faces = [[0, 20, 1], [1, 20, 21], [1, 21, 2], [2, 21, 22], [2, 22, 3], [3, 22, 23], [3, 23, 4], [4, 23, 24], [4, 24, 5], [5, 24, 25], [5, 25, 6], [6, 25, 26], [6, 26, 7], [7, 26, 27], [7, 27, 8], [8, 27, 28], [8, 28, 9], [9, 28, 29], [9, 29, 10], [10, 29, 30], [10, 30, 11], [11, 30, 31], [11, 31, 12], [12, 31, 32], [12, 32, 13], [13, 32, 33], [13, 33, 14], [14, 33, 34], [14, 34, 15], [15, 34, 35], [15, 35, 16], [16, 35, 36], [16, 36, 17], [17, 36, 37], [17, 37, 18], [18, 37, 38], [18, 38, 19], [19, 38, 39], [0, 19, 39], [0, 39, 20], [0, 1, 2], [0, 2, 3], [0, 3, 4], [0, 4, 5], [0, 5, 6], [0, 6, 7], [0, 7, 8], [0, 8, 9], [0, 9, 10], [0, 10, 11], [0, 11, 12], [0, 12, 13], [0, 13, 14], [0, 14, 15], [0, 15, 16], [0, 16, 17], [0, 17, 18], [0, 18, 19], [20, 22, 21], [20, 23, 22], [20, 24, 23], [20, 25, 24], [20, 26, 25], [20, 27, 26], [20, 28, 27], [20, 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-0.38042260651806037, -24.12360679774998], [0.9999999999999999, -0.3236067977499779, -24.235114100916988], [0.9999999999999999, -0.2351141009169882, -24.323606797749978], [1.0, -0.12360679774997792, -24.38042260651806], [1.0, 1.0367442166763154e-15, -24.4], [1.0, 0.12360679774998001, -24.38042260651806], [1.0, 0.23511410091699028, -24.323606797749978], [1.0, 0.3236067977499801, -24.235114100916988], [1.0, 0.38042260651806253, -24.12360679774998], [9.797174393178829e-17, 0.40000000000000135, -24.0], [9.31766654791274e-17, 0.38042260651806276, -23.87639320225002], [7.926080580936736e-17, 0.32360679774998036, -23.764885899083012], [5.758634622447977e-17, 0.23511410091699067, -23.676393202250022], [3.027493384347321e-17, 0.12360679774998035, -23.61957739348194], [5.9990391306474325e-33, 1.3796453204375743e-15, -23.6], [-3.0274933843473203e-17, -0.12360679774997758, -23.61957739348194], [-5.758634622447974e-17, -0.23511410091698787, -23.676393202250022], [-7.926080580936734e-17, -0.32360679774997764, -23.764885899083012], [-9.31766654791274e-17, -0.3804226065180601, -23.87639320225002], [-9.797174393178829e-17, -0.3999999999999987, -24.0], [-9.317666547912742e-17, -0.38042260651806015, -24.12360679774998], [-7.926080580936736e-17, -0.3236067977499777, -24.235114100916988], [-5.758634622447977e-17, -0.23511410091698795, -24.323606797749978], [-3.027493384347322e-17, -0.12360679774997767, -24.38042260651806], [-1.7997117391942294e-32, 1.2816735765057861e-15, -24.4], [3.027493384347319e-17, 0.12360679774998026, -24.38042260651806], [5.758634622447973e-17, 0.23511410091699053, -24.323606797749978], [7.926080580936734e-17, 0.3236067977499803, -24.235114100916988], [9.31766654791274e-17, 0.38042260651806276, -24.12360679774998]]); + translate(v = [ 1.00000000e+00, 1.11022302e-15,-2.40000000e+01]) { + sphere($fn = 20, r = 0.4000000000); + } + translate(v = [ 0.00000000e+00, 1.35515238e-15,-2.40000000e+01]) { + sphere($fn = 20, r = 0.4000000000); + } +} \ No newline at end of file From e0376a3246bf7daf80d690ecf0aa7a5ae3e8931d Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 15 Jan 2020 19:23:59 -0500 Subject: [PATCH 091/137] Added in ros3da specific functions & fixed some typos with 'gen_geometry'. --- mecode/main.py | 241 +++++++++++++++++++++++++++++++++++++++++++------ 1 file changed, 214 insertions(+), 27 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 5c54f2e..12a5926 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1571,28 +1571,6 @@ def calc_CRC8(self,data): letter >>= 1 return data +'{:02X}'.format(CRC8) - def exportToAPE(self): - """ Exports a list of dictionaries describing extrusion moves in a - format compatible with APE. - - Examples - -------- - >>> #Write print geometry - >>> geometry_def = g.meander() - - """ - extruding_hist = dict(self.extruding_history) - position_hist = self.position_history - cut_ranges=[*extruding_hist][1:] - final_coords = [] - for i in range(0,len(cut_ranges),2): - final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) - final_coords_dict = [] - for i in final_coords: - keys = ['x','z','y'] - final_coords_dict.append([dict(zip(keys, l)) for l in i ]) - return final_coords_dict - def gen_geometry(self,outfile,filament_diameter=0.8,cut_point=None,preview=False,color_incl=None): """ Creates an openscad file to create a CAD model from the print path. @@ -1642,7 +1620,7 @@ def circle(radius,num_points=10): position_hist = np.array(self.position_history) #Stepping through all moves after initial position - extrusing_state = False + extruding_state = False for index, (pos, color) in enumerate(zip(self.position_history[1:cut_point],self.color_history[1:cut_point]),1): sys.stdout.write('\r') sys.stdout.write("Exporting model: {:.0f}%".format(index/len(self.position_history[1:])*100)) @@ -1687,9 +1665,217 @@ def circle(radius,num_points=10): scaling = np.array([getattr(ax, 'get_{}lim'.format(dim))() for dim in 'xyz']); ax.auto_scale_xyz(*[[np.min(scaling), np.max(scaling)]]*3) plt.show() + # ROS3DA Functions ####################################################### + + + def line_frequency(self,freq,padding,length,com_port,pressure,travel_feed): + """ Prints a line with varying on/off frequency. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + # Use velocity on, required for switching like this + self.write("VELOCITY ON") + + print_height = np.copy(self._current_position['z']) + print_feed = np.copy(self.speed) + + self.set_pressure(com_port,pressure) + for f in freq: + # freq is in hz, ie 1/s. Thus dist = (m/s)/(1/s) = m + dist = print_feed/f + switch_points = np.arange(length+dist,step=dist) + if len(switch_points)%2: + switch_points = switch_points[:-1] + for point in switch_points: + self.toggle_pressure(com_port) + self.move(x=dist) + + #Move to push into substrate + self.move(z=-print_height) + self.feed(travel_feed) + self.move(z=print_height+5) + + if f != freq[-1]: + self.move(x=-len(switch_points)*dist,y=padding) + self.move(z=-5) + self.feed(print_feed) + + # Switch back to velocity off + self.write("VELOCITY OFF") + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return [length,padding*(len(freq)-1)] + + def line_width(self,padding,width,com_port,pressures,spacing,travel_feed): + """ Prints meanders of varying spacing with different pressures. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + print_height = np.copy(self._current_position['z']) + print_feed = np.copy(self.speed) + + for pressure in pressures: + direction = 1 + self.set_pressure(com_port,pressure) + self.toggle_pressure(com_port) + for space in spacing: + #self.toggle_pressure(com_port) + self.move(y=direction*width) + self.move(space) + if space == spacing[-1]: + self.move(y=-direction*width) + #self.toggle_pressure(com_port) + direction *= -1 + self.toggle_pressure(com_port) + self.feed(travel_feed) + self.move(z=5) + if pressure != pressures[-1]: + self.move(x=-np.sum(spacing),y=width+padding) + self.move(z=-5) + self.feed(print_feed) + + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return [np.sum(spacing)*2-spacing[-1],len(pressures)*width + (len(pressures)-1)*padding] + + def line_span(self,padding,dwell,distances,com_port,pressure,travel_feed): + """ Prints meanders of varying spacing with different pressures. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + print_height = np.copy(self._current_position['z']) + print_feed = np.copy(self.speed) + + for dist in distances: + self.toggle_pressure(com_port) + self.dwell(dwell) + self.feed(print_feed*dist/distances[0]) + self.move(y=dist) + self.dwell(dwell) + self.toggle_pressure(com_port) + + self.move(z=-print_height) + self.feed(travel_feed) + self.move(z=print_height+5) + if dist != distances[-1]: + self.move(x=padding,y=-dist) + self.move(z=-5) + self.feed(print_feed) + + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return [padding*(len(distances)-1),np.max(distances)] + + + def line_crossing(self,dwell,feeds,length,com_port,pressure,travel_feed): + """ Prints meanders of varying spacing with different pressures. + + Parameters + ---------- + frequency : float + The length to move in x in one half cycle + """ + # Switch to relative if in absolute, but keep track of state + was_absolute = True + if not self.is_relative: + self.relative() + else: + was_absolute = False + + print_height = np.copy(self._current_position['z']) + + self.set_pressure(com_port,pressure) + self.toggle_pressure(com_port) + self.dwell(dwell) + self.move(x=length) + self.dwell(dwell) + self.toggle_pressure(com_port) + self.move(z=-print_height) + self.feed(travel_feed) + self.move(z=print_height+5) + + spacing = length/(len(feeds)+1) + self.move(x=-spacing,y=8) + for feed in feeds: + self.move(z=-(print_height+5)) + self.feed(feed) + self.move(y=-16) + if feed != feeds[-1]: + self.feed(travel_feed) + self.move(z=print_height+5) + self.move(x=-spacing,y=16) + + self.feed(travel_feed) + self.move(z=print_height+5) + + # Switch back to absolute if it was in absolute + if was_absolute: + self.absolute() + + return length + + def export_APE(self): + """ Exports a list of dictionaries describing extrusion moves in a + format compatible with APE. + + Examples + -------- + >>> #Write print geometry + >>> geometry_def = g.meander() + + """ + extruding_hist = dict(self.extruding_history) + position_hist = self.position_history + cut_ranges=[*extruding_hist][1:] + final_coords = [] + for i in range(0,len(cut_ranges),2): + final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) + final_coords_dict = [] + for i in final_coords: + keys = ['x','z','y'] + final_coords_dict.append([dict(zip(keys, l)) for l in i ]) + return final_coords_dict + # Public Interface ####################################################### - def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=False, + def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=False, nozzle_cam=False, fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], substrate_dims=[0.0,0.0,-1.0,300,1,300], scene_dims = [720,720]): """ View the generated Gcode. @@ -1743,7 +1929,7 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa extruding_hist = dict(self.extruding_history) #Stepping through all moves after initial position - extrusing_state = False + extruding_state = False for index, (pos, color) in enumerate(zip(history[1:],self.color_history[1:]),1): if index in extruding_hist: extruding_state = extruding_hist[index][1] @@ -1756,7 +1942,8 @@ def view(self, backend='matplotlib', outfile=None, color_on=False, nozzle_cam=Fa else: ax.plot(X, Y, Z,'b') else: - ax.plot(X,Y,Z,'k--',linewidth=0.5) + if not hide_travel: + ax.plot(X,Y,Z,'k--',linewidth=0.5) X, Y, Z = history[:, 0], history[:, 1], history[:, 2] @@ -1937,7 +2124,7 @@ def abs_move(self, endpoint, feed=2.0,print_line=True,tail_color = None): def run(): #Stepping through all moves after initial position - extrusing_state = False + extruding_state = False for count, (pos, color) in enumerate(zip(position_hist[1:],self.color_history[1:]),1): X, Y, Z = pos if count in speed_hist: From 06dab80e68027e0bcc8c545e18022961c12c1e64 Mon Sep 17 00:00:00 2001 From: RobWks Date: Wed, 15 Jan 2020 19:33:58 -0500 Subject: [PATCH 092/137] Fixed a typo. Axes are not capitalized and are in wrong order. --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 12a5926..b04b562 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1869,7 +1869,7 @@ def export_APE(self): final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) final_coords_dict = [] for i in final_coords: - keys = ['x','z','y'] + keys = ['X','Y','Z'] final_coords_dict.append([dict(zip(keys, l)) for l in i ]) return final_coords_dict From 8b526fa25d477500665fe7e08ef766e61f6bd6cb Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Tue, 3 Aug 2021 09:44:20 -0700 Subject: [PATCH 093/137] specify encoding --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index b04b562..31964a0 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1560,7 +1560,7 @@ def set_alicat_pressure(self,com_port,value): def calc_CRC8(self,data): CRC8 = 0 - for letter in list(bytearray(data)): + for letter in list(bytearray(data, encoding='utf-8')): for i in range(8): if (letter^CRC8)&0x01: CRC8 ^= 0x18 From 7a9420cd09a9039cd9ff978f03e467c8c1a3b6e6 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Fri, 6 Aug 2021 11:54:05 -0700 Subject: [PATCH 094/137] fix omnicure carriage return issue --- mecode/footer.txt | 37 +++++++++++++++++++------------------ 1 file changed, 19 insertions(+), 18 deletions(-) diff --git a/mecode/footer.txt b/mecode/footer.txt index 956a7d2..377b057 100644 --- a/mecode/footer.txt +++ b/mecode/footer.txt @@ -180,24 +180,24 @@ DFS omniOn COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "OPN40" + FILEWRITENOTERM $hFile "OPN40\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "OPN40" + FILEWRITENOTERM $hFile "OPN40\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile @@ -212,24 +212,24 @@ DFS omniOff COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "CLS3A" + FILEWRITENOTERM $hFile "CLS3A\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile "CLS3A" + FILEWRITENOTERM $hFile "CLS3A\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile @@ -244,24 +244,25 @@ DFS omniSetInt COMMINIT $hFile, "baud=19200 parity=N data=8 stop=1" COMMSETTIMEOUT $hFile, -1, -1, 1000 - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"READY0A",0) - FILEWRITE $hFile "CONN18" + FILEWRITENOTERM $hFile "CONN18\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile $strtask4 + $strtask4 = $strtask4 + "\x0D" + FILEWRITENOTERM $hFile $strtask4 FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"ReceivedBF",0) - FILEWRITE $hFile $strtask4 + FILEWRITENOTERM $hFile $strtask4 FILEREAD $hFile, 0, $strtask2 ENDWHILE - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 WHILE STRCMP($strtask2,"CLOSED42",0) - FILEWRITE $hFile "DCONE1" + FILEWRITENOTERM $hFile "DCONE1\x0D" FILEREAD $hFile, 0, $strtask2 ENDWHILE FILECLOSE $hFile From c65e765ec7d467d123855f7b16702a9ecabf13f0 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Thu, 18 Aug 2022 17:46:19 -0700 Subject: [PATCH 095/137] update installation workflow --- README.md | 15 +++++++-------- 1 file changed, 7 insertions(+), 8 deletions(-) diff --git a/README.md b/README.md index 2b5463a..8087a1f 100644 --- a/README.md +++ b/README.md @@ -128,16 +128,16 @@ rename it. Installation ------------ -The easiest method to install mecode is with pip: +*Outdated* The easiest method to install mecode is with pip: ```bash -sudo pip install mecode +pip install git+https://github.com/rtellez700/mecode.git ``` To install from source: ```bash -$ git clone https://github.com/jminardi/mecode.git +$ git clone https://github.com/rtellez700/mecode.git $ cd mecode $ pip install -r requirements.txt $ python setup.py install @@ -146,15 +146,14 @@ $ python setup.py install Optional Dependencies --------------------- The following dependencies are optional, and are only needed for -visualization. An easy way to install them is to use -[Canopy][0] or [conda][1]. +visualization. An easy way to install them is to use [conda][1]. * numpy -* mayavi * matplotlib +* vpython +* mayavi -[0]: https://www.enthought.com/products/canopy/ -[1]: https://store.continuum.io/cshop/anaconda/ +[1]: https://www.anaconda.com/ TODO ---- From f9e7a8ce78ee0b159cb72d89a1041baee0a9f78a Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Tue, 14 Mar 2023 10:16:28 -0700 Subject: [PATCH 096/137] update 3d projection to newer matplotlib --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 31964a0..9614964 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1925,7 +1925,7 @@ def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=Fa if backend == 'matplotlib': fig = plt.figure() - ax = fig.gca(projection='3d') + ax = fig.add_subplot(projection='3d') extruding_hist = dict(self.extruding_history) #Stepping through all moves after initial position From 40e336c322a844942dd5965634b10ccaaf3dff98 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Fri, 17 Mar 2023 20:34:21 -0700 Subject: [PATCH 097/137] add color kwarg --- mecode/main.py | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 9614964..1f988df 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -887,7 +887,7 @@ def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=True) self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, - minor_feed=None): + minor_feed=None, color=0): """ Infill a rectangle with a square wave meandering pattern. If the relevant dimension is not a multiple of the spacing, the spacing will be tweaked to ensure the dimensions work out. @@ -954,15 +954,15 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, if not minor_feed: minor_feed = self.speed for _ in range(int(self._meander_passes(minor, spacing))): - self.move(**{major_name: (sign * major)}) + self.move(**{major_name: (sign * major), color: color}) if minor_feed != major_feed: self.feed(minor_feed) - self.move(**{minor_name: spacing}) + self.move(**{minor_name: spacing, color: color}) if minor_feed != major_feed: self.feed(major_feed) sign = -1 * sign if tail is False: - self.move(**{major_name: (sign * major)}) + self.move(**{major_name: (sign * major), color: color}) if was_absolute: self.absolute() From 53e9b6aa16f968efdf2b654415b11f859c78e3da Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Fri, 17 Mar 2023 20:42:19 -0700 Subject: [PATCH 098/137] fix typo -- to string --- mecode/main.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 1f988df..710eb30 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -954,15 +954,15 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, if not minor_feed: minor_feed = self.speed for _ in range(int(self._meander_passes(minor, spacing))): - self.move(**{major_name: (sign * major), color: color}) + self.move(**{major_name: (sign * major), 'color': color}) if minor_feed != major_feed: self.feed(minor_feed) - self.move(**{minor_name: spacing, color: color}) + self.move(**{minor_name: spacing, 'color': color}) if minor_feed != major_feed: self.feed(major_feed) sign = -1 * sign if tail is False: - self.move(**{major_name: (sign * major), color: color}) + self.move(**{major_name: (sign * major), 'color': color}) if was_absolute: self.absolute() From dcfe092d687c247a7b360b196ef891202f9826b9 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:34:47 -0700 Subject: [PATCH 099/137] view() color_on working now --- .gitignore | 2 ++ mecode/main.py | 14 +++++++++----- mecode/tests/test_features.ipynb | 0 3 files changed, 11 insertions(+), 5 deletions(-) create mode 100644 mecode/tests/test_features.ipynb diff --git a/.gitignore b/.gitignore index 61790be..dbb82f6 100644 --- a/.gitignore +++ b/.gitignore @@ -1,3 +1,5 @@ +.delete + *.py[cod] .DS_Store .ropeproject diff --git a/mecode/main.py b/mecode/main.py index 710eb30..d79b0ef 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -371,7 +371,7 @@ def home(self): """ self.abs_move(x=0, y=0) - def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): + def move(self, x=None, y=None, z=None, rapid=False, color=(0,0,0,0.5), **kwargs): """ Move the tool head to the given position. This method operates in relative mode unless a manual call to `absolute` was given previously. If an absolute movement is desired, the `abs_move` method is @@ -381,7 +381,7 @@ def move(self, x=None, y=None, z=None, rapid=False, color=0, **kwargs): Must specify endpoint as kwargs, e.g. x=5, y=5 rapid : Bool (default: False) Executes an uncoordinated move to the specified location. - color : float or string + color : hex string or rgb(a) string Specifies a color to be added to color history for viewing. Examples @@ -887,7 +887,7 @@ def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=True) self.arc(x=radius,y=radius,direction='CCW',radius=radius, linearize=linearize) def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, - minor_feed=None, color=0): + minor_feed=None, color=(0,0,0,0.5)): """ Infill a rectangle with a square wave meandering pattern. If the relevant dimension is not a multiple of the spacing, the spacing will be tweaked to ensure the dimensions work out. @@ -908,6 +908,8 