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Asm4_Measure.py
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#!/usr/bin/python
# -*- coding: utf-8 -*-
#****************************************************************************
#* *
#* by Zoltan Hubert *
#* *
#* code partially based on: *
#* *
#* Caliper tool, icons by easyw-fc *
#* evolution of Macro_CenterFace *
#* some part of Macro WorkFeature *
#* and Macro Rotate To Point, Macro_Delta_xyz *
#* and assembly2 *
#* *
#* Measure tool *
#* *
#* This is a stand-alone tool that doesn't need anything outside Part * *
#* *
#* This program is free software; you can redistribute it and/or modify *
#* it under the terms of the GNU Library General Public License (LGPL) *
#* as published by the Free Software Foundation; either version 2 of *
#* the License, or (at your option) any later version. *
#* for detail see the LICENCE text file. *
#****************************************************************************
import threading, sys, math, os
import numpy as np
import base64
from PySide import QtGui, QtCore
#from pivy import coin
import FreeCADGui as Gui
import FreeCAD as App
from FreeCAD import Base
from FreeCAD import Console as FCC
import Part
# only needed for icons
import libAsm4 as Asm4
"""
+-----------------------------------------------+
| Global variables |
+-----------------------------------------------+
"""
global taskUI, addedDims, PtS
addedDims = []
PtS = None
annoFontSize = 12.0
annoPrecision = 0.001
iconDir = Asm4.iconPath
# remove previous snap point
def removePtS():
global PtS
if PtS and hasattr(PtS,'Name') and App.ActiveDocument.getObject(PtS.Name):
App.ActiveDocument.removeObject(PtS.Name)
PtS = None
# usage:
# object = App.ActiveDocument.addObject('App::FeaturePython','objName')
# object.ViewObject.Proxy = setCustomIcon(object,'Icon.svg')
# import base64
# encoded = base64.b64encode(open("filename.png", "rb").read())
class setCustomIcon():
def __init__( self, obj, iconFile ):
icon = os.path.join( iconDir , iconFile )
self.customIcon = icon
def getIcon(self):
return self.customIcon
"""
+-----------------------------------------------+
| The menu and toolbar command |
+-----------------------------------------------+
"""
class MeasureCmd():
def __init__(self):
super(MeasureCmd,self).__init__()
def GetResources(self):
return {"MenuText": "Measure",
"ToolTip": "Measure Tool",
"Pixmap" : os.path.join( iconDir , 'Part_Measure.svg')
}
def IsActive(self):
if App.ActiveDocument:
return True
return False
def Activated(self):
Gui.Control.showDialog( MeasureUI() )
"""
+-----------------------------------------------+
| The UI and functions in the Task panel |
+-----------------------------------------------+
"""
class MeasureUI():
def __init__(self):
self.base = QtGui.QWidget()
self.form = self.base
iconFile = os.path.join( iconDir , 'Part_Measure.svg')
self.form.setWindowIcon(QtGui.QIcon( iconFile ))
self.form.setWindowTitle('Measure')
# draw the GUI, objects are defined later down
self.drawUI()
global taskUI
taskUI = self
global PtS
global addedDims
# start the observer
Gui.Selection.clearSelection()
#self.so=SelObserverCaliper()
self.so = selectionObserver()
Gui.Selection.addObserver( self.so, 1 ) # 1 = resolve
FCC.PrintMessage('Observer started\n')
# enable the measurement points
self.Selection1.setEnabled(True)
self.Selection1.setChecked(False)
self.Selection2.setEnabled(False)
self.sel1Icon.setIcon(QtGui.QIcon(self.selectIcon))
# init finished
# standard FreeCAD Task panel buttons
def getStandardButtons(self):
return int( QtGui.QDialogButtonBox.Cancel
| QtGui.QDialogButtonBox.Reset
| QtGui.QDialogButtonBox.Ok )
# OK button
def accept(self):
# update the Measure group to get rid if the smal overlay icon
App.ActiveDocument.recompute()
self.Finish()
# Cancel button
def reject(self):
self.Reset()
self.Finish()
# Reset button
def clicked(self, button):
if button == QtGui.QDialogButtonBox.Reset:
self.Reset()
# Close
def Finish(self):
FCC.PrintMessage("closing ... ")
try:
Gui.Selection.removeObserver(self.so) # desinstalle la fonction residente SelObserver
FCC.PrintMessage("done\n")
except:
FCC.PrintWarning("was not able to remove observer\n")
# remove PtS because it can have strange results
removePtS()
# close Task widget
Gui.Control.closeDialog()
# Reset (clear measures)
def Reset(self):
global PtS, addedDims
Gui.Selection.clearSelection()
self.clearConsole()
FCC.PrintMessage('Removing all measurements ...')
removePtS()
for d in addedDims:
FCC.PrintMessage('.')
