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Endpoint Triangle's Circumcircle Method in Delaunay Triangulation

机译:Delaunay三角剖分中的端点三角形外接圆法

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摘要

In this paper, an improved algorithm of node refinement scheme called endpoint triangle's circumcircle method (ETCM) is proposed, which has linear time complexity. Regarding stability, new nodes quantity, time cost and mesh quality as criterions, ETCM and existing node refinement algorithms are evaluated by simulations. The results show that the time cost of ETCM is more independent of data distribution than the existing algorithms, while the performances on other criterions of ETCM are almost the same as the best of existing algorithms.
机译:本文提出了一种改进的节点细化方案算法,称为端点三角形外接圆法(ETCM),该算法具有线性时间复杂度。关于稳定性,通过仿真评估了以新节点数量,时间成本和网格质量为标准,ETCM和现有节点细化算法。结果表明,与现有算法相比,ETCM的时间成本更不受数据分布的影响,而在其他ETCM准则下的性能几乎与现有算法的最佳性能相同。

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