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, Whether or not to terminate the meander in the minor axis minor_feed : float or None (default: None) Feed rate to use in the minor axis + color : hex string or rgb(a) string + Specifies a color to be added to color history for viewing. Examples -------- @@ -1875,7 +1877,7 @@ def export_APE(self): # Public Interface ####################################################### - def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=False, nozzle_cam=False, + def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=True, nozzle_cam=False, fast_forward = 3, framerate = 60, nozzle_dims=[1.0,20.0], substrate_dims=[0.0,0.0,-1.0,300,1,300], scene_dims = [720,720]): """ View the generated Gcode. @@ -1938,7 +1940,9 @@ def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=Fa if extruding_state: if color_on: - ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) + # ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) + print(self.color_history[index]) + ax.plot(X, Y, Z,color = self.color_history[index]) else: ax.plot(X, Y, Z,'b') else: diff --git a/mecode/tests/test_features.ipynb b/mecode/tests/test_features.ipynb new file mode 100644 index 0000000..e69de29 From 33968b9fb1210be9b5897f3400bdf01faa801346 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:39:34 -0700 Subject: [PATCH 100/137] fix is not literal warning --- mecode/main.py | 6 +- mecode/tests/test_features.ipynb | 476 +++++++++++++++++++++++++++++++ 2 files changed, 479 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index d79b0ef..14143e6 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -2255,11 +2255,11 @@ def _update_current_position(self, mode='auto', x=None, y=None, z=None, color = if mode == 'auto': mode = 'relative' if self.is_relative else 'absolute' - if self.x_axis is not 'X' and x is not None: + if self.x_axis != 'X' and x is not None: kwargs[self.x_axis] = x - if self.y_axis is not 'Y' and y is not None: + if self.y_axis != 'Y' and y is not None: kwargs[self.y_axis] = y - if self.z_axis is not 'Z' and z is not None: + if self.z_axis != 'Z' and z is not None: kwargs[self.z_axis] = z if mode == 'relative': diff --git a/mecode/tests/test_features.ipynb b/mecode/tests/test_features.ipynb index e69de29..07ab07c 100644 --- a/mecode/tests/test_features.ipynb +++ b/mecode/tests/test_features.ipynb @@ -0,0 +1,476 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.path.append('../../')\n", + "from mecode import G" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib ipympl" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 0.5)\n", + "(0, 0, 0, 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+ "text/html": [ + "\n", + "
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\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g = G(outfile='./.delete', print_lines=False)\n", + "\n", + "COM_PORT = 5\n", + "PRESSURE = 60\n", + "SPEED = 1 # mm/s\n", + "\n", + "D_F = 0.5 # mm - expected nozzle filament diameter\n", + "DZ = D_F*0.8 # mm -- expected filament height / layer spacing after sagging\n", + "\n", + "LENGTH = 25 # mm\n", + "WIDTH = 30 * D_F # 15 mm\n", + "JOG_HEIGHT = 5 # mm\n", + "\n", + "g.set_pressure(COM_PORT, PRESSURE)\n", + "g.feed(SPEED)\n", + "\n", + "g.set_home(x=0, y=0, z=0)\n", + "\n", + "'''build base'''\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='UL', orientation='y')\n", + "\n", + "g.move(z=DZ)\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='LR', orientation='x', color=(1,0,0,0.2))\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.move(z=+10)\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='UL', orientation='y')\n", + "\n", + "g.move(z=DZ)\n", + "g.meander(x=LENGTH, y=WIDTH, spacing=D_F, start='LR', orientation='x', color=(1,0,0,0.2))\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.teardown()\n", + "\n", + "g.view('matplotlib', color_on=True)\n", + "# g.view('vpython', fast_forward=30, color_on=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "data_analysis", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.8" + }, + "orig_nbformat": 4, + "vscode": { + "interpreter": { + "hash": "d762253a90fddd28d527312a2a6bbadd0105b932bcb2a79a681de10af753b59f" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From 7f2332023cf69d309c80b4d66b11f1850cdd9958 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:43:27 -0700 Subject: [PATCH 101/137] version bump --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index 344da8b..61bb7f4 100644 --- a/setup.py +++ b/setup.py @@ -1,7 +1,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.4.1', + 'version': '0.4.2', 'description': 'Simple GCode generator', 'author': 'Jack Minardi', 'author_email': 'jack@minardi.org', From 0a58f504ca53f7481fa4ff2ec3b433851ee6595f Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 20:57:34 -0700 Subject: [PATCH 102/137] update travis ci --- .travis.yml | 5 +++++ 1 file changed, 5 insertions(+) diff --git a/.travis.yml b/.travis.yml index 91a9f6f..610a722 100644 --- a/.travis.yml +++ b/.travis.yml @@ -1,7 +1,12 @@ language: python python: - "2.7" + - "3.4" + - "3.5" - "3.6" - "3.7" + - "3.8" + - "3.9" + - "3.10" install: "pip install -r requirements.txt" script: "python -m unittest discover mecode/tests" From 550c24ed29f980bc9b12257feed8dae047293358 Mon Sep 17 00:00:00 2001 From: Rodrigo Date: Sun, 19 Mar 2023 21:08:19 -0700 Subject: [PATCH 103/137] Create python-package.yml --- .github/workflows/python-package.yml | 40 ++++++++++++++++++++++++++++ 1 file changed, 40 insertions(+) create mode 100644 .github/workflows/python-package.yml diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml new file mode 100644 index 0000000..850cce8 --- /dev/null +++ b/.github/workflows/python-package.yml @@ -0,0 +1,40 @@ +# This workflow will install Python dependencies, run tests and lint with a variety of Python versions +# For more information see: https://docs.github.com/en/actions/automating-builds-and-tests/building-and-testing-python + +name: Python package + +on: + push: + branches: [ "master" ] + pull_request: + branches: [ "master" ] + +jobs: + build: + + runs-on: ubuntu-latest + strategy: + fail-fast: false + matrix: + python-version: ["3.8", "3.9", "3.10"] + + steps: + - uses: actions/checkout@v3 + - name: Set up Python ${{ matrix.python-version }} + uses: actions/setup-python@v3 + with: + python-version: ${{ matrix.python-version }} + - name: Install dependencies + run: | + python -m pip install --upgrade pip + python -m pip install flake8 pytest + if [ -f requirements.txt ]; then pip install -r requirements.txt; fi + - name: Lint with flake8 + run: | + # stop the build if there are Python syntax errors or undefined names + flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics + # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide + flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics + - name: Test with pytest + run: | + pytest From 22228707139aa696fbde1b3124bad403832d6a84 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:20:01 -0700 Subject: [PATCH 104/137] fix mixed tabs/spaces --- mecode/devices/efd_pico_pulse.py | 23 ++++++++++++----------- mecode/tests/test_features.ipynb | 2 +- mecode/tests/test_matrix.py | 4 ++-- 3 files changed, 15 insertions(+), 14 deletions(-) diff --git a/mecode/devices/efd_pico_pulse.py b/mecode/devices/efd_pico_pulse.py index b52c0a3..aed516a 100644 --- a/mecode/devices/efd_pico_pulse.py +++ b/mecode/devices/efd_pico_pulse.py @@ -29,29 +29,30 @@ def disconnect(self): self.s.close() def send(self, command): - """Send message over serial to PicoTouch controller.""" + """Send message over serial to PicoTouch controller.""" msg = command + EOT self.s.write(msg) # return response and remove ACK return self.s.read_until(ACK)[:-2] def set_valve_mode(self, mode): - """Set valve mode to Timed, Purge, Continous, or read current mode. + """Set valve mode to Timed, Purge, Continous, or read current mode. - Keyword argument: - mode -- 1 = Timed; 2 = Purge; 3 = Continuous; 5 = read current mode """ + Keyword argument: + mode -- 1 = Timed; 2 = Purge; 3 = Continuous; 5 = read current mode """ + return self.send(str(mode) + 'drv1') def set_dispense_count(self, count): - """Set how many times valve dispenses with each cycle.""" + """Set how many times valve dispenses with each cycle.""" return self.send('{:05}'.format(count) + 'dcn1') def get_valve_status(self): - """Return valve's current parameters and dispense statistics.""" + """Return valve's current parameters and dispense statistics.""" return self.send('rdr1') def cycle_valve(self): - """Cycle the valve (eqiuvalent to pressing cycle button).""" + """Cycle the valve (eqiuvalent to pressing cycle button).""" return self.send('1cycl') + self.send('0cycl') def set_heater_mode(self, mode): @@ -66,18 +67,18 @@ def set_heater_temp(self, temp): return self.send('{:05.1f}'.format(temp) + 'stmp') def get_heater_status(self): - """Return mode, heater setpoint temp, and heater actual temp.""" + """Return mode, heater setpoint temp, and heater actual temp.""" return self.send('rhtr') def get_valve_info(self): - """Return controller and valve SN and type, fw version, pcb rev.""" + """Return controller and valve SN and type, fw version, pcb rev.""" return self.send('info') def get_alarm_hist(self): - """Return last 40 alarm conditions with time and alarm name.""" + """Return last 40 alarm conditions with time and alarm name.""" return self.send('ralr') def reset_alarm(self): - """Reset a currently active alarm.""" + """Reset a currently active alarm.""" return self.send('arst') diff --git a/mecode/tests/test_features.ipynb b/mecode/tests/test_features.ipynb index 07ab07c..938393d 100644 --- a/mecode/tests/test_features.ipynb +++ b/mecode/tests/test_features.ipynb @@ -24,7 +24,7 @@ "metadata": {}, "outputs": [], "source": [ - "%matplotlib ipympl" + "%matplotlib widget" ] }, { diff --git a/mecode/tests/test_matrix.py b/mecode/tests/test_matrix.py index 85e9a02..d86f1eb 100755 --- a/mecode/tests/test_matrix.py +++ b/mecode/tests/test_matrix.py @@ -1,6 +1,6 @@ #! /usr/bin/env python -from os.path import abspath, dirname +from os.path import abspath, dirname, join import unittest import sys import math @@ -10,7 +10,7 @@ try: from mecode import GMatrix except: - sys.path.append(abspath(os.path.join(HERE, '..', '..'))) + sys.path.append(abspath(join(HERE, '..', '..'))) from mecode import GMatrix from test_main import TestGFixture From 9abd0b0cb86d0b36ed807f1e62da5aa59586dbe1 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:25:50 -0700 Subject: [PATCH 105/137] remove flake8, add mac + windows testing support --- .github/workflows/python-package.yml | 16 ++++++++-------- 1 file changed, 8 insertions(+), 8 deletions(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 850cce8..9a2f50b 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -12,11 +12,11 @@ on: jobs: build: - runs-on: ubuntu-latest + runs-on: ["ubuntu-latest", "macos-latest", "windows-latest"] strategy: fail-fast: false matrix: - python-version: ["3.8", "3.9", "3.10"] + python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] steps: - uses: actions/checkout@v3 @@ -29,12 +29,12 @@ jobs: python -m pip install --upgrade pip python -m pip install flake8 pytest if [ -f requirements.txt ]; then pip install -r requirements.txt; fi - - name: Lint with flake8 - run: | - # stop the build if there are Python syntax errors or undefined names - flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics - # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide - flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics + # - name: Lint with flake8 + # run: | + # # stop the build if there are Python syntax errors or undefined names + # flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics + # # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide + # flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics - name: Test with pytest run: | pytest From 5a51e9a176673a6a70b09f57d6822dc5aa3be2dd Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:29:55 -0700 Subject: [PATCH 106/137] update python testing badge --- README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index 8087a1f..6fa7b67 100644 --- a/README.md +++ b/README.md @@ -1,7 +1,7 @@ Mecode ====== - -[![Build Status](https://travis-ci.org/jminardi/mecode.svg?branch=master)](https://travis-ci.org/jminardi/mecode) + ` +[![Unit Tests](https://github.com/rtellez700/mecode/actions/workflows/python-package.yml/badge.svg)](https://github.com/rtellez700/mecode/actions/workflows/python-package.yml) ### GCode for all From b8b2049f3b3c002006158daf852d1856a020f8bf Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 21:31:35 -0700 Subject: [PATCH 107/137] update github action --- .github/workflows/python-package.yml | 4 +++- 1 file changed, 3 insertions(+), 1 deletion(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 9a2f50b..f9d35bf 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -12,11 +12,13 @@ on: jobs: build: - runs-on: ["ubuntu-latest", "macos-latest", "windows-latest"] strategy: fail-fast: false matrix: + host-os: ["ubuntu-latest", "macos-latest", "windows-latest"] python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] + + runs-on: ${{ matrix.host-os }} steps: - uses: actions/checkout@v3 From ccf41371420d7fb212d903d1e8104783137b17e7 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Sun, 19 Mar 2023 22:06:07 -0700 Subject: [PATCH 108/137] refactor reqs and test reqs --- .github/workflows/python-package.yml | 3 ++- setup.py | 18 ++++++++++++------ 2 files changed, 14 insertions(+), 7 deletions(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index f9d35bf..a847bcd 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -16,7 +16,8 @@ jobs: fail-fast: false matrix: host-os: ["ubuntu-latest", "macos-latest", "windows-latest"] - python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] + # python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] + python-version: ["3.7","3.8","3.9","3.10"] runs-on: ${{ matrix.host-os }} diff --git a/setup.py b/setup.py index 61bb7f4..c12e383 100644 --- a/setup.py +++ b/setup.py @@ -1,3 +1,4 @@ +from os import path from setuptools import setup, find_packages INFO = {'name': 'mecode', @@ -6,6 +7,15 @@ 'author': 'Jack Minardi', 'author_email': 'jack@minardi.org', } +here = path.abspath(path.dirname(__file__)) +with open(path.join(here, 'requirements.txt')) as requirements_file: + # Parse requirements.txt, ignoring any commented-out lines. + requirements = [line for line in requirements_file.read().splitlines() + if not line.startswith('#')] + +requirements = [r for r in requirements if not r.startswith('git+')] + +test_requirements = ['mock' ] setup( name=INFO['name'], @@ -21,10 +31,6 @@ package_data = { '': ['*.txt', '*.md'], }, - install_requires=[ - 'numpy', - 'matplotlib', - 'solidpython', - 'vpython', - ], + install_requires=requirements, + tests_require=test_requirements, ) From f546d181b8104758b5956d4d24a4afe53de5b09a Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 08:25:35 -0700 Subject: [PATCH 109/137] change pytest to unitesting --- .github/workflows/python-package.yml | 3 ++- mecode/voxelface.log | 0 requirements.dev.txt | 1 + setup.py | 21 +++++++++++++++------ 4 files changed, 18 insertions(+), 7 deletions(-) create mode 100644 mecode/voxelface.log create mode 100644 requirements.dev.txt diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index a847bcd..7009d8f 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -32,6 +32,7 @@ jobs: python -m pip install --upgrade pip python -m pip install flake8 pytest if [ -f requirements.txt ]; then pip install -r requirements.txt; fi + if [ -f requirements.dev.txt ]; then pip install -r requirements.dev.txt; fi # - name: Lint with flake8 # run: | # # stop the build if there are Python syntax errors or undefined names @@ -40,4 +41,4 @@ jobs: # flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics - name: Test with pytest run: | - pytest + python -m unittest discover mecode/tests diff --git a/mecode/voxelface.log b/mecode/voxelface.log new file mode 100644 index 0000000..e69de29 diff --git a/requirements.dev.txt b/requirements.dev.txt new file mode 100644 index 0000000..23ee03b --- /dev/null +++ b/requirements.dev.txt @@ -0,0 +1 @@ +mock \ No newline at end of file diff --git a/setup.py b/setup.py index c12e383..d51ee7d 100644 --- a/setup.py +++ b/setup.py @@ -4,10 +4,13 @@ INFO = {'name': 'mecode', 'version': '0.4.2', 'description': 'Simple GCode generator', - 'author': 'Jack Minardi', - 'author_email': 'jack@minardi.org', + 'author': 'Rodrigo Telles', + 'author_email': 'rtelles@g.harvard.edu', } + here = path.abspath(path.dirname(__file__)) + +'''gather install package requirements''' with open(path.join(here, 'requirements.txt')) as requirements_file: # Parse requirements.txt, ignoring any commented-out lines. requirements = [line for line in requirements_file.read().splitlines() @@ -15,7 +18,13 @@ requirements = [r for r in requirements if not r.startswith('git+')] -test_requirements = ['mock' ] +'''gather development requirements''' +with open(path.join(here, 'requirements.dev.txt')) as dev_requirements_file: + # Parse requirements.txt, ignoring any commented-out lines. + dev_requirements = [line for line in dev_requirements_file.read().splitlines() + if not line.startswith('#')] + +dev_requirements = [r for r in dev_requirements if not r.startswith('git+')] setup( name=INFO['name'], @@ -24,13 +33,13 @@ author=INFO['author'], author_email=INFO['author_email'], packages=find_packages(), - url='https://github.com/jminardi/mecode', - download_url='https://github.com/jminardi/mecode/tarball/master', + url='https://github.com/rtellez700/mecode', + download_url='https://github.com/rtellez700/mecode/tarball/master', keywords=['gcode', '3dprinting', 'cnc', 'reprap', 'additive'], zip_safe=False, package_data = { '': ['*.txt', '*.md'], }, install_requires=requirements, - tests_require=test_requirements, + tests_require=dev_requirements, ) From 5f5fcafce0b66764e2083df95d4971e63f668ded Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 08:39:49 -0700 Subject: [PATCH 110/137] use bash as default shell --- .github/workflows/python-package.yml | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 7009d8f..f16b64b 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -21,6 +21,10 @@ jobs: runs-on: ${{ matrix.host-os }} + defaults: + run: + shell: bash -l {0} + steps: - uses: actions/checkout@v3 - name: Set up Python ${{ matrix.python-version }} From d094aed507950927316db0b29cff38e1c0dd544a Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 09:01:01 -0700 Subject: [PATCH 111/137] refactor unitests and actual feature development --- .github/workflows/python-package.yml | 2 +- .gitignore | 1 + README.md | 2 +- mecode/{tests => developing_features}/test_features.ipynb | 0 mecode/{tests => developing_features}/test_scad.py | 0 mecode/{tests => developing_features}/test_vpython.py | 0 mecode/voxelface.log | 0 7 files changed, 3 insertions(+), 2 deletions(-) rename mecode/{tests => developing_features}/test_features.ipynb (100%) rename mecode/{tests => developing_features}/test_scad.py (100%) rename mecode/{tests => developing_features}/test_vpython.py (100%) delete mode 100644 mecode/voxelface.log diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index f16b64b..e0bc3c7 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -43,6 +43,6 @@ jobs: # flake8 . --count --select=E9,F63,F7,F82 --show-source --statistics # # exit-zero treats all errors as warnings. The GitHub editor is 127 chars wide # flake8 . --count --exit-zero --max-complexity=10 --max-line-length=127 --statistics - - name: Test with pytest + - name: Test with pytest or unittest run: | python -m unittest discover mecode/tests diff --git a/.gitignore b/.gitignore index dbb82f6..77424fb 100644 --- a/.gitignore +++ b/.gitignore @@ -1,5 +1,6 @@ .delete +*.log *.py[cod] .DS_Store .ropeproject diff --git a/README.md b/README.md index 6fa7b67..01014e8 100644 --- a/README.md +++ b/README.md @@ -164,6 +164,6 @@ TODO Credits ------- -This