try:
App.ActiveDocument.removeObject(d.Name)
except:
pass
addedDims=[]
# remove also the "Measures" group if any
if App.ActiveDocument.getObject('Measures') and \
App.ActiveDocument.getObject('Measures').TypeId=='App::DocumentObjectGroup':
App.ActiveDocument.removeObject('Measures')
# clear UI
self.sel1Name.clear()
self.sel2Name.clear()
self.sel1Icon.setIcon(QtGui.QIcon(self.selectIcon))
self.sel2Icon.setIcon(QtGui.QIcon(self.noneIcon))
self.Selection1.setEnabled(True)
self.Selection1.setChecked(False)
self.Selection2.setEnabled(False)
self.resultText.clear()
FCC.PrintMessage(' done\n')
# clear report view and Python panel
def clearConsole(self):
#clearing previous messages
mw = Gui.getMainWindow()
#c=mw.findChild(QtGui.QPlainTextEdit, "Python console")
#c.clear()
rv = mw.findChild(QtGui.QTextEdit, "Report view")
rv.clear()
# Actions
#
# when changing the measurement type, reset pre-existing selection
def onMeasure_toggled(self):
global PtS
self.Selection1.setChecked(False)
self.Selection2.setEnabled(False)
Gui.Selection.clearSelection()
removePtS()
self.sel1Icon.setIcon(QtGui.QIcon(self.selectIcon))
self.sel2Icon.setIcon(QtGui.QIcon(self.noneIcon))
# Angle dimensions only work with Snap selection
if self.rbAngle.isChecked():
self.rbShape.setChecked(True)
# re-initialize Selection 1
def onSel1_toggled(self):
if not self.Selection1.isChecked() and self.Selection2.isEnabled():
self.Selection1.setChecked(False)
self.sel1Name.clear()
self.Selection2.setEnabled(False)
Gui.Selection.clearSelection()
removePtS()
self.sel1Icon.setIcon(QtGui.QIcon(self.selectIcon))
self.sel2Icon.setIcon(QtGui.QIcon(self.noneIcon))
else:
if not self.Selection2.isEnabled():
self.Selection1.setChecked(False)
self.sel1Icon.setIcon(QtGui.QIcon(self.selectIcon))
#self.sel2Icon.setIcon(QtGui.QIcon(self.noneIcon))
# Angle can be measured only between shapes
def onSnap_toggled(self):
if self.rbAngle.isChecked() and self.rbSnap.isChecked():
self.rbDistance.setChecked(True)
# defines the UI, only static elements
def drawUI(self):
iconSize = 32
btSize = 48
btn_sizeX=32;btn_sizeY=32;
btn_sizeX=32;btn_sizeY=32;
chkb_sizeX=20;chkb_sizeY=20;
btn_sm_sizeX=20;btn_sm_sizeY=20;
btn_md_sizeX=26;btn_md_sizeY=26;
# icons of UI
pm = QtGui.QPixmap()
self.noneIcon = None
pm.loadFromData(base64.b64decode( valid_b64 ))
self.validIcon = QtGui.QIcon(pm)
pm.loadFromData(base64.b64decode( select_b64 ))
self.selectIcon = QtGui.QIcon(pm)
# icons for the tree
self.pointIcon = 'Draft_Point.svg'
self.lineIcon = 'Draft_Line.svg'
self.circleIcon = 'Draft_Circle.svg'
self.dimensionIcon = 'Draft_Dimension.svg'
# the layout for the main window is vertical (top to down)
self.mainLayout = QtGui.QVBoxLayout(self.form)
# measurement type
self.mainLayout.addWidget(QtGui.QLabel('Controls'))
self.measureGroup = QtGui.QFrame(self.form)
self.measureGroup.setFrameStyle(QtGui.QFrame.StyledPanel | QtGui.QFrame.Plain)
self.mainLayout.addWidget(self.measureGroup)
self.measureGrid = QtGui.QGridLayout(self.measureGroup)
self.mainLayout.addLayout(self.measureGrid)
# 0,0
pm.loadFromData(base64.b64decode(Dim_Radius_b64))
self.rbRadius = QtGui.QRadioButton(self.measureGroup)
self.rbRadius.setObjectName("rbRadius")
self.rbRadius.setToolTip("Measure Radius of Arc or Circle\nMeasure Length of Edge")
self.rbRadius.setIconSize(QtCore.QSize(btn_md_sizeX,btn_md_sizeY))
self.rbRadius.setIcon(QtGui.QIcon(pm))
self.rbRadius.setChecked(True)
self.measureGrid.addWidget(self.rbRadius, 0, 0 )
# 0,1
pm.loadFromData(base64.b64decode(Dim_Length_b64))
self.rbDistance = QtGui.QRadioButton(self.measureGroup)
self.rbDistance.setObjectName("rbDistance")
self.rbDistance.setToolTip("Measure Distance")
