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Method for calculating distance between a given surface and a point in a space filled with unstructured mesh

机译:计算给定曲面与非结构网格填充空间中的点之间的距离的方法

摘要

The present invention provides a method for calculating the shortest distance from one arbitrary point to a specifically defined surface on a two dimensional plane filled with unstructured meshes, comprising the steps of: storing an original level-set value (_0 = ); defining a narrow band with respect to a cut element formed of the two dimensional plane; performing an initialization operation such that = where is the number of narrow band layers, h is a characteristic length of the cut element, is a width of the narrow band, and = 2h; calculating a cross point, X_s, between an interface segment and a corner of the cut element using _0; determining the shortest distance, d_x, from an arbitrary point, X_n, to the interface segment within the narrow band of the cut element; and updating the level-set value of X_n (_n = min{d_x,_n}). The present invention can perform more rapid and definite calculation.
机译:本发明提供了一种用于在填充有非结构化网格的二维平面上计算从一个任意点到特定定义的表面的最短距离的方法,该方法包括以下步骤:存储原始水平设定值(_0 =);相对于由二维平面形成的切割元件限定窄带;执行初始化操作,使=其中,是窄带层的数量,h是切割元素的特征长度,是窄带的宽度,并且= 2h;使用_0计算界面线段和切割元素的角之间的交点X_s;确定从任意点X_n到切割元素的窄带内的界面段的最短距离d_x;并更新X_n的级别设置值(_n = min {d_x,_n})。本发明可以执行更快速和确定的计算。

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