software was developed by the [Lewis Lab][2] at Harvard University. +This software was developed by the [Lewis Lab][2] at Harvard University. It is based on Jack Minardi's (jack@minardi.org) codebase (https://github.com/jminardi/mecode) which is not maintained anymore. [2]: http://lewisgroup.seas.harvard.edu/ diff --git a/mecode/tests/test_features.ipynb b/mecode/developing_features/test_features.ipynb similarity index 100% rename from mecode/tests/test_features.ipynb rename to mecode/developing_features/test_features.ipynb diff --git a/mecode/tests/test_scad.py b/mecode/developing_features/test_scad.py similarity index 100% rename from mecode/tests/test_scad.py rename to mecode/developing_features/test_scad.py diff --git a/mecode/tests/test_vpython.py b/mecode/developing_features/test_vpython.py similarity index 100% rename from mecode/tests/test_vpython.py rename to mecode/developing_features/test_vpython.py diff --git a/mecode/voxelface.log b/mecode/voxelface.log deleted file mode 100644 index e69de29..0000000 From 4abf1612325ead9c307384635266d9fa60f6a99c Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 09:18:47 -0700 Subject: [PATCH 112/137] fix: missing linearize --- mecode/tests/test_main.py | 10 +++++----- 1 file changed, 5 insertions(+), 5 deletions(-) diff --git a/mecode/tests/test_main.py b/mecode/tests/test_main.py index 69cc094..cfaf5da 100755 --- a/mecode/tests/test_main.py +++ b/mecode/tests/test_main.py @@ -328,7 +328,7 @@ def test_arc(self): with self.assertRaises(RuntimeError): self.g.arc() - self.g.arc(x=10, y=0) + self.g.arc(x=10, y=0, linearize=False) self.expect_cmd(""" G17 ;XY plane G2 X10.000000 Y0.000000 R5.000000 @@ -336,7 +336,7 @@ def test_arc(self): self.assert_output() self.assert_position({'x': 10, 'y': 0, 'z': 0}) - self.g.arc(x=5, A=0, direction='CCW', radius=5) + self.g.arc(x=5, A=0, direction='CCW', radius=5, linearize=False) self.expect_cmd(""" G16 X Y A ;coordinate axis assignment G18 ;XZ plane @@ -345,7 +345,7 @@ def test_arc(self): self.assert_output() self.assert_position({'x': 15, 'y': 0, 'A': 0, 'z': 0}) - self.g.arc(x=0, y=10, helix_dim='D', helix_len=10) + self.g.arc(x=0, y=10, helix_dim='D', helix_len=10, linearize=False) self.expect_cmd(""" G16 X Y D ;coordinate axis assignment G17 ;XY plane @@ -354,7 +354,7 @@ def test_arc(self): self.assert_output() self.assert_position({'x': 15, 'y': 10, 'A': 0, 'D': 10, 'z': 0}) - self.g.arc(0, 10, helix_dim='D', helix_len=10) + self.g.arc(0, 10, helix_dim='D', helix_len=10, linearize=False) self.expect_cmd(""" G16 X Y D ;coordinate axis assignment G17 ;XY plane @@ -364,7 +364,7 @@ def test_arc(self): self.assert_position({'x': 15, 'y': 20, 'A': 0, 'D': 20, 'z': 0}) with self.assertRaises(RuntimeError): - self.g.arc(x=10, y=10, radius=1) + self.g.arc(x=10, y=10, radius=1, linearize=False) def test_abs_arc(self): self.g.relative() From 7a8ae71e430eebe57dc1798cf91b203c0d1a9af1 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 10:15:20 -0700 Subject: [PATCH 113/137] bug fixes --- mecode/main.py | 3 ++- mecode/tests/test_main.py | 2 +- mecode/tests/test_matrix.py | 2 +- 3 files changed, 4 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 14143e6..90cf654 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -969,7 +969,7 @@ def meander(self, x, y, spacing, start='LL', orientation='x', tail=False, if was_absolute: self.absolute() - def clip(self, axis='z', direction='+x', height=4): + def clip(self, axis='z', direction='+x', height=4, linearize=False): """ Move the given axis up to the given height while arcing in the given direction. @@ -1002,6 +1002,7 @@ def clip(self, axis='z', direction='+x', height=4): axis: height, 'direction': orientation, 'radius': radius, + 'linearize': linearize } self.arc(**kwargs) diff --git a/mecode/tests/test_main.py b/mecode/tests/test_main.py index cfaf5da..e03b476 100755 --- a/mecode/tests/test_main.py +++ b/mecode/tests/test_main.py @@ -636,7 +636,7 @@ def test_rename_axis(self): self.assert_output() self.g.rename_axis(x='X') - self.g.arc(x=10, z=10) + self.g.arc(x=10, z=10, linearize=False) self.assert_position({'x': 40.0, 'y': 30.0, 'z': 40, 'A': 10, 'B': 30, 'W': 10}) self.expect_cmd(""" diff --git a/mecode/tests/test_matrix.py b/mecode/tests/test_matrix.py index d86f1eb..c64908a 100755 --- a/mecode/tests/test_matrix.py +++ b/mecode/tests/test_matrix.py @@ -126,7 +126,7 @@ def test_scale_and_abs_move(self): def test_arc(self): self.g.rotate(math.pi/2) - self.g.arc(x=10, y=0) + self.g.arc(x=10, y=0, linearize=False) self.expect_cmd(""" G17 ;XY plane G2 X0.000000 Y10.000000 R5.000000 From c1032b4c99c41e82911ed7c7ba9f12b7030fdb37 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 12:04:53 -0700 Subject: [PATCH 114/137] fix some unittest issues --- mecode/tests/test_printer.py | 13 +++++++++++-- 1 file changed, 11 insertions(+), 2 deletions(-) diff --git a/mecode/tests/test_printer.py b/mecode/tests/test_printer.py index d4f05d6..14df988 100644 --- a/mecode/tests/test_printer.py +++ b/mecode/tests/test_printer.py @@ -1,5 +1,5 @@ import unittest -from mock import Mock +from mock import Mock, patch, MagicMock import os from time import sleep from threading import Thread @@ -48,10 +48,19 @@ def decode2To3(s): class TestPrinter(unittest.TestCase): + # printer: Printer + # serial_port_patcher: unittest.mock._patch + # serial_port_mock: MagicMock def setUp(self): + # self.serial_port_mock = Mock(spec=serial.Serial, name='MockSerial') + # self.serial_port_patcher = patch('mecode.printer.serial.Serial') + # serial_port_constructor = self.serial_port_patcher.start() + # serial_port_constructor.return_value = self.serial_port_mock + # self.printer = Printer() + self.p = Printer() - self.p.s = Mock(spec=serial.Serial(), name='MockSerial') + self.p.s = Mock(spec=serial.Serial, name='MockSerial') self.p.s.readline.return_value = encode2To3('ok\n') self.p.s.timeout = 1 self.p.s.writeTimeout = 1 From f0766574e259be892865c6f563e9afc679d22727 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 20:55:51 -0700 Subject: [PATCH 115/137] add circle function with color support --- .../developing_features/test_features.ipynb | 174 +++++++++++++++++- mecode/main.py | 43 ++++- 2 files changed, 214 insertions(+), 3 deletions(-) diff --git a/mecode/developing_features/test_features.ipynb b/mecode/developing_features/test_features.ipynb index 938393d..a3b8e38 100644 --- a/mecode/developing_features/test_features.ipynb +++ b/mecode/developing_features/test_features.ipynb @@ -367,7 +367,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "592b47b85d0b458e80eac56c6b7e255e", + "model_id": "9c1c89ce132a4a959ab7b589467536de", "version_major": 2, "version_minor": 0 }, @@ -438,6 +438,178 @@ "outputs": [], "source": [] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# test circle" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(0, 1, 0, 0.5)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + "(1, 0, 0)\n", + 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", 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\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "g = G(outfile='./.delete', print_lines=False)\n", + "\n", + "COM_PORT = 5\n", + "PRESSURE = 60\n", + "SPEED = 1 # mm/s\n", + "\n", + "D_F = 0.5 # mm - expected nozzle filament diameter\n", + "DZ = D_F*0.8 # mm -- expected filament height / layer spacing after sagging\n", + "\n", + "LENGTH = 25 # mm\n", + "WIDTH = 30 * D_F # 15 mm\n", + "JOG_HEIGHT = 5 # mm\n", + "\n", + "g.set_pressure(COM_PORT, PRESSURE)\n", + "g.feed(SPEED)\n", + "\n", + "g.set_home(x=0, y=0, z=0)\n", + "\n", + "\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.circle(5)\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.move(x=1)\n", + "\n", + "g.toggle_pressure(COM_PORT) # ON\n", + "g.circle(4, color=(1,0,0))\n", + "g.toggle_pressure(COM_PORT) # OFF\n", + "\n", + "g.teardown()\n", + "\n", + "g.view('matplotlib', color_on=True)\n", + "# g.view('vpython', fast_forward=30, color_on=True)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/mecode/main.py b/mecode/main.py index 90cf654..1ae6114 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -446,8 +446,47 @@ def retract(self, retraction): self.move(E = -retraction) self.extrude = True + def circle(self, radius, center=None, direction='CW', linearize=True, **kwargs): + """ Generates a circle starting from the current position if center is None, + otherwise from center. + + Parameters + ---------- + direction : str (either 'CW' or 'CCW') (default: 'CW') + The direction to execute the arc in. + radius : float + The radius of the circle. + center : (float, float) + The center coordinates of the circle + linearize : Bool (default: True) + Represent the arc of the circle as a series of straight lines. + + Examples + -------- + TODO: updates these + >>> # arc 10 mm up in y and 10 mm over in x with a radius of 20. + >>> g.arc(x=10, y=10, radius=20) + + >>> # move 10 mm up on the A axis, arcing through y with a radius of 20 + >>> g.arc(A=10, y=0, radius=20) + + >>> # arc through x and y while moving linearly on axis A + >>> g.arc(x=10, y=10, radius=50, helix_dim='A', helix_len=5) + + """ + if direction == 'CW': + self.arc(x=radius, y=radius, radius=radius, direction='CW', **kwargs) + self.arc(x=radius, y=-radius, radius=radius, direction='CW', **kwargs) + self.arc(x=-radius, y=-radius, radius=radius, direction='CW', **kwargs) + self.arc(x=-radius, y=radius, radius=radius, direction='CW', **kwargs) + elif direction == 'CCW': + self.arc(x=-radius, y=radius, radius=radius, direction='CCW', **kwargs) + self.arc(x=-radius, y=-radius, radius=radius, direction='CCW', **kwargs) + self.arc(x=radius, y=-radius, radius=radius, direction='CCW', **kwargs) + self.arc(x=radius, y=radius, radius=radius, direction='CCW', **kwargs) + def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', - helix_dim=None, helix_len=0, linearize=True, **kwargs): + helix_dim=None, helix_len=0, linearize=True, color=(0,1,0,0.5), **kwargs): """ Arc to the given point with the given radius and in the given direction. If helix_dim and helix_len are specified then the tool head will also perform a linear movement through the given dimension while @@ -608,7 +647,7 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', for i in range(len(segments)-1): move_line = segments[i+1]-segments[i] - self.move(*move_line.tolist()[0]) + self.move(*move_line.tolist()[0], color=color) else: #Standard output if axis is not None: From 1c36d38177a2e55db77712a1544078b796159717 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 20:56:40 -0700 Subject: [PATCH 116/137] version bump --- setup.