self.rbDistance.setIconSize(QtCore.QSize(btn_md_sizeX,btn_md_sizeY))
self.rbDistance.setIcon(QtGui.QIcon(pm))
self.measureGrid.addWidget(self.rbDistance, 0, 1 )
# 0,2
pm.loadFromData(base64.b64decode(Dim_Angle_b64))
self.rbAngle = QtGui.QRadioButton(self.measureGroup)
self.rbAngle.setObjectName("rbAngle")
self.rbAngle.setToolTip("Measure Angle")
self.rbAngle.setIconSize(QtCore.QSize(btn_md_sizeX,btn_md_sizeY))
self.rbAngle.setIcon(QtGui.QIcon(pm))
self.measureGrid.addWidget(self.rbAngle, 0, 2 )
# actual measurement tools
self.snapGroup = QtGui.QFrame(self.form)
self.snapGroup.setFrameStyle(QtGui.QFrame.StyledPanel | QtGui.QFrame.Plain)
# self.snapGroup.setTitle("Selection method")
self.mainLayout.addWidget(self.snapGroup)
self.snapGrid = QtGui.QGridLayout(self.snapGroup)
self.mainLayout.addLayout(self.snapGrid)
self.selectGrid = QtGui.QGridLayout(self.snapGroup)
# 0,0
pm.loadFromData(base64.b64decode(Snap_Options_b64))
self.rbSnap = QtGui.QRadioButton(self.snapGroup)
self.rbSnap.setObjectName("rbSnap")
self.rbSnap.setToolTip("Snap to EndPoint, MiddlePoint, Center")
self.rbSnap.setIconSize(QtCore.QSize(3*btn_md_sizeX,btn_md_sizeY))
self.rbSnap.setIcon(QtGui.QIcon(pm))
self.rbSnap.setChecked(False)
self.snapGrid.addWidget(self.rbSnap, 0, 0, 1, 2 )
# 0,2
pm.loadFromData(base64.b64decode(Center_Mass_b64))
self.rbShape = QtGui.QRadioButton(self.snapGroup)
self.rbShape.setObjectName("rbShape")
self.rbShape.setToolTip("Select Shape")
self.rbShape.setIconSize(QtCore.QSize(btn_md_sizeX,btn_md_sizeY))
self.rbShape.setIcon(QtGui.QIcon(pm))
self.rbShape.setChecked(True)
self.snapGrid.addWidget(self.rbShape, 0, 2 )
# first element
self.Selection1 = QtGui.QPushButton('Selection 1')
self.Selection1.setToolTip("Select First Element")
self.Selection1.setMaximumWidth(150)
self.Selection1.setCheckable(True)
self.Selection1.setChecked(False)
self.sel1Name = QtGui.QLineEdit()
self.sel1Name.setMinimumWidth (50)
self.sel1Name.setReadOnly(True)
self.sel1Icon = QtGui.QPushButton()
self.sel1Icon.setFlat(True)
self.sel1Icon.setMinimumSize(QtCore.QSize(iconSize, iconSize))
self.sel1Icon.setMaximumSize(QtCore.QSize(iconSize, iconSize))
self.sel1Icon.setIconSize(QtCore.QSize(iconSize,iconSize))
self.sel1Icon.setIcon(QtGui.QIcon(self.noneIcon))
self.selectGrid.addWidget(self.Selection1, 0,0)
self.selectGrid.addWidget(self.sel1Name, 0,1)
self.selectGrid.addWidget(self.sel1Icon, 0,2)
# second element
self.Selection2 = QtGui.QPushButton('Selection 2')
self.Selection2.setToolTip("Select Second Element")
self.Selection2.setMaximumWidth(150)
self.Selection2.setEnabled(False)
self.Selection2.setChecked(False)
self.sel2Name = QtGui.QLineEdit()
self.sel2Name.setMinimumWidth (50)
self.sel2Name.setReadOnly(True)
self.sel2Icon = QtGui.QPushButton()
self.sel2Icon.setFlat(True)
self.sel2Icon.setMinimumSize(QtCore.QSize(iconSize, iconSize))
self.sel2Icon.setMaximumSize(QtCore.QSize(iconSize, iconSize))
self.sel2Icon.setIconSize(QtCore.QSize(iconSize,iconSize))
self.sel2Icon.setIcon(QtGui.QIcon(self.noneIcon))
self.selectGrid.addWidget(self.Selection2, 1,0)
self.selectGrid.addWidget(self.sel2Name, 1,1)
self.selectGrid.addWidget(self.sel2Icon, 1,2)
self.mainLayout.addLayout(self.selectGrid)
# Results
self.Results_Group = QtGui.QGroupBox(self.form)
self.Results_Group.setToolTip("Results")
self.Results_Group.setTitle("Results")
self.Results_Group.setObjectName("Results_Group")
self.mainLayout.addWidget(self.Results_Group)
self.resultLayout = QtGui.QVBoxLayout(self.Results_Group)
# draw annotation in the GUI window
self.bLabel = QtGui.QCheckBox(self.Results_Group)
self.bLabel.setObjectName("bLabel")
self.bLabel.setToolTip("Enable extra Label")
self.bLabel.setText("Show Label in 3D view")
