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Vladimir Elistratov
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Nov 28, 2020
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| Original file line number | Diff line number | Diff line change |
|---|---|---|
| @@ -0,0 +1,99 @@ | ||
| import mathutils | ||
| import matplotlib.pyplot as plt | ||
| from bpypolyskel import bpypolyskel | ||
| from collections import Counter | ||
|
|
||
| verts = [ | ||
| mathutils.Vector((-8.607595443725586,-11.499296188354492,0.0)), | ||
| mathutils.Vector((-6.6846208572387695,-10.842514038085938,0.0)), | ||
| mathutils.Vector((-3.338789701461792,-12.879664421081543,0.0)), | ||
| mathutils.Vector((1.3594660758972168,-16.853771209716797,0.0)), | ||
| mathutils.Vector((8.508980751037598,-11.521560668945312,0.0)), | ||
| mathutils.Vector((4.641894817352295,-2.6382699012756348,0.0)), | ||
| mathutils.Vector((15.56687068939209,7.313714027404785,0.0)), | ||
| mathutils.Vector((14.320107460021973,9.10595417022705,0.0)), | ||
| mathutils.Vector((17.447559356689453,11.655179977416992,0.0)), | ||
| mathutils.Vector((18.208290100097656,12.445550918579102,0.0)), | ||
| mathutils.Vector((18.72248649597168,13.380636215209961,0.0)), | ||
| mathutils.Vector((18.659088134765625,14.493830680847168,0.0)), | ||
| mathutils.Vector((18.222366333007812,15.55136489868164,0.0)), | ||
| mathutils.Vector((17.461631774902344,16.419654846191406,0.0)), | ||
| mathutils.Vector((16.383926391601562,16.853796005249023,0.0)), | ||
| mathutils.Vector((15.320308685302734,16.798133850097656,0.0)), | ||
| mathutils.Vector((14.256692886352539,16.363985061645508,0.0)), | ||
| mathutils.Vector((10.74887466430664,14.215510368347168,0.0)), | ||
| mathutils.Vector((9.318975448608398,16.26378631591797,0.0)), | ||
| mathutils.Vector((-3.5923538208007812,8.894428253173828,0.0)), | ||
| mathutils.Vector((-11.072887420654297,15.640399932861328,0.0)), | ||
| mathutils.Vector((-18.24351692199707,10.341612815856934,0.0)), | ||
| mathutils.Vector((-14.052464485168457,0.8905748724937439,0.0)), | ||
| mathutils.Vector((-16.285367965698242,-0.8348707556724548,0.0)), | ||
| mathutils.Vector((-18.722545623779297,-3.205967664718628,0.0)), | ||
| mathutils.Vector((-11.453317642211914,-13.157951354980469,0.0)), | ||
| mathutils.Vector((-8.607595443725586,-11.499296188354492,8.0)), | ||
| mathutils.Vector((-6.6846208572387695,-10.842514038085938,8.0)), | ||
| mathutils.Vector((-3.338789701461792,-12.879664421081543,8.0)), | ||
| mathutils.Vector((1.3594660758972168,-16.853771209716797,8.0)), | ||
| mathutils.Vector((8.508980751037598,-11.521560668945312,8.0)), | ||
| mathutils.Vector((4.641894817352295,-2.6382699012756348,8.0)), | ||
| mathutils.Vector((15.56687068939209,7.313714027404785,8.0)), | ||
| mathutils.Vector((14.320107460021973,9.10595417022705,8.0)), | ||
| mathutils.Vector((17.447559356689453,11.655179977416992,8.0)), | ||
| mathutils.Vector((18.208290100097656,12.445550918579102,8.0)), | ||
| mathutils.Vector((18.72248649597168,13.380636215209961,8.0)), | ||
| mathutils.Vector((18.659088134765625,14.493830680847168,8.0)), | ||
| mathutils.Vector((18.222366333007812,15.55136489868164,8.0)), | ||
