Study on Algorithm for the Triangulation of Arbitrary Polygons Based on Delaunay Trigonometry Network
Wang Chun
Abstract
Wang Chun
Abstract
The paper introduces an improved algorithm for the triangulation of arbitrary polygons based on the Delaunay by analyzing the existing algorithms for the triangulation of the polygons.This algorithm firstly regardes the polygon vertices as scattered points by ignoring the logical relationship between polygon vertices and sides.And then,it created reasonable trigonometry network by Delaunay triangulation for the scattered points.At last,by eliminating the unreasonable triangular mesh based on the logical relationship between polygon vertices and sides,the reasonable triangulation of arbitrary polygons is created.
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The paper introduces an improved algorithm for the triangulation of arbitrary polygons based on the Delaunay by analyzing the existing algorithms for the triangulation of the polygons.This algorithm firstly regardes the polygon vertices as scattered points by ignoring the logical relationship between polygon vertices and sides.And then,it created reasonable trigonometry network by Delaunay triangulation for the scattered points.At last,by eliminating the unreasonable triangular mesh based on the logical relationship between polygon vertices and sides,the reasonable triangulation of arbitrary polygons is created.
Key concepts: Delaunay triangulation, Pitteway triangulation, Minimum-weight triangulation, Constrained Delaunay triangulation, Bowyer–Watson algorithm, Polygon (computer graphics), Surface triangulation, Triangulation