self.bLabel.setChecked(True)
self.resultLayout.addWidget(self.bLabel)
# draw X-Y-Z components
self.Components = QtGui.QCheckBox(self.Results_Group)
self.Components.setObjectName("Components")
self.Components.setToolTip("Show all dimension components")
self.Components.setText("Show Components")
self.Components.setChecked(False)
self.resultLayout.addWidget(self.Components)
# Results
self.resultText = QtGui.QTextEdit()
self.resultText.setMinimumSize(200, 200)
self.resultText.setReadOnly(True)
self.resultLayout.addWidget(self.resultText)
# apply the layout to the main window
self.mainLayout.addLayout(self.resultLayout)
self.form.setLayout(self.mainLayout)
# Actions
self.rbRadius.toggled.connect(self.onMeasure_toggled)
self.rbDistance.toggled.connect(self.onMeasure_toggled)
self.rbAngle.toggled.connect(self.onMeasure_toggled)
#self.rbAngle.toggled.connect(self.onAngle_toggled)
self.rbSnap.toggled.connect(self.onSnap_toggled)
self.Selection1.toggled.connect(self.onSel1_toggled)
"""
+-----------------------------------------------+
| a selection observer resident function |
+-----------------------------------------------+
"""
class selectionObserver():
def __init__(self):
global PtS
self.Sel1 = None
self.Shp1 = None
self.Pt1 = None
self.Sel2 = None
self.Shp2 = None
self.Pt2 = None
PtS = None
# add the dim to the global addedDims table to be able to remove it
# add it also the the "Measures" group
def addToDims( self, dim ):
global addedDims
# check whether there is a "Measures" group
if not App.ActiveDocument.getObject('Measures'):
# if no, create one
measuresGroup = App.ActiveDocument.addObject( 'App::DocumentObjectGroup', 'Measures' )
# if there is already one, use it
elif App.ActiveDocument.getObject('Measures').TypeId=='App::DocumentObjectGroup':
measuresGroup = App.ActiveDocument.getObject('Measures')
# there is already a "Measures" object but it's not a Group, don't use it
else:
measuresGroup = None
if measuresGroup:
measuresGroup.addObject(dim)
# finally, add the dim to the global addedDims table/list
addedDims.append(dim)
# the real function
def addSelection(self, document, obj, element, position):
global taskUI
global PtS
fntsize='0.25mm'
ticksize='0.1mm'
# Select a subObject w/ the full hierarchy information
# empty string means current document, '*' means all document.
# The second argument 1 means resolve sub-object, which is the default value. 0 means full hierarchy.
# sel = Gui.Selection.getSelectionEx('', 0)[0].SubObjects[0]
sel = Gui.Selection.getSelectionEx('', 0)
selobject = Gui.Selection.getSelection()
if len(selobject) == 1 or len(sel) == 1:# or (len(selobject) == 1 and len(sel) == 1):
#Faces or Edges
if len(sel[0].SubObjects)>0:
subShape = sel[0].SubObjects[0]
# if valid selection
if subShape.isValid() and ('Face' in str(subShape) or 'Edge' in str(subShape) or 'Vertex' in str(subShape)):
# clear the result area
taskUI.resultText.clear()
removePtS()
# first element selection
if not taskUI.Selection1.isChecked():
# figure out the first selected element
self.Sel1 = None
self.Shp1 = None
self.Pt1 = None
self.Sel2 = None
self.Shp2 = None
self.Pt2 = None
#taskUI.sel1Name.setText(str(subShape))
taskUI.sel1Name.setText(str(subShape).split(' ')[0][1:])
taskUI.sel2Name.clear() # shape selected
if taskUI.rbShape.isChecked():
# the shape is actually a vertex, thus a point
if 'Vertex' in str(subShape):
self.Pt1 = subShape.Vertexes[0].Point
PtS = self.drawPoint(self.Pt1)
self.Sel1 = 'point'
# all other (real) shapes
else:
self.Shp1 = subShape
self.Sel1 = 'shape'
# Snap to select a point
elif taskUI.rbSnap.isChecked():
self.Pt1 = self.getSnap(subShape)
if self.Pt1:
PtS = self.drawPoint(self.Pt1)
self.Sel1 = 'point'
