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Decomposing trimmed surfaces using the Voronoi tesselation

机译:使用Voronoi细分分解修剪的曲面

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Many applications deal with the rendering of trimmed surfaces and the generation of grids for trimmed surfaces. Usually, a structured or unstructured grid must be constructed in the parameter space of the trimmed surface. Trimmed surfaces not only cause problems in the context of grid generation but also when exchanging data between different CAD systems. This paper describes a new approach for decomposing the valid part of the parameter space of a trimmed surface into a set of four-sided surfaces. The boundaries of these four-sided surfaces are line segments, segments of the trimming curves themselves, and segments of bisecting curves that are defined by a generalized Voronoi diagram implied by the trimming curves in parameter space. We use a triangular background mesh for the approximation of the bisecting curves of the generalized Voronoi diagram.
机译:许多应用程序涉及修剪曲面的渲染以及修剪曲面的网格的生成。通常,必须在修剪曲面的参数空间中构造结构化或非结构化网格。修剪后的表面不仅会在生成网格的情况下引起问题,而且还会在不同的CAD系统之间交换数据时引起问题。本文介绍了一种新方法,用于将修剪曲面的参数空间的有效部分分解为一组四个侧面。这些四个侧面的边界是线段,修整曲线本身的段以及等分曲线的段,这些段由参数空间中修整曲线所隐含的广义Voronoi图所定义。我们使用三角背景网格来近似广义Voronoi图的二等分曲线。

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