Description |
---|
Allows the user to create a Geneva wheel mechanism from scratch. Must edit values within the Macro to alter the size of the object. Macro version: 1.0 Last modified: 2014-09-21 FreeCAD version: All Download: ToolBar Icon Author: Drei |
Author |
Drei |
Download |
ToolBar Icon |
Links |
Macros recipes How to install macros How to customize toolbars |
Macro Version |
1.0 |
Date last modified |
2014-09-21 |
FreeCAD Version(s) |
All |
Default shortcut |
None |
See also |
None |
Allows the user to create a Geneva wheel mechanism from scratch. Must edit values within the Macro to alter the size of the object.
This Macro creates the main parts of a Geneva Wheel Mechanism. It depends on six values that must be altered in the code, read the comments in the code. The variables are:
Input | Output |
---|---|
|
|
Macro Geneva Wheel GUI: A GUI front end based on this macro that allows the user to create a Geneva wheel mechanism from scratch.
Macro_Geneva_Wheel.FCMacro
#Creation of a Geneva Wheel with Parametric values By: Isaac Ayala (drei) #This Macro creates the main parts of a Geneva Wheel Mechanism #It depends on six values that must be altered in the following code #The variables are a, b, n, p, t and h. #Definition for each variable # Input #a = Drive Crank Radius #b = Geneva Wheel Radius #n = Driven Slot Quantity #p = Drive Pin Diameter #t = Tolerance #h = Height # Output #c = Distance Between Centers #s = Slot Center Width #w = Slot Width #y = Stop Arc Radius #z = Stop Disc Radius #v = Clearance Arc #Please note that you can alter the code so it depends on five values exclusively #Just replace c, and either a or b with the following # Keep value for a #c = a/math.sin(math.pi/n) #b = math.sqrt((math.pow(c,2))-(math.pow(a,2))) # Keep value for b #c = b/math.cos(math.pi/n) #a = math.sqrt((math.pow(c,2))-(math.pow(b,2))) from __future__ import division import time import math from PySide import QtCore, QtGui from FreeCAD import Base import Part #Inputs a = 25.0 b = 60.0 n = 6 p = 4 t = 0.01 h = 5 T = 60 #Outputs c = math.sqrt(pow(a,2) + pow(b,2)) s = a + b - c w = p + t y = a - (1.5 * p) z = y - t v = (b * z)/a # Create the Drive Crank (Will be placed on the origin) driveCrank = Part.makeCylinder(z, h) driveCrank.translate(Base.Vector(0,0,0)) genevaWheelClearanceCut = Part.makeCylinder(b, h) genevaWheelClearanceCut.translate(Base.Vector(-c,0,0)) driveCrank = driveCrank.cut(genevaWheelClearanceCut) driveCrankBase = Part.makeCylinder((1.5*a), h) driveCrankBase.translate(Base.Vector(0,0,-h)) driveCrank = driveCrank.fuse(driveCrankBase) drivePin = Part.makeCylinder(p,h) drivePin.translate(Base.Vector(-a,0,0)) driveCrank = driveCrank.fuse(drivePin) # Create the Geneva Wheel (Will be placed on the x-axis on the left side) genevaWheel = Part.makeCylinder(b,h) genevaWheel.translate(Base.Vector(-c,0,0)) stopArc = Part.makeCylinder(y, h) stopArc.translate(Base.Vector(((y-(b/2)),0,0))) stopArc.rotate(Base.Vector(-c,0,0),Base.Vector(0,0,1),30) for i in range(6): stopArc.rotate(Base.Vector(-c,0,0),Base.Vector(0,0,1),60) genevaWheel = genevaWheel.cut(stopArc) slotLength = Part.makeBox(s,(2*w),h) slotLength.translate(Base.Vector(-a,-w,0)) slotRadius = Part.makeCylinder(w,h) slotRadius.translate(Base.Vector(-a,0,0)) slot=slotLength.fuse(slotRadius) for i in range(6): slot.rotate(Base.Vector(-c,0,0),Base.Vector(0,0,1),60) genevaWheel = genevaWheel.cut(slot) # Display Result Part.show(driveCrank) Part.show(genevaWheel)