# this measures single objects
if taskUI.rbRadius.isChecked():
# if we have snapped a point before, we show its coordinates
if self.Sel1 == 'point':
self.measureCoords(self.Pt1)
# if we have selected a shape before, we show its charcteristics
elif self.Sel1 == 'shape':
# a surface
if 'Face' in str(self.Shp1):
self.measureArea(self.Shp1)
# a point (should have been caught before)
elif 'Vertex' in str(self.Shp1):
self.measureCoords( self.Shp1 )
# a circle or arc of circle
# elif hasattr(self.Shp1,'Curve') and hasattr(self.Shp1.Curve,'Radius'):
elif self.isCircle(self.Shp1):
taskUI.sel1Name.setText('Circle')
self.measureCircle( self.Shp1 )
# a straight line segment
#elif hasattr(self.Shp1,'Curve') and self.Shp1.Curve.TypeId=='Part::GeomLine':
elif self.isSegment(self.Shp1):
taskUI.sel1Name.setText('Segment')
self.measureLine( self.Shp1 )
# dunno what that stuff is
else:
self.printResult("Can't measure\n"+str(self.Shp1))
# dunno what that stuff is
else:
self.printResult("Can't measure\n"+str(subShape))
# unset first selection
self.Sel1 == None
# if not rbRadius, launch the selection of the second element
elif self.Sel1 is not None:
#taskUI.Selection1.setEnabled(False)
taskUI.Selection2.setEnabled(True)
taskUI.Selection1.setChecked(True)
taskUI.sel1Icon.setIcon(QtGui.QIcon(taskUI.validIcon))
taskUI.sel2Icon.setIcon(QtGui.QIcon(taskUI.selectIcon))
# second element selected
elif taskUI.Selection2.isEnabled(): #step #2
#if PtS and ha#sattr(PtS,'Name') and App.ActiveDocument.getObject(PtS.Name):
# App.ActiveDocument.removeObject(PtS.Name)
# PtS = None
# figure out the second selected element
taskUI.sel2Name.setText(str(subShape).split(' ')[0][1:])
if taskUI.rbShape.isChecked():
self.Sel2 = 'shape'
self.Shp2 = subShape
# Snap to select a point
elif taskUI.rbSnap.isChecked():
self.Pt2 = self.getSnap(subShape)
if self.Pt2:
self.Sel2 = 'point'
# if we have a valid selection:
if self.Sel2 is not None:
taskUI.Selection2.setEnabled(False)
taskUI.Selection1.setChecked(False)
taskUI.sel1Icon.setIcon(QtGui.QIcon(taskUI.selectIcon))
taskUI.sel2Icon.setIcon(QtGui.QIcon(taskUI.validIcon))
removePtS()
# Measure distance
if taskUI.rbDistance.isChecked():
# make a vertex shape out of a point
if self.Pt1 and self.Sel1=='point':
self.Shp1 = Part.Vertex(Part.Point( self.Pt1 ))
self.Sel1 = 'shape'
if self.Pt2 and self.Sel2=='point':
self.Shp2 = Part.Vertex(Part.Point( self.Pt2 ))
self.Sel2 = 'shape'
if self.Sel1=='shape' and self.Sel2=='shape':
self.distShapes(self.Shp1,self.Shp2)
# unexpected behaviour
else:
self.printResult( 'ERROR 42\n'+str(self.Shp1)+'\n'+str(self.Shp2) )
# Measure angle
elif taskUI.rbAngle.isChecked():
if self.Sel1=='shape' and self.Sel2=='shape':
self.angleShapes( self.Shp1, self.Shp2 )
else:
self.printResult( 'Select only faces or lines' )
# some problem
else:
self.printResult( 'ERROR 44\n'+str(self.Shp2) )
# not valid selection
else:
self.printResult('ERROR 40\n'+str(subShape))
# uses BRepExtrema_DistShapeShape to calculate the distance between 2 shapes
def angleShapes( self, shape1, shape2 ):
global taskUI
if shape1.isValid() and shape2.isValid():
Gui.Selection.clearSelection()
self.printResult( 'Measuring angles' )
# Datum object
if shape1.BoundBox.DiagonalLength > 1e+10:
pt1 = shape1.Placement.Base
else:
pt1 = shape1.BoundBox.Center
# Datum object
if shape2.BoundBox.DiagonalLength > 1e+10:
pt2 = shape2.Placement.Base
else:
pt2 = shape2.BoundBox.Center
# get the direction of the shape
dir1 = self.getDir(shape1)
dir2 = self.getDir(shape2)
if dir1 and dir2:
distance = -1
angle = dir1.getAngle(dir2)*180./math.pi
# 2 flat faces
if self.isFlatFace(shape1) and self.isFlatFace(shape2):
angle = 180 - angle
else:
