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一种高效构建Delaunay三角网的算法 被引量:5

A High-Efficiency Algorithm of Constructing Delaunay Triangulation
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摘要 提出了一种基于改进的Graham扫描法的分块构建不规则三角网算法。采用分割合并的思想,先对平面上的离散点集区域进行分块,然后对各个子块用改进的Graham扫描法生成不规则三角网,再从边界边出发依次合并相邻的三角网子集,直到所有子集合并结束。本算法采用分块的思想缩小了构网时的搜索范围,对子块用改进的Graham法生成三角网提高了算法性能。实验结果表明,本算法使构网效率有很大的提高。 An algorithm of constructing Delaunay triangulation based on the improved Graham' scan was presented in the paper.The algorithm firstly splits the discrete point sets into several subsets by mesh partition,then it builds triangulated irregular networks on these subsets,finally it merges these triangular networks one by one sequentially.The splitting method of this algorithm can decrease the search scope of points remarkably.The use of improved Graham' scan to build Delaunay triangulation of sub-block increases the performance of the algorithm.The result of our experiments shows that the algorithm has a distinct superiority in the efficiency of constructing irregular network.
出处 《江南大学学报(自然科学版)》 CAS 2010年第2期191-195,共5页 Joural of Jiangnan University (Natural Science Edition) 
关键词 DELAUNAY三角网 数据分块 LOP优化 不规则三角网 delaunay triangulation dataset partition LOP optimizing triangulated irregular networks
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  • 1栾晓岩.一种TIN生成算法及其三维显示[J].海洋测绘,2004,24(5):39-41. 被引量:19
  • 2邵春丽,胡鹏,黄承义,彭琪.DELAUNAY三角网的算法详述及其应用发展前景[J].测绘科学,2004,29(6):68-71. 被引量:65
  • 3Franco P Preparata,Michael Lan Shamos.Computational Geometry:an Introduction[M].New York :Spfinger-Verlag, 1985.
  • 4Lee D T,Schachter B J.Two Algorithms for Constructing a Delaunay Triangulation[J].International Journal of Computer and Information Science, 1980; 9 ( 3 ) : 219-242.
  • 5Chew L P.Constrained Delaunay Triangulation[J].Algorithmica, 1989; (4) :97-108.
  • 6Bowyer A.Computing Dirichlet tessellations[J].The Computer Journal, 1981 ;24(2) : 162-166.
  • 7M 1 Shamos,D Hoey.Closet-point Problem[C].In:Proceedings of 16th 1EEE Symposium on Fundations of Computer Science,Berkeley,California, 1975 : 151-162.
  • 8Delaunay B.Sur la Sphere Vide Bulletin of the A cademy of Sciences of the U SSR[J].Classe des Sciences Mathematiques et Naturelles,1934(8):793~800.
  • 9Lee D T. and Schachter B J. Two Algorithms for Constructing a Delaunay Triangulation[J].Int J. of Computer and Information Sciences,1980,9(3).
  • 10Mir Abolfazl Mostafavi, etc. Delete and insert operations in Voronoi/Delaunay methods and application[J].Computers & Geosciences,2003, 29:523-530.

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