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/setup.py b/setup.py index d51ee7d..7d1512b 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.4.2', + 'version': '0.4.3', 'description': 'Simple GCode generator', 'author': 'Rodrigo Telles', 'author_email': 'rtelles@g.harvard.edu', From f8222d5db7b83ece8fa6124bc7eed246b4477ef8 Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 21:00:46 -0700 Subject: [PATCH 117/137] remove print statement --- mecode/main.py | 1 - setup.py | 2 +- 2 files changed, 1 insertion(+), 2 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 1ae6114..9337911 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1981,7 +1981,6 @@ def view(self, backend='matplotlib', outfile=None, hide_travel=False,color_on=Tr if extruding_state: if color_on: # ax.plot(X, Y, Z,color = cm.gray(self.color_history[index])[:-1]) - print(self.color_history[index]) ax.plot(X, Y, Z,color = self.color_history[index]) else: ax.plot(X, Y, Z,'b') diff --git a/setup.py b/setup.py index 7d1512b..1d42f7a 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.4.3', + 'version': '0.4.4', 'description': 'Simple GCode generator', 'author': 'Rodrigo Telles', 'author_email': 'rtelles@g.harvard.edu', From a6c519545b17c0faf88a4e73d7624c940931bf8c Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Mon, 20 Mar 2023 22:20:39 -0700 Subject: [PATCH 118/137] fix typo --- mecode/header.txt | 2 +- setup.py | 2 +- 2 files changed, 2 insertions(+), 2 deletions(-) diff --git a/mecode/header.txt b/mecode/header.txt index d273697..f7f9566 100644 --- a/mecode/header.txt +++ b/mecode/header.txt @@ -13,5 +13,5 @@ $DO3.0=0 Primary ; sets primary units mm and s G65 F2000; accel speed mm/s^2 -G66 F2000;accel speed mm/s^2 +G66 F2000; decel speed mm/s^2 diff --git a/setup.py b/setup.py index 1d42f7a..be51a2d 100644 --- a/setup.py +++ b/setup.py @@ -2,7 +2,7 @@ from setuptools import setup, find_packages INFO = {'name': 'mecode', - 'version': '0.4.4', + 'version': '0.4.5', 'description': 'Simple GCode generator', 'author': 'Rodrigo Telles', 'author_email': 'rtelles@g.harvard.edu', From 860d5b1bd3f93e4b9b669373c9c934344151a56e Mon Sep 17 00:00:00 2001 From: Rodrigo Telles Date: Tue, 21 Mar 2023 09:01:02 -0700 Subject: [PATCH 119/137] update todo --- README.md | 15 +++++++++++---- 1 file changed, 11 insertions(+), 4 deletions(-) diff --git a/README.md b/README.md index 01014e8..8f3ba33 100644 --- a/README.md +++ b/README.md @@ -157,10 +157,17 @@ visualization. An easy way to install them is to use [conda][1]. TODO ---- -* add pressure box comport to `__init__()` method -* build out multi-nozzle support - * include multi-nozzle support in view method. -* factor out aerotech specific methods into their own class + +- [ ] add pressure box comport to `__init__()` method +- [ ] build out multi-nozzle support + - [ ] include multi-nozzle support in view method. +- [ ] factor out aerotech specific methods into their own class +- [ ] auto set MFO=100% before each print +- [ ] add ability to read current status of aerotech + - [ ] turn off omnicure after aborted runs +- [ ] add formal sphinx documentation +- [ ] create github page + Credits ------- From 71a669f6678ed107ca6cf249141f8a5c583d1f70 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 12:24:56 -0400 Subject: [PATCH 120/137] Add .circleci/config.yml --- .circleci/config.yml | 54 ++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 54 insertions(+) create mode 100644 .circleci/config.yml diff --git a/.circleci/config.yml b/.circleci/config.yml new file mode 100644 index 0000000..844ce26 --- /dev/null +++ b/.circleci/config.yml @@ -0,0 +1,54 @@ +# Use the latest 2.1 version of CircleCI pipeline process engine. +# See: https://circleci.com/docs/2.0/configuration-reference +version: 2.1 + +# Orbs are reusable packages of CircleCI configuration that you may share across projects, enabling you to create encapsulated, parameterized commands, jobs, and executors that can be used across multiple projects. +# See: https://circleci.com/docs/2.0/orb-intro/ +orbs: + # The python orb contains a set of prepackaged CircleCI configuration you can use repeatedly in your configuration files + # Orb commands and jobs help you with common scripting around a language/tool + # so you dont have to copy and paste it everywhere. + # See the orb documentation here: https://circleci.com/developer/orbs/orb/circleci/python + python: circleci/python@1.5.0 + +# Define a job to be invoked later in a workflow. +# See: https://circleci.com/docs/2.0/configuration-reference/#jobs +jobs: + build-and-test: # This is the name of the job, feel free to change it to better match what you're trying to do! + # These next lines defines a Docker executors: https://circleci.com/docs/2.0/executor-types/ + # You can specify an image from Dockerhub or use one of the convenience images from CircleCI's Developer Hub + # A list of available CircleCI Docker convenience images are available here: https://circleci.com/developer/images/image/cimg/python + # The executor is the environment in which the steps below will be executed - below will use a python 3.10.2 container + # Change the version below to your required version of python + docker: + - image: cimg/python:2.7 + - image: cimg/python:3.4 + - image: cimg/python:3.5 + - image: cimg/python:3.6 + - image: cimg/python:3.7 + - image: cimg/python:3.8 + - image: cimg/python:3.9 + - image: cimg/python:3.10 + # Checkout the code as the first step. This is a dedicated CircleCI step. + # The python orb's install-packages step will install the dependencies from a Pipfile via Pipenv by default. + # Here we're making sure we use just use the system-wide pip. By default it uses the project root's requirements.txt. + # Then run your tests! + # CircleCI will report the results back to your VCS provider. + steps: + - checkout + - python/install-packages: + pkg-manager: pip + # app-dir: ~/project/package-directory/ # If your requirements.txt isn't in the root directory. + # pip-dependency-file: test-requirements.txt # if you have a different name for your requirements file, maybe one that combines your runtime and test requirements. + - run: + name: Run tests + # This assumes pytest is installed via the install-package step above + command: python -m unittest discover mecode/tests + +# Invoke jobs via workflows +# See: https://circleci.com/docs/2.0/configuration-reference/#workflows +workflows: + sample: # This is the name of the workflow, feel free to change it to better match your workflow. + # Inside the workflow, you define the jobs you want to run. + jobs: + - build-and-test From 0a5bd1c9414bd3bd4835075ac0a5e433dc460c6d Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 12:27:26 -0400 Subject: [PATCH 121/137] Updated config.yml --- .circleci/config.yml | 1 - 1 file changed, 1 deletion(-) diff --git a/.circleci/config.yml b/.circleci/config.yml index 844ce26..4b4694b 100644 --- a/.circleci/config.yml +++ b/.circleci/config.yml @@ -22,7 +22,6 @@ jobs: # Change the version below to your required version of python docker: - image: cimg/python:2.7 - - image: cimg/python:3.4 - image: cimg/python:3.5 - image: cimg/python:3.6 - image: cimg/python:3.7 From b2c94b6a99a18b6daac63906a768b36ed3f3d6b9 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 12:48:06 -0400 Subject: [PATCH 122/137] add versions to requirements.txt so that python2.7 tests can run --- requirements.txt | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/requirements.txt b/requirements.txt index c0b0bf2..3896ff5 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,5 +1,5 @@ numpy -solidpython -matplotlib -vpython -pyserial \ No newline at end of file +solidpython<0.3 +matplotlib<3.0 +vpython<7.6 +pyserial From 1ebb35f8bba65288400d0a67c65508be23e9c08d Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 12:56:29 -0400 Subject: [PATCH 123/137] circle: install dev requirements --- .circleci/config.yml | 3 +++ 1 file changed, 3 insertions(+) diff --git a/.circleci/config.yml b/.circleci/config.yml index 4b4694b..3d9b17a 100644 --- a/.circleci/config.yml +++ b/.circleci/config.yml @@ -39,6 +39,9 @@ jobs: pkg-manager: pip # app-dir: ~/project/package-directory/ # If your requirements.txt isn't in the root directory. # pip-dependency-file: test-requirements.txt # if you have a different name for your requirements file, maybe one that combines your runtime and test requirements. + - python/install-packages: + pkg-manager: pip + pip-dependency-file: requirements.dev.txt - run: name: Run tests # This assumes pytest is installed via the install-package step above From ebe3d5733ef2a78d61f8e278c54f5011ba97595d Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 12:56:51 -0400 Subject: [PATCH 124/137] python2: use list constructor --- mecode/main.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/mecode/main.py b/mecode/main.py index 9337911..d798a5c 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -1905,7 +1905,7 @@ def export_APE(self): """ extruding_hist = dict(self.extruding_history) position_hist = self.position_history - cut_ranges=[*extruding_hist][1:] + cut_ranges=list(extruding_hist)[1:] final_coords = [] for i in range(0,len(cut_ranges),2): final_coords.append(position_hist[cut_ranges[i]-1:cut_ranges[i+1]]) From dc58c972bd8bcfd3e7b3b2da753e1154d0d2ecaf Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 13:13:48 -0400 Subject: [PATCH 125/137] arc: fix treating dict keys as list indices --- mecode/main.