# 1 flat face and 1 direction
if self.isFlatFace(shape1) or self.isFlatFace(shape2):
angle = 90 - angle
if angle > 90:
angle = 180. - angle
# parallel directions
if abs(angle) < 1.0e-6 or abs(180-angle)<1.0e-6:
v1 = Part.Vertex(Part.Point( pt1 ))
v2 = Part.Vertex(Part.Point( pt2 ))
distance = v1.distToShape(v2)[0]
self.printAngle( angle, distance )
try:
self.drawLine(pt1,pt2,'Angle')
self.annoAngle( self.midPoint(pt1,pt2), angle, distance )
except:
pass
else:
self.printResult('Ivalid directions')
else:
self.printResult('Ivalid shapes')
# uses BRepExtrema_DistShapeShape to calculate the distance between 2 shapes
def distShapes( self, shape1, shape2 ):
global taskUI
if shape1.isValid() and shape2.isValid():
Gui.Selection.clearSelection()
measure = shape1.distToShape(shape2)
if measure and self.isVector(measure[1][0][0]) and self.isVector(measure[1][0][1]):
dist = measure[0]
self.printResult('Minimum Distance :\n '+str(dist))
if dist > 1.0e-9:
pt1 = measure[1][0][0]
pt2 = measure[1][0][1]
self.measurePoints(pt1,pt2)
else:
self.printResult('Ivalid shapes')
# measure a straight line
def measureLine(self, line ):
global taskUI
if self.isSegment(line):
pt1 = line.Vertexes[0].Point
pt2 = line.Vertexes[1].Point
Gui.Selection.clearSelection()
self.drawLine(pt1,pt2,'Length')
dx = pt1[0]-pt2[0]
dy = pt1[1]-pt2[1]
dz = pt1[2]-pt2[2]
length = line.Length
text = 'Length = '+str(length)+'\n'
text += "ΔX = "+str(dx)+"\n"
text += 'ΔY = '+str(dy)+'\n'
text += 'ΔZ = '+str(dz)
# self.printResult( 'Measuring length of\n'+str(line) )
self.printResult( text )
if taskUI.bLabel.isChecked():
mid = line.BoundBox.Center
if taskUI.Components.isChecked():
anno = ['L = '+self.arrondi(length),'ΔX = '+self.arrondi(dx), \
'ΔY = '+self.arrondi(dy), 'ΔZ = '+self.arrondi(dz) ]
else:
anno = ['L = '+self.arrondi(length)]
self.drawAnnotation( mid, anno )
else:
self.printResult( 'Not a valid Line\n'+str(line) )
# mesure distance between 2 points
def measurePoints(self, pt1, pt2 ):
global taskUI
mid = self.midPoint(pt1,pt2)
if mid:
Gui.Selection.clearSelection()
self.drawLine(pt1,pt2,'DistPoints')
dx = pt1[0]-pt2[0]
dy = pt1[1]-pt2[1]
dz = pt1[2]-pt2[2]
dist = math.sqrt(dx*dx + dy*dy + dz*dz)
text = 'Distance = '+str(dist)+'\n'
text += "ΔX : "+str(dx)+"\n"
text += 'ΔY : '+str(dy)+'\n'
text += 'ΔZ : '+str(dz)
# self.printResult( 'Measuring length of\n'+str(line) )
self.printResult( text )
if taskUI.bLabel.isChecked():
if taskUI.Components.isChecked():
anno = ['D = '+self.arrondi(dist),'ΔX = '+self.arrondi(dx), \
'ΔY = '+self.arrondi(dy), 'ΔZ = '+self.arrondi(dz) ]
else:
anno = ['D = '+self.arrondi(dist)]
self.drawAnnotation( mid, anno )
else:
self.printResult( 'Not valid Points' )
# measure radius of a circle
def measureCircle(self, circle):
global taskUI, PtS
if self.isCircle(circle):
radius = circle.Curve.Radius
center = circle.Curve.Center
axis = circle.Curve.Axis
Gui.Selection.clearSelection()
self.drawCircle( radius, center, axis )
text = 'Radius : '+str(radius)+"\n"
# if annotation is checked, show label with R = radius
text += "Diameter : "+self.arrondi(radius*2)+"\n"
text += 'Center : \n'
text += ' ( '+self.arrondi(center.x)+", "+self.arrondi(center.y)+", "+self.arrondi(center.z)+" )\n"
text += 'Axis : \n'
text += " ( "+self.arrondi(axis.x)+", "+self.arrondi(axis.y)+", "+self.arrondi(axis.z)+" )"
self.printResult(text)
if taskUI.bLabel.isChecked():
pt = circle.Vertexes[0].Point
self.drawLine(center,pt,'Radius')
self.drawAnnotation( pt, ['R = '+self.arrondi(radius)] )
else:
PtS = self.drawPoint(center)
else:
self.printResult('Not a valid circle\n'+str(circle))
# figure out the direction of a shape, be it a line, a surface or a circle
def getDir( self, shape ):
direction = None
