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Robust Boolean operations algorithm on regularized triangular mesh and implementation

机译:正规化三角网格和实现的强大布尔运算算法

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摘要

Boolean operations are an essential tool for creating complex entities in many fields. In order to implement complex entity modeling, we proposed a method based on robust Boolean operations that focused on the robustness of geometric calculations caused by computational errors and data error. This method used a uniform logical judgment to analyze the specific conditions of the intersection of vertices or edges in advance, and avoided the inconsistency between logical judgment results and geometric relations. We correspondingly obtained the positions of the two triangles, the validity of the intersection and the intersection edges from tetrahedral-volume calculations, the triangle-area calculations, and the topology information to mark the triangles instead of intersecting lines tracking and the judgment of the triangles inside the entities. Finally, the experimental results indicate that this method realized the three-dimensional modeling of any complex geological body.
机译:布尔操作是在许多字段中创建复杂实体的重要工具。为了实现复杂的实体建模,我们提出了一种基于强大的布尔操作的方法,其专注于由计算误差和数据错误引起的几何计算的鲁棒性。该方法使用统一的逻辑判断来分析顶点或边缘的交叉点的特定条件,并避免了逻辑判断结果和几何关系之间的不一致。我们相应地获得了两个三角形的位置,交叉点的有效性和来自四面体体积计算的交叉点,三角形区域计算和拓扑信息标记三角形而不是交叉线跟踪和三角形的判断在实体内。最后,实验结果表明该方法实现了任何复杂地质体的三维建模。

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