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index d798a5c..5f0c0ca 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -596,9 +596,9 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', b_length = math.sqrt(radius**2-(dist/2)**2) b_vect = b_length*perp_vect_dir c_vect = a_vect+b_vect - center_coords = np.array(cp[k[:2]])+c_vect - final_pos = np.array(cp[k[:2]])+a_vect*2-c_vect - initial_pos = np.array(cp[k[:2]]) + initial_pos = np.array((cp[k[0]],cp[k[1]])) + center_coords = initial_pos+c_vect + final_pos = initial_pos+a_vect*2-c_vect #extrude feature implementation # only designed for flow calculations in x-y plane From aa427155bb22cb48838d24d60fdc8555618c48b1 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 13:14:10 -0400 Subject: [PATCH 126/137] arc: do not linearize by default, for legacy test --- mecode/main.py | 10 +++++----- 1 file changed, 5 insertions(+), 5 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index 5f0c0ca..b4ae420 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -446,7 +446,7 @@ def retract(self, retraction): self.move(E = -retraction) self.extrude = True - def circle(self, radius, center=None, direction='CW', linearize=True, **kwargs): + def circle(self, radius, center=None, direction='CW', linearize=False, **kwargs): """ Generates a circle starting from the current position if center is None, otherwise from center. @@ -458,7 +458,7 @@ def circle(self, radius, center=None, direction='CW', linearize=True, **kwargs) The radius of the circle. center : (float, float) The center coordinates of the circle - linearize : Bool (default: True) + linearize : Bool (default: False) Represent the arc of the circle as a series of straight lines. Examples @@ -486,7 +486,7 @@ def circle(self, radius, center=None, direction='CW', linearize=True, **kwargs) self.arc(x=radius, y=radius, radius=radius, direction='CCW', **kwargs) def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', - helix_dim=None, helix_len=0, linearize=True, color=(0,1,0,0.5), **kwargs): + helix_dim=None, helix_len=0, linearize=False, color=(0,1,0,0.5), **kwargs): """ Arc to the given point with the given radius and in the given direction. If helix_dim and helix_len are specified then the tool head will also perform a linear movement through the given dimension while @@ -507,7 +507,7 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', The linear dimension to complete the helix through helix_len : float The length to move in the linear helix dimension. - linearize : Bool (default: True) + linearize : Bool (default: False) Represent the arc as a series of straight lines. Examples @@ -815,7 +815,7 @@ def rect(self, x, y, direction='CW', start='LL'): self.move(y=-y) self.move(x=x) - def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=True): + def round_rect(self, x, y, direction='CW', start='LL', radius=0, linearize=False): """ Trace a rectangle with the given width and height with rounded corners, note that starting point is not actually in corner of rectangle. From 9002752043becf20d274a6d310d4e942e14f1f6c Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 14:18:55 -0400 Subject: [PATCH 127/137] arc: consolidate linearization code to test for zero dist --- mecode/main.py | 86 ++++++++++++++++++++------------------------------ 1 file changed, 35 insertions(+), 51 deletions(-) diff --git a/mecode/main.py b/mecode/main.py index b4ae420..ee79054 100644 --- a/mecode/main.py +++ b/mecode/main.py @@ -554,51 +554,18 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', elif direction == 'CCW': command = 'G3' - values = [v for v in dims.values()] if self.is_relative: - dist = math.sqrt(values[0] ** 2 + values[1] ** 2) - if radius == 'auto': - radius = dist / 2.0 - elif abs(radius) < dist / 2.0: - msg = 'Radius {} to small for distance {}'.format(radius, dist) - raise RuntimeError(msg) - vect_dir= [values[0]/dist,values[1]/dist] - if direction == 'CW': - arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) - elif direction =='CCW': - arc_rotation_matrix = np.matrix([[0, 1],[-1, 0]]) - perp_vect_dir = np.array(vect_dir)*arc_rotation_matrix - a_vect= np.array([values[0]/2,values[1]/2]) - b_length = math.sqrt(radius**2-(dist/2)**2) - b_vect = b_length*perp_vect_dir - c_vect = a_vect+b_vect - center_coords = c_vect - final_pos = a_vect*2-c_vect - initial_pos = -c_vect + values = [v for v in dims.values()] else: - k = [ky for ky in dims.keys()] cp = self._current_position - dist = math.sqrt( - (cp[k[0]] - values[0]) ** 2 + (cp[k[1]] - values[1]) ** 2 - ) - if radius == 'auto': - radius = dist / 2.0 - elif abs(radius) < dist / 2.0: - msg = 'Radius {} to small for distance {}'.format(radius, dist) - raise RuntimeError(msg) - vect_dir= [(values[0]-cp[k[0]])/dist,(values[1]-cp[k[1]])/dist] - if direction == 'CW': - arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) - elif direction =='CCW': - arc_rotation_matrix = np.matrix([[0, 1],[-1, 0]]) - perp_vect_dir = np.array(vect_dir)*arc_rotation_matrix - a_vect = np.array([(values[0]-cp[k[0]])/2.0,(values[1]-cp[k[1]])/2.0]) - b_length = math.sqrt(radius**2-(dist/2)**2) - b_vect = b_length*perp_vect_dir - c_vect = a_vect+b_vect - initial_pos = np.array((cp[k[0]],cp[k[1]])) - center_coords = initial_pos+c_vect - final_pos = initial_pos+a_vect*2-c_vect + values = [cp[k] - v for k, v in dims.items()] + + dist = math.sqrt(values[0] ** 2 + values[1] ** 2) + if radius == 'auto': + radius = dist / 2.0 + elif abs(radius) < dist / 2.0: + msg = 'Radius {} to small for distance {}'.format(radius, dist) + raise RuntimeError(msg) #extrude feature implementation # only designed for flow calculations in x-y plane @@ -623,15 +590,32 @@ def arc(self, x=None, y=None, z=None, direction='CW', radius='auto', if linearize: #Curved formed from straight lines - final_pos = np.array(final_pos.tolist()).flatten() - initial_pos = np.array(initial_pos.tolist()).flatten() - final_angle = np.arctan2(final_pos[1],final_pos[0]) - initial_angle = np.arctan2(initial_pos[1],initial_pos[0]) - - if direction == 'CW': - angle_difference = 2*np.pi-(final_angle-initial_angle)%(2*np.pi) - elif direction == 'CCW': - angle_difference = (initial_angle-final_angle)%(-2*np.pi) + if dist > 0: + vect_dir= [values[0]/dist,values[1]/dist] + if direction == 'CW': + arc_rotation_matrix = np.matrix([[0, -1],[1, 0]]) + elif direction =='CCW': + arc_rotation_matrix = np.matrix([[0, 1],[-1, 0]]) + perp_vect_dir = np.array(vect_dir)*arc_rotation_matrix + a_vect= np.array([values[0]/2,values[1]/2]) + b_length = math.sqrt(radius**2-(dist/2)**2) + b_vect = b_length*perp_vect_dir + c_vect = a_vect+b_vect + center_coords = c_vect + final_pos = a_vect*2-c_vect + initial_pos = -c_vect + + final_pos = np.array(final_pos.tolist()).flatten() + initial_pos = np.array(initial_pos.tolist()).flatten() + final_angle = np.arctan2(final_pos[1],final_pos[0]) + initial_angle = np.arctan2(initial_pos[1],initial_pos[0]) + + if direction == 'CW': + angle_difference = 2*np.pi-(final_angle-initial_angle)%(2*np.pi) + elif direction == 'CCW': + angle_difference = (initial_angle-final_angle)%(-2*np.pi) + else: + angle_difference = 0 step_range = [0, angle_difference] step_size = np.pi/16 From efdc4abcbce99f16ba2b3643494ac49d9b1f0f8a Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 14:20:55 -0400 Subject: [PATCH 128/137] remove python 3.4 from travis as it is not tested on circle --- .travis.yml | 1 - 1 file changed, 1 deletion(-) diff --git a/.travis.yml b/.travis.yml index 610a722..782886d 100644 --- a/.travis.yml +++ b/.travis.yml @@ -1,7 +1,6 @@ language: python python: - "2.7" - - "3.4" - "3.5" - "3.6" - "3.7" From 60f0aeda838cbeaa50e6008cf13ffa892153b955 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 14:23:27 -0400 Subject: [PATCH 129/137] circleci: remove tutorial commentary --- .circleci/config.yml | 34 ++++------------------------------ 1 file changed, 4 insertions(+), 30 deletions(-) diff --git a/.circleci/config.yml b/.circleci/config.yml index 3d9b17a..c299620 100644 --- a/.circleci/config.yml +++ b/.circleci/config.yml @@ -1,25 +1,9 @@ -# Use the latest 2.1 version of CircleCI pipeline process engine. -# See: https://circleci.com/docs/2.0/configuration-reference version: 2.1 - -# Orbs are reusable packages of CircleCI configuration that you may share across projects, enabling you to create encapsulated, parameterized commands, jobs, and executors that can be used across multiple projects. -# See: https://circleci.com/docs/2.0/orb-intro/ orbs: - # The python orb contains a set of prepackaged CircleCI configuration you can use repeatedly in your configuration files - # Orb commands and jobs help you with common scripting around a language/tool - # so you dont have to copy and paste it everywhere. - # See the orb documentation here: https://circleci.com/developer/orbs/orb/circleci/python + # https://circleci.com/developer/orbs/orb/circleci/python python: circleci/python@1.5.0 - -# Define a job to be invoked later in a workflow. -# See: https://circleci.com/docs/2.0/configuration-reference/#jobs jobs: - build-and-test: # This is the name of the job, feel free to change it to better match what you're trying to do! - # These next lines defines a Docker executors: https://circleci.com/docs/2.0/executor-types/ - # You can specify an image from Dockerhub or use one of the convenience images from CircleCI's Developer Hub - # A list of available CircleCI Docker convenience images are available here: https://circleci.com/developer/images/image/cimg/python - # The executor is the environment in which the steps below will be executed - below will use a python 3.10.2 container - # Change the version below to your required version of python + test: # This is the name of the job, feel free to change it to better match what you're trying to do! docker: - image: cimg/python:2.7 - image: cimg/python:3.5 @@ -28,29 +12,19 @@ jobs: - image: cimg/python:3.8 - image: cimg/python:3.9 - image: cimg/python:3.10 - # Checkout the code as the first step. This is a dedicated CircleCI step. - # The python orb's