# for a segment, it's the normalized vector along the segment
if self.isSegment(shape):
line = shape
pt1 = line.Vertexes[0].Point
pt2 = line.Vertexes[1].Point
vect = (pt2.sub(pt1))
if vect.Length != 0:
direction = vect / vect.Length
# for another line (like Datum::Line) it's the Z vector
# multiplied by the Line's Placement
elif self.isLine(shape):
direction = shape.Placement.Rotation.multVec(App.Vector(0,0,1))
# for a Circle it's the circle's axis
elif self.isCircle(shape):
direction = shape.Curve.Axis
# TODO: drawAxis(circle)
# for a flt face it's the normal
elif self.isFlatFace(shape):
direction = shape.normalAt(0,0)
# TODO: drawNormal(face)
return direction
# figure out snap point of shape
def getSnap( self, shape ):
point = None
if shape.isValid():
if 'Vertex' in str(shape):
point = shape.Vertexes[0].Point
# for a circle, snap to the center
elif 'Edge' in str(shape) and hasattr(shape,'Curve') \
and hasattr(shape.Curve,'Radius'):
point = shape.Curve.Center
# as fall-back, snap to center of bounding box
elif hasattr(shape,'BoundBox'):
point = shape.BoundBox.Center
else:
self.printResult('Invalid shape\n'+str(shape))
return point
# measure the coordinates of a single point
def measureCoords(self, vertex ):
global taskUI
point = None
if self.isVector(vertex):
point = vertex
elif hasattr(vertex,'isValid') and vertex.isValid() \
and hasattr(vertex,'Vertexes') \
and len(vertex.Vertexes) > 0:
point = vertex.Vertexes[0].Point
else:
self.printResult('Not a valid point\n'+str(vertex))
if point:
#self.printResult( 'Measuring coordinates of\n'+str(vertex) )
anno = ['Coordinates :', 'X : '+self.arrondi(point.x), 'Y : '+self.arrondi(point.y), 'Z : '+self.arrondi(point.z)]
text = 'Coordinates :\n'
text += "X : "+str(point.x)+"\n"
text += 'Y : '+str(point.y)+'\n'
text += 'Z : '+str(point.z)
self.printResult(text)
if taskUI.bLabel.isChecked():
self.drawAnnotation( point, anno )
def measureArea(self, face ):
if face.isValid() and hasattr(face,'Area'):
if self.isFlatFace(face):
self.printResult('Flat face\nArea : '+str(face.Area)+'\n')
else:
self.printResult('Area : '+str(face.Area)+"\n")
else:
self.printResult('Not a valid surface\n'+str(face) )
def printDims(self, ds, dx, dy, dz, dimType='Distance'):
text = dimType+' : '+str(ds)
text += "\nΔX = "+str(dx)+"\nΔY = "+str(dy)+"\nΔZ = "+str(dz)
self.printResult(text)
def printAngle(self, angle, distance=-1 ):
global taskUI
taskUI.resultText.clear()
text = 'Angle : '+str(angle)+'°\n'
if distance != -1:
text += 'Distance // '+str(distance)
taskUI.resultText.setPlainText(text)
# print the result in the text field of the UI
def printResult(self,text):
global taskUI
taskUI.resultText.clear()
taskUI.resultText.setPlainText(text)
def drawAnnotation(self, pos, textTable ):
anno = App.ActiveDocument.addObject("App::AnnotationLabel","MeasureLbl")
anno.BasePosition = pos
# textTable is a table if strings: [ 'toto', 'titi', 'tata' ]
anno.LabelText = textTable
annoG = Gui.ActiveDocument.getObject(anno.Name)
annoG.FontSize = annoFontSize
self.addToDims(anno)
def drawCircle( self, radius, center, axis ):
global taskUI
cc = Part.makeCircle( radius, center, axis )
circle = App.ActiveDocument.addObject('Part::FeaturePython', 'aCircle')
#circle.ViewObject.Proxy = setCustomIcon(circle,'Draft_Circle.svg')
circle.ViewObject.Proxy = setCustomIcon( circle, taskUI.circleIcon )
circle.Shape = Part.Wire( cc )
circle.ViewObject.LineWidth = 5
circle.ViewObject.LineColor = ( 1.0, 1.0, 1.0 )
circle.ViewObject.PointSize = 10
circle.ViewObject.PointColor= ( 0.0, 0.0, 1.0 )
self.addToDims(circle)
def drawLine( self, pt1, pt2, name='aLine', width=3 ):
global taskUI
if pt1!=pt2:
line = Part.makeLine( pt1, pt2 )
