Esempio n. 1
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    def test_arc(self):
        pt = Point((2, 1))
        root = Arc(point=pt)
        root.left = Arc(point=Point((1, 0)))
        root.right = Arc(point=Point((3, 0)))

        x = root.getLargestLeftDescendant()
        y = root.getSmallestRightDescendant()
        self.assertEquals((1, 0), (x.site.x, x.site.y))
        self.assertEquals((3, 0), (y.site.x, y.site.y))
Esempio n. 2
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    def test_twoInitialVerticalBisection(self):
        p1 = (3, 3)
        p2 = (8, 3)
        e1 = [Point((5.5, 10)), Point((5.5, 0))]

        edges = [e1]

        v = Voronoi(10, 10)
        v.process([p1, p2])
        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 3
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    def test_twoInitial(self):
        p1 = (8, 4)
        p2 = (10, 0)

        e1 = [Point((0, -2.5)), Point((20, 7.5))]
        edges = [e1]

        v = Voronoi(20, 20)
        v.process([p1, p2])
        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 4
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    def test_threeHorizontal(self):
        points = [(x, 5) for x in range(2, 9, 3)]

        e1 = [Point((3.5, 10)), Point((3.5, 0))]
        e2 = [Point((6.5, 10)), Point((6.5, 0))]

        edges = [e1, e2]

        v = Voronoi(width=10, height=10)
        v.process(points)
        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 5
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    def test_threeSameY(self):
        p1 = (50, 200)
        p2 = (100, 200)
        p3 = (150, 200)

        e1 = [Point((75, 300)), Point((75, 0))]
        e2 = [Point((125, 300)), Point((125, 0))]

        edges = [e1, e2]
        v = Voronoi(300, 300)
        v.process([p1, p2, p3])

        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 6
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    def test_firstCircleEvent(self):
        p1 = (6, 3)
        p2 = (8, 4)
        p3 = (5, 1)

        e1 = [Point((0, 4.75)), Point((8.5, 0.5))]
        e2 = [Point((0, 17.5)), Point((8.5, 0.5))]
        e3 = [Point((8.5, 0.5)), Point((9, 0))]
        e4 = [Point((6, 5.5)), Point((8.5, 0.5))]
        e5 = [Point((5, 2.25)), Point((8.5, 0.5))]

        edges = [e1, e2, e3, e4, e5]
        v = Voronoi(width=10, height=10)
        v.process([p1, p2, p3])

        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 7
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    def test_threeIsocelesTilted(self):
        points = [(5, 2), (5, 8), (9, 5)]

        e1 = [Point((9.625, 10)), Point((5.875, 5.0))]
        e2 = [Point((5.875, 5.0)), Point((0, 5.0))]
        e3 = [Point((5.875, 5.0)), Point((9.625, 0))]

        edges = [e1, e2, e3]

        v = Voronoi(width=10, height=10)
        v.process(points)
        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 8
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    def test_threeIsoceles(self):
        points = [(5, 2), (11, 2), (8, 4)]

        e1 = [Point((8.0, 0.75)), Point((0, 12.75))]
        e2 = [Point((15, 11.25)), Point((8.0, 0.75))]
        e3 = [Point((8.0, 0.75)), Point((8.0, 0.0))]

        edges = [e1, e2, e3]

        v = Voronoi(width=15, height=15)
        v.process(points)
        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 9
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    def test_threeL(self):
        p1 = (2, 5)
        p2 = (2, 2)
        p3 = (5, 2)

        e1 = [Point((0, 3.5)), Point((3.5, 3.5))]
        e2 = [Point((3.5, 3.5)), Point((3.5, 0))]
        e3 = [Point((3.5, 3.5)), Point((10, 10.0))]

        edges = [e1, e2, e3]

        v = Voronoi(10, 10)
        v.process([p1, p2, p3])
        self.assertEquals(3, len(v.edges))
        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 10
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    def test_collinearOtherParallel(self):
        p1 = (2, 7)
        p2 = (4, 5)
        p3 = (6, 3)
        p4 = (8, 1)

        e1 = [Point((0, 3)), Point((17, 20))]
        e2 = [Point((0, -1)), Point((20, 19))]
        e3 = [Point((0, -5)), Point((20, 15))]

        edges = [e1, e2, e3]
        v = Voronoi(width=20, height=20)
        v.process([p1, p2, p3, p4])

        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 11
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    def test_threeOneParallelOneIntersect(self):
        p1 = (3, 3)
        p2 = (5, 3)
        p3 = (8, 2)

        # outside bounding box area
        e1 = [Point((4, 10)), Point((4, -5.0))]
        e2 = [Point((4, -5.0)), Point((9, 10))]
        e3 = [Point((4, -5.0)), Point(
            (0, -25))]  ## This one is completely outside and can't be fixed.

        edges = [e1, e2, e3]

        v = Voronoi(10, 10)
        v.process([p1, p2, p3])
        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 12
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    def test_threeBasic(self):
        p1 = (6, 7)
        p2 = (2, 3)
        p3 = (8, 1)

        e1 = [Point((0, 9.0)), Point((5.5, 3.5))]
        e2 = [Point((5.5, 3.5)), Point((0, -13.0))]
        e3 = [Point((5.5, 3.5)), Point((10, 5.0))]

        edges = [e1, e2, e3]

        v = Voronoi(10, 10)
        v.process([p1, p2, p3])

        for e in v.edges:
            self.valid([e.start, e.end], edges)
        for p in v.points:
            print(p.polygon)
Esempio n. 13
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    def test_perfectCircle(self):
        #p1 = (83, 181)
        #p2 = (108, 181)
        #p3 = (380, 308)
        p1 = (4, 6)
        p2 = (2, 4)
        p3 = (6, 4)

        e1 = [Point((0, 8)), Point((4, 4))]
        e2 = [Point((4, 4)), Point((4, 0))]
        e3 = [Point((4, 4)), Point((8, 8))]

        edges = [e1, e2, e3]
        v = Voronoi(8, 8)
        v.process([p1, p2, p3])

        for e in v.edges:
            self.valid([e.start, e.end], edges)
Esempio n. 14
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 def test_bisectorIntersection(self):
     pt = Point((2, 1))
     arc = Arc(point=pt)
     y = arc.pointOnBisectionLine(5, 0)
     self.assertEquals(Point((5, 5.0)), y)