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Research and application of Boolean operation for triangular mesh model of underground space engineering—Boolean operation for triangular mesh model

机译:三角网模型下地下空间工程 - 布尔运行三角网格模型的布尔运算研究与应用

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This study is aiming at the problems of slow collision detection speed of bounding box, low efficiency of triangle intersection detection, and triangulation in regions where complex intersecting lines are segmented that exist in Boolean operation of triangular mesh model in underground space engineering. The orientation calculation method of underground space engineering is put forward, and the precise definition of bounding box is realized. A simple method to realize the fast intersection detection algorithm between triangles is presented, the process of transforming the projection of intersecting lines into scalar and then judging is eliminated, and the efficiency of triangle intersection detection is improved. On the basis of Delaunay triangulation robust algorithm, numbering method of intersection position is improved. Central axis region division method and hierarchical subdivision triangulation method are proposed, which can divide all the regions of mixed complex intersections in one traversal. A subdivision triangulation method by comparing the cosine value of internal tension angle is proposed, and the subdivision triangulation of polygon is optimized. The feasibility of the algorithm is verified by practical engineering application.
机译:该研究旨在突破边界箱较慢的碰撞检测速度,三角形交叉检测的低效率,以及在地下空间工程中的三角网格模型的布尔运算中存在复杂交叉线的区域中的三角剖分。提出了地下空间工程的定向计算方法,实现了边界框的精确定义。提出了一种实现三角形之间快速交叉口检测算法的简单方法,消除了将交叉线的投影变换成标量,然后判断地改善了三角形交叉检测的效率。基于Delaunay三角测量的鲁棒算法,改善了交叉点位置的编号方法。提出了中心轴区分割方法和分层细分三角测量方法,其可以在一个遍历中划分混合复杂交叉口的所有区域。提出了一种细分三角测量方法,通过比较内部张力角度的余弦值,并且优化了多边形的细分三角测量。通过实际工程应用验证了算法的可行性。

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