wire = App.ActiveDocument.addObject('Part::FeaturePython', name)
wire.ViewObject.Proxy = setCustomIcon(wire, taskUI.lineIcon )
wire.Shape = Part.Wire(line)
wire.ViewObject.LineWidth = width
wire.ViewObject.LineColor = ( 1.0, 1.0, 1.0 )
wire.ViewObject.PointSize = 10
wire.ViewObject.PointColor= ( 0.0, 0.0, 1.0 )
self.addToDims(wire)
else:
point = App.ActiveDocument.addObject('Part::FeaturePython', 'aPoint')
point.ViewObject.Proxy = setCustomIcon(point, taskUI.pointIcon )
point.Shape = Part.Vertex(Part.Point( pt1 ))
point.ViewObject.PointSize = 10
point.ViewObject.PointColor= ( 0.0, 0.0, 1.0 )
self.addToDims(point)
def drawPoint( self, pt ):
global taskUI
point = App.ActiveDocument.addObject('Part::FeaturePython', 'PtS')
point.ViewObject.Proxy = setCustomIcon(point, taskUI.pointIcon )
point.Shape = Part.Vertex(Part.Point( pt ))
point.ViewObject.PointSize = 10
point.ViewObject.PointColor= ( 1.000, 0.667, 0.000 )
self.addToDims(point)
return point
def annoAngle(self, pos, angle, distance=-1 ):
global taskUI
anno = App.ActiveDocument.addObject("App::AnnotationLabel","AngleLbl")
anno.BasePosition = pos
if distance == -1 or taskUI.Components.isChecked()==False :
anno.LabelText = [self.arrondi(angle)+'°']
else:
anno.LabelText = ['Angle: '+self.arrondi(angle)+'°', 'Distance // '+self.arrondi(distance)]
annoG = Gui.ActiveDocument.getObject(anno.Name)
annoG.FontSize = annoFontSize
self.addToDims(anno)
# round to precision anno_precision
def arrondi( self, val ):
approxval = int(val/annoPrecision + annoPrecision*0.1)*annoPrecision
string = '{0:.3f}'.format(approxval)
return string
def midPoint(self, pt1, pt2):
if self.isVector(pt1) and self.isVector(pt2):
return App.Vector.add(pt1,(pt2.sub(pt1)).multiply(.5))
return None
def isVector( self, vect ):
if isinstance(vect,App.Vector):
return True
return False
def isCircle(self, shape):
if shape.isValid() and hasattr(shape,'Curve') \
and shape.Curve.TypeId=='Part::GeomCircle' \
and hasattr(shape.Curve,'Center') \
and hasattr(shape.Curve,'Radius'):
return True
return False
def isLine(self, shape):
if shape.isValid() and hasattr(shape,'Curve') \
and shape.Curve.TypeId=='Part::GeomLine' \
and hasattr(shape,'Placement'):
return True
return False
def isSegment(self, shape):
if shape.isValid() and hasattr(shape,'Curve') \
and shape.Curve.TypeId=='Part::GeomLine' \
and hasattr(shape,'Length') \
and hasattr(shape,'Vertexes') \
and len(shape.Vertexes)==2:
return True
return False
def isFlatFace(self, shape):
if shape.isValid() and hasattr(shape,'Area') \
and shape.Area > 1.0e-6 \
and hasattr(shape,'Volume') \
and shape.Volume < 1.0e-9:
return True
return False
"""
+-----------------------------------------------+
| embedded button images |
+-----------------------------------------------+
"""
import base64
# "b64_data" is a variable containing your base64 encoded icon
draftPoint_b64=\
"""
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
"""
draftLine_b64=\
"""
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"""
draftCircle_b64=\
"""
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
"""
draftDimension_b64=\
"""
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KE0j58wCsrKtu53xdMeaj2ca+SRRD6Q9+sA5nH9uvAuhsPVPB7j9p1UAXkPjrF27aD0phiWIftP3AxVceO6EuO9t+6iVW++xpkG7iTt6EyV2MtTWgS83m/3AlX/c2qzaj/TiLsok2WVHEDqO6vzHk7t49Il6AFMpVtXWk/jp5UlC2xG6crLZr+CKd7e2qEPtAdwzsvrp/tVT9ax7vM7SLaze2Uj0Du7xe4HSmSwX4XEGucYCdCrFjTvr+cPJMWlkmDWTZUp4gsF1e4GbBl6/Oe5ssK2dmpxMnhc7urIOMM4ADKAeeDoJVn3WMPpffiAOtVObO5b1SiNEHN02k1U7Pz/25U/jNCz8H0xt1nVld6g+AAAAAElFTkSuQmCC
"""
select_b64=\
"""
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"""
valid_b64=\
"""
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