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A fast concave polygon decomposition algorithm based on point visibility

机译:基于点可见度的快速凹面多边形分解算法

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As one of the fundamental problems in computational geometry; polygon convex decomposition is used in many fields. Most of the algorithms now available for this subject are for global searching, while the local searching ones are rarely studied. The global searching algorithms waste so much time that they can not meet the needs of all engineering situations. The most classical local searching method is Rogers algorithm, which has been limited in actual usage because of its conspicuous drawbacks. A new local searching algorithm is proposed in this paper based on the polygon point visibility. The local geometrical characters of concave points are fully utilized in the algorithm. The cutting line is extended from concave point to one of the visible points which are carefully searched from the visible point list of this concave point by using weight function, or to the intersectional point which is located on the visible edge and the bisector of the concave angle. The presented algorithm has been applied in the plant design system of PDSOFT Piping software. The results obtained by this method are excellent.
机译:作为计算几何学中的基本问题之一;多边形凸分解用于许多领域。现在可用于该主题的大多数算法都用于全局搜索,而很少研究局部搜索。全局搜索算法浪费了太多时间,无法满足所有工程情况的需求。最经典的局部搜索方法是罗杰斯算法,由于其明显的缺点而在实际使用中受到限制。提出了一种基于多边形点可见性的局部搜索新算法。该算法充分利用了凹点的局部几何特征。切割线从凹点延伸到可见点之一,该可见点可以通过使用权重函数从该凹点的可见点列表中仔细搜索,或者延伸到位于凹面的可见边缘和等分线的交点角度。该算法已应用于PDSOFT Piping软件的工厂设计系统中。通过这种方法获得的结果非常好。

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