install-packages step will install the dependencies from a Pipfile via Pipenv by default. - # Here we're making sure we use just use the system-wide pip. By default it uses the project root's requirements.txt. - # Then run your tests! - # CircleCI will report the results back to your VCS provider. steps: - checkout - python/install-packages: pkg-manager: pip - # app-dir: ~/project/package-directory/ # If your requirements.txt isn't in the root directory. - # pip-dependency-file: test-requirements.txt # if you have a different name for your requirements file, maybe one that combines your runtime and test requirements. - python/install-packages: pkg-manager: pip pip-dependency-file: requirements.dev.txt - run: name: Run tests - # This assumes pytest is installed via the install-package step above command: python -m unittest discover mecode/tests -# Invoke jobs via workflows -# See: https://circleci.com/docs/2.0/configuration-reference/#workflows workflows: - sample: # This is the name of the workflow, feel free to change it to better match your workflow. + ci: # This is the name of the workflow, feel free to change it to better match your workflow. # Inside the workflow, you define the jobs you want to run. jobs: - - build-and-test + - test From cae4132cb6736a251c8c8a26ff715518c38b957d Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 14:44:01 -0400 Subject: [PATCH 130/137] circleci: fix matrix --- .circleci/config.yml | 23 +++++++++++++++-------- 1 file changed, 15 insertions(+), 8 deletions(-) diff --git a/.circleci/config.yml b/.circleci/config.yml index c299620..fd8ca55 100644 --- a/.circleci/config.yml +++ b/.circleci/config.yml @@ -4,14 +4,11 @@ orbs: python: circleci/python@1.5.0 jobs: test: # This is the name of the job, feel free to change it to better match what you're trying to do! + parameters: + python-version: + type: string docker: - - image: cimg/python:2.7 - - image: cimg/python:3.5 - - image: cimg/python:3.6 - - image: cimg/python:3.7 - - image: cimg/python:3.8 - - image: cimg/python:3.9 - - image: cimg/python:3.10 + - image: cimg/python:<< parameters.python-version >> steps: - checkout - python/install-packages: @@ -27,4 +24,14 @@ workflows: ci: # This is the name of the workflow, feel free to change it to better match your workflow. # Inside the workflow, you define the jobs you want to run. jobs: - - test + - test: + matrix: + parameters: + python-version: + - "2.7" + - "3.5" + - "3.6" + - "3.7" + - "3.8" + - "3.9" + - "3.10" From 03a0f53f4a0ffe0f6623b1db5980b599dbdf9c0a Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 14:48:58 -0400 Subject: [PATCH 131/137] use environment marker to specify vpython version --- requirements.txt | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/requirements.txt b/requirements.txt index 3896ff5..9a46097 100644 --- a/requirements.txt +++ b/requirements.txt @@ -1,5 +1,6 @@ numpy solidpython<0.3 matplotlib<3.0 -vpython<7.6 +vpython<7.6;python_version<"3" +vpython>=7.6;python_version>="3" pyserial From f5816a7f49e36e6d427de1924dcd1adb85474acb Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 15:08:02 -0400 Subject: [PATCH 132/137] circleci: python updates --- .circleci/config.yml | 15 +++++++++++++-- 1 file changed, 13 insertions(+), 2 deletions(-) diff --git a/.circleci/config.yml b/.circleci/config.yml index fd8ca55..86b9e4a 100644 --- a/.circleci/config.yml +++ b/.circleci/config.yml @@ -1,7 +1,7 @@ version: 2.1 orbs: # https://circleci.com/developer/orbs/orb/circleci/python - python: circleci/python@1.5.0 + python: circleci/python@2.1.1 jobs: test: # This is the name of the job, feel free to change it to better match what you're trying to do! parameters: @@ -10,9 +10,21 @@ jobs: docker: - image: cimg/python:<< parameters.python-version >> steps: + - when: # for python >= 3, upgrade pip all the way + condition: + not: + equal: [ "2.7", << parameters.python-version >> ] + steps: + - python/install-packages: + args: --upgrade pip + pkg-manager: pip + pip-dependency-file: /dev/null + cache-version: "{{ .Environment.CACHE_VERSION }}" - checkout - python/install-packages: pkg-manager: pip + pip-dependency-file: requirements.txt + cache-version: "{{ .Environment.CACHE_VERSION }}" - python/install-packages: pkg-manager: pip pip-dependency-file: requirements.dev.txt @@ -22,7 +34,6 @@ jobs: workflows: ci: # This is the name of the workflow, feel free to change it to better match your workflow. - # Inside the workflow, you define the jobs you want to run. jobs: - test: matrix: From 45248413e992b2d3632d938fe75271ffd47ae517 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 16:28:57 -0400 Subject: [PATCH 133/137] remove spurious trailing whitespace in test data --- mecode/tests/test_matrix.py | 8 ++++---- 1 file changed, 4 insertions(+), 4 deletions(-) diff --git a/mecode/tests/test_matrix.py b/mecode/tests/test_matrix.py index 96836e2..3aa9b66 100755 --- a/mecode/tests/test_matrix.py +++ b/mecode/tests/test_matrix.py @@ -90,10 +90,10 @@ def test_abs_zmove_with_flip(self): self.assert_almost_position({'x': 1.0, 'y': 0, 'z': 2}) self.expect_cmd(""" - G90 ; absolute + G90 ; absolute G1 X-1.000000 Y0.000000 Z0.000000 G91 ; relative - G90 ; absolute + G90 ; absolute G1 X-1.000000 Y0.000000 Z2.000000 G91 ; relative """) @@ -106,10 +106,10 @@ def test_abs_zmove_with_rotate(self): self.g.abs_move(z=2) self.assert_almost_position({'x': 1.0, 'y': 0, 'z': 2}) self.expect_cmd(""" - G90 ; absolute + G90 ; absolute G1 X0.000000 Y1.000000 Z0.000000 G91 ; relative - G90 ; absolute + G90 ; absolute G1 X0.000000 Y1.000000 Z2.000000 G91 ; relative """) From b3c6135396bbaac23751262aad158b8f93980e5d Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 16:39:13 -0400 Subject: [PATCH 134/137] updated github workflow to include python 2.7 again --- .github/workflows/python-package.yml | 5 ++--- 1 file changed, 2 insertions(+), 3 deletions(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index e0bc3c7..8a99eea 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -16,8 +16,7 @@ jobs: fail-fast: false matrix: host-os: ["ubuntu-latest", "macos-latest", "windows-latest"] - # python-version: ["2.7","3.4","3.5","3.6","3.7","3.8","3.9","3.10"] - python-version: ["3.7","3.8","3.9","3.10"] + python-version: ["2.7","3.5","3.6","3.7","3.8","3.9","3.10"] runs-on: ${{ matrix.host-os }} @@ -33,7 +32,7 @@ jobs: python-version: ${{ matrix.python-version }} - name: Install dependencies run: | - python -m pip install --upgrade pip + python -m pip install --upgrade pip\<20 python -m pip install flake8 pytest if [ -f requirements.txt ]; then pip install -r requirements.txt; fi if [ -f requirements.dev.txt ]; then pip install -r requirements.dev.txt; fi From a970b438625b836f1626927a648406d00b59c314 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Wed, 10 May 2023 17:28:52 -0400 Subject: [PATCH 135/137] for now, comment out failing github workflows --- .github/workflows/python-package.yml | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 8a99eea..6d75a30 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -15,8 +15,8 @@ jobs: strategy: fail-fast: false matrix: - host-os: ["ubuntu-latest", "macos-latest", "windows-latest"] - python-version: ["2.7","3.5","3.6","3.7","3.8","3.9","3.10"] + host-os: ["ubuntu-latest", "macos-latest"] # windows-latest + python-version: ["2.7","3.7","3.8","3.9","3.10"] # 3.5, 3.6 runs-on: ${{ matrix.host-os }} @@ -33,7 +33,7 @@ jobs: - name: Install dependencies run: | python -m pip install --upgrade pip\<20 - python -m pip install flake8 pytest + #python -m pip install flake8 pytest if [ -f requirements.txt ]; then pip install -r requirements.txt; fi if [ -f requirements.dev.txt ]; then pip install -r requirements.dev.txt; fi # - name: Lint with flake8 From 99dede691e91e8466c79ccf0d13f3d2ea8afdc01 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Thu, 8 Jun 2023 07:59:26 -0400 Subject: [PATCH 136/137] rebased code to publish tags to pypi from wheecode --- .github/workflows/python-package.yml | 25 ++++++++++++++++++++++--- setup.cfg | 3 ++- 2 files changed, 24 insertions(+), 4 deletions(-) diff --git a/.github/workflows/python-package.yml b/.github/workflows/python-package.yml index 6d75a30..4f4343f 100644 --- a/.github/workflows/python-package.yml +++ b/.github/workflows/python-package.yml @@ -5,12 +5,13 @@ name: Python package on: push: - branches: [ "master" ] + branches: [ "master", "main" ] + tags: [ "*" ] pull_request: - branches: [ "master" ] + branches: [ "master", "main" ] jobs: - build: + test: strategy: fail-fast: false @@ -45,3 +46,21 @@ jobs: - name: Test with pytest or unittest run: | python -m unittest discover mecode/tests + + publish: + needs: test + runs-on: ubuntu-latest + steps: + - uses: actions/checkout@v3 + - uses: actions/setup-python@v3 + - name: Install pypa/build + run: | + python -m pip install build + - name: Build a binary wheel and a source tarball + run: | + python -m build --sdist --wheel --outdir dist/ + - name: Publish distribution package to PyPI + if: startsWith(github.ref, 'refs/tags') + uses: pypa/gh-action-pypi-publish@release/v1 + with: + password: ${{ secrets.PYPI_API_TOKEN }} diff --git a/setup.cfg b/setup.cfg index b88034e..03e4fc9 100644 --- a/setup.cfg +++ b/setup.cfg @@ -1,2 +1,3 @@ [metadata] -description-file = README.md +long_description_content_type = text/markdown +long_description = file: README.md From 3b6bfddf2c1792c6577c40dfd76ca80062010136 Mon Sep 17 00:00:00 2001 From: xloem <0xloem@gmail.com> Date: Sat, 13 May 2023 03:26:40 -0400 Subject: [PATCH 137/137] update .travis.yml python 3.10 isn't fully integrated into travis yet requirements.dev.txt was missing --- .travis.yml | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/.travis.yml b/.travis.yml index 782886d..a16ae11 100644 --- a/.travis.yml +++ b/.travis.yml @@ -6,6 +6,5 @@ python: - "3.7" - "3.8" - "3.9" - - "3.10" -install: "pip install -r requirements.txt" +install: "pip install -r requirements.txt && pip install -r requirements.dev.txt" script: "python -m unittest discover mecode/tests"