| mathutils.Vector((17.461631774902344,16.419654846191406,8.0)), | ||
| mathutils.Vector((16.383926391601562,16.853796005249023,8.0)), | ||
| mathutils.Vector((15.320308685302734,16.798133850097656,8.0)), | ||
| mathutils.Vector((14.256692886352539,16.363985061645508,8.0)), | ||
| mathutils.Vector((10.74887466430664,14.215510368347168,8.0)), | ||
| mathutils.Vector((9.318975448608398,16.26378631591797,8.0)), | ||
| mathutils.Vector((-3.5923538208007812,8.894428253173828,8.0)), | ||
| mathutils.Vector((-11.072887420654297,15.640399932861328,8.0)), | ||
| mathutils.Vector((-18.24351692199707,10.341612815856934,8.0)), | ||
| mathutils.Vector((-14.052464485168457,0.8905748724937439,8.0)), | ||
| mathutils.Vector((-16.285367965698242,-0.8348707556724548,8.0)), | ||
| mathutils.Vector((-18.722545623779297,-3.205967664718628,8.0)), | ||
| mathutils.Vector((-11.453317642211914,-13.157951354980469,8.0)) | ||
| ] | ||
| unitVectors = [ | ||
| mathutils.Vector((0.9463262557983398,0.3232129216194153,0.0)), | ||
| mathutils.Vector((0.8541353940963745,-0.5200508236885071,0.0)), | ||
| mathutils.Vector((0.7634936571121216,-0.6458153128623962,0.0)), | ||
| mathutils.Vector((0.8016076683998108,0.597850501537323,0.0)), | ||
| mathutils.Vector((-0.39914146065711975,0.9168893098831177,0.0)), | ||
| mathutils.Vector((0.7392597198486328,0.6734203100204468,0.0)), | ||
| mathutils.Vector((-0.5710606575012207,0.8209079504013062,0.0)), | ||
| mathutils.Vector((0.7751219272613525,0.6318117380142212,0.0)), | ||
| mathutils.Vector((0.6934679746627808,0.7204874753952026,0.0)), | ||
| mathutils.Vector((0.4818464517593384,0.8762556910514832,0.0)), | ||
| mathutils.Vector((-0.05685960128903389,0.9983821511268616,0.0)), | ||
| mathutils.Vector((-0.38169607520103455,0.9242878556251526,0.0)), | ||
| mathutils.Vector((-0.6589856743812561,0.7521554231643677,0.0)), | ||
| mathutils.Vector((-0.9275659918785095,0.37365925312042236,0.0)), | ||
| mathutils.Vector((-0.9986335039138794,-0.0522613450884819,0.0)), | ||
| mathutils.Vector((-0.9258416295051575,-0.37791186571121216,0.0)), | ||
| mathutils.Vector((-0.8527613878250122,-0.5223007798194885,0.0)), | ||
| mathutils.Vector((-0.5724156498908997,0.8199635744094849,0.0)), | ||
| mathutils.Vector((-0.8684906363487244,-0.49570560455322266,0.0)), | ||
| mathutils.Vector((-0.7426277995109558,0.6697043776512146,0.0)), | ||
| mathutils.Vector((-0.8042427897453308,-0.5943008661270142,0.0)), | ||
| mathutils.Vector((0.4053783714771271,-0.9141490459442139,0.0)), | ||
| mathutils.Vector((-0.791281521320343,-0.6114519834518433,0.0)), | ||
| mathutils.Vector((-0.7167569994926453,-0.6973230838775635,0.0)), | ||
| mathutils.Vector((0.5898380875587463,-0.807521641254425,0.0)), | ||
| mathutils.Vector((0.8639571666717529,0.5035653114318848,0.0)) | ||
| ] | ||
| holesInfo = None | ||
| firstVertIndex = 26 | ||
| numPolygonVerts = 26 | ||
| faces = bpypolyskel.polygonize(verts, firstVertIndex, numPolygonVerts, holesInfo, 0.0, 0.5, None, unitVectors) | ||
| fig = plt.figure() | ||
| ax = fig.gca(projection='3d') | ||
| for face in faces: | ||
| for edge in zip(face, face[1:] + face[:1]): | ||
| p1 = verts[edge[0]] | ||
| p2 = verts[edge[1]] | ||
| ax.plot([p1.x,p2.x],[p1.y,p2.y],[p1.z,p2.z]) | ||
| plt.show() |