Updated CadQuery library for addition of a feature to allow creation of a workplane from multiple co-planar faces.
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@ -262,7 +262,6 @@ class CQ(object):
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def workplane(self, offset=0.0, invert=False):
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"""
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Creates a new 2-D workplane, located relative to the first face on the stack.
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:param offset: offset for the work plane in the Z direction. Default
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@ -271,14 +270,18 @@ class CQ(object):
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:type invert: boolean or None=False
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:rtype: Workplane object ( which is a subclass of CQ )
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The first element on the stack must be a face, or a vertex. If a vertex, then the parent
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item on the chain immediately before the vertex must be a face.
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The first element on the stack must be a face, a set of
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co-planar faces or a vertex. If a vertex, then the parent
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item on the chain immediately before the vertex must be a
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face.
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The result will be a 2-d working plane
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with a new coordinate system set up as follows:
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* The origin will be located in the *center* of the face, if a face was selected. If a
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vertex was selected, the origin will be at the vertex, and located on the face.
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* The origin will be located in the *center* of the
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face/faces, if a face/faces was selected. If a vertex was
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selected, the origin will be at the vertex, and located
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on the face.
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* The Z direction will be normal to the plane of the face,computed
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at the center point.
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* The X direction will be parallel to the x-y plane. If the workplane is parallel to
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@ -298,11 +301,21 @@ class CQ(object):
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For now you can work around by creating a workplane and then offsetting the center
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afterwards.
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"""
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if len(self.objects) > 1:
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raise ValueError("Workplane cannot be created if more than"
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" 1 object is selected.")
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def _isCoPlanar(f0, f1):
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"""Test if two faces are on the same plane."""
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p0 = f0.Center()
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p1 = f1.Center()
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n0 = f0.normalAt()
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n1 = f1.normalAt()
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obj = self.objects[0]
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# test normals (direction of planes)
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if not ((abs(n0.x-n1.x) < self.ctx.tolerance) or
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(abs(n0.y-n1.y) < self.ctx.tolerance) or
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(abs(n0.z-n1.z) < self.ctx.tolerance)):
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return False
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# test if p1 is on the plane of f0 (offset of planes)
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return abs(n0.dot(p0.sub(p1)) < self.ctx.tolerance)
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def _computeXdir(normal):
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"""
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@ -317,18 +330,23 @@ class CQ(object):
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xd = Vector(1, 0, 0)
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return xd
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faceToBuildOn = None
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center = None
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#if isinstance(obj,Vertex):
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# f = self.parent.objects[0]
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# if f != None and isinstance(f,Face):
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# center = obj.Center()
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# normal = f.normalAt(center)
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# xDir = _computeXdir(normal)
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# else:
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# raise ValueError("If a vertex is selected, a face must be the immediate parent")
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if len(self.objects) > 1:
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# are all objects 'PLANE'?
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if not all(o.geomType() == 'PLANE' for o in self.objects):
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raise ValueError("If multiple objects selected, they all must be planar faces.")
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# are all faces co-planar with each other?
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if not all(_isCoPlanar(self.objects[0], f) for f in self.objects[1:]):
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raise ValueError("Selected faces must be co-planar.")
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center = Shape.CombinedCenter(self.objects)
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normal = self.objects[0].normalAt()
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xDir = _computeXdir(normal)
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else:
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obj = self.objects[0]
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if isinstance(obj, Face):
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faceToBuildOn = obj
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center = obj.Center()
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normal = obj.normalAt(center)
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xDir = _computeXdir(normal)
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@ -101,7 +101,7 @@ class Vector(object):
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return self.wrapped.dot(v.wrapped)
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def sub(self,v):
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return self.wrapped.sub(v.wrapped)
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return Vector(self.wrapped.sub(v.wrapped))
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def add(self,v):
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return Vector( self.wrapped.add(v.wrapped))
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@ -198,6 +198,22 @@ class Shape(object):
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else:
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raise ValueError("Cannot find the center of %s object type" % str(type(self.Solids()[0].wrapped)))
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@staticmethod
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def CombinedCenter(objects):
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"""
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Calculates the center of mass of multiple objects.
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:param objects: a list of objects with mass
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"""
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total_mass = sum(o.wrapped.Mass for o in objects)
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weighted_centers = [o.wrapped.CenterOfMass.multiply(o.wrapped.Mass) for o in objects]
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sum_wc = weighted_centers[0]
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for wc in weighted_centers[1:] :
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sum_wc = sum_wc.add(wc)
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return Vector(sum_wc.multiply(1./total_mass))
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def Closed(self):
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return self.wrapped.Closed
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