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A Hole Repairing Method for Triangle Mesh Surfaces

机译:三角形网格表面的孔修复方法

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摘要

It is well known that gap, small curved surface would be created by the failure of transformation between design and analysis software for complicated model. Holes caused by these flaws in the model cause calculation divergence. The whole finite element mesh (FEM) model meshed by general FEM software shows that the number of the holes is comparatively smaller in relation to triangle elements and each hole consists of only a few nodes. The paper proposes a new method using adjacency matrix to group and repair the holes. Adjacency matrix is built according to connected weight. BFS algorithm and marked array are applied to traversing the adjacency matrix and firstly grouping the holes, and then to grouping the holes including more than one polygon with the adjacency matrix removed articulation node. At last, repairing method are provided according to the above-mentioned groups. The result shows that the method is quite effective in optimizing the shape and layout of the triangle elements of complicated FEM model.
机译:众所周知,由于复杂模型的设计和分析软件之间的转换失败,会产生间隙,小的曲面。由模型中的这些缺陷引起的孔会导致计算差异。由通用FEM软件划分网格的整个有限元网格(FEM)模型显示,相对于三角形元素,孔的数量相对较少,并且每个孔仅由几个节点组成。提出了一种利用邻接矩阵对孔进行分组和修复的新方法。邻接矩阵是根据连接的权重建立的。将BFS算法和标记数组应用于遍历邻接矩阵并首先对孔进行分组,然后将具有多个多边形的孔与邻接矩阵移除的关节节点进行分组。最后,根据上述组提供修复方法。结果表明,该方法在优化复杂有限元模型中三角形元素的形状和布局方面非常有效。

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