A tetrahedral mesh smoothing algorithm based on non-smooth problem optimization is presented.
提出一种基于不可微问题优化的四面体网格光顺算法。
Owing to a set of data structures for tetrahedral mesh, high efficiencies of the improvement algorithm is guaranteed.
通过有效的数据结构设计保证网格拓扑关系的快速查询，提高算法的时间效率。
As the tetrahedral grids exist in the majority area, the pentahedral prism grids are adopted near the boundary, which meets the SST model's requirement of mesh in the boundary layer.
流场大部分区域为四面体网格，在边界附近采用加密的五面体棱柱型网格，满足了SST模型对边界层网格的要求；
In this paper, we introduce a novel approach to as-rigid-as-possible mesh deformation based on tetrahedral cells.
提出一种基于四面体胞的尽可能刚性三角形网