Exemple #1
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    def triangulate_cdt(self):

        vertices = list()

        #print "preparing constrained delaunay triangulation"
        for coord_pair in self.src_polygon.exterior.coords:
            vertices.append(coord_pair)
        border = [p2t.Point(x, y) for x, y in vertices[1:]]
        #print "initializing cdt"
        cdt = p2t.CDT(border)
        #print "adding holes"
        for interior_ring in self.src_polygon.interiors:
            hole = list()
            for coord_pair in interior_ring.coords:
                hole.append(coord_pair)
            else:
                cdt.add_hole([p2t.Point(x, y) for x, y in hole[1:]])
        #print "performing cdt"
        triangles = cdt.triangulate()
        #print "done"

        self.triangles = list()

        for t in triangles:
            triangle = Polygon([(t.a.x, t.a.y), (t.b.x, t.b.y),
                                (t.c.x, t.c.y)])
            self.triangles.append(triangle)
        else:
            self.triangles = sorted(self.triangles,
                                    key=attrgetter('area'),
                                    reverse=True)
Exemple #2
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 def to2D(self, point):
     """
     Get a 2D point from a 3D point by simply omitting the less significant coordinate
     Return an instance of poly2tri point because that's what we'll need
     """
     p = point[:self.longest] + point[self.longest + 1:]
     return p2t.Point(*p)
Exemple #3
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 def triangulate(self):
     """"
     Returns triangles that form the same shape as the polygon
     :return list of Triangle
     """
     p2t_points = [p2t.Point(p[0], p[1]) for p in self.points]
     cdt = p2t.CDT(p2t_points)
     p2t_triangles = cdt.triangulate()
     
     triangles = [Triangle([t.a.x, t.a.y], [t.b.x, t.b.y], [t.c.x, t.c.y]) for t in p2t_triangles]
     return triangles
Exemple #4
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 def cd_triangulate_single_polygon(self, polygon):
     u"""
     Perform a Constrained Delaunay Triangulation on a single polygon. The
     given polygon needs to be continuous (no multi-polygon) but may contain
     holes.
     """
     # creating a complete list of the polygon's vertices
     vertices = list()
     for coord_pair in polygon.exterior.coords:
         vertices.append(coord_pair)
     # creating the necessary data structure for the triangulation (list of
     # vertex points) excluding the duplicated start and end vertex
     border = [p2t.Point(x, y) for x, y in vertices[1:]]
     # initializing triangulation
     cdt = p2t.CDT(border)
     # adding holes to triangulation configuration
     for interior_ring in polygon.interiors:
         hole = list()
         for coord_pair in interior_ring.coords:
             hole.append(coord_pair)
         else:
             cdt.add_hole([p2t.Point(x, y) for x, y in hole[1:]])
     # performing triangulation and returning result
     return cdt.triangulate()
Exemple #5
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def triangulatePolygon( verts, holes = None ):
	polyline = []
	x, y = None, None
	for i in range( 0, len( verts ), 2 ):
		xx, yy = verts[i], verts[i+1]
		if xx == x and yy == y: continue
		polyline.append( p2t.Point( xx, yy ) )
		x = xx
		y = yy

	cdt = p2t.CDT( polyline )
	if holes:
		for hole in holes:
			cdt.add_hole( hole )
	triangles = cdt.triangulate()
	result = []
	for t in triangles:
		result.append( t.a.x )
		result.append( t.a.y )
		result.append( t.b.x )
		result.append( t.b.y )
		result.append( t.c.x )
		result.append( t.c.y )
	return result
Exemple #6
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 def test_points_on_line(self, points, point, on):
     points = map(lambda x: p2t.Point(*x), points)
     line = polygons.Line(*points)
     assert line.is_on(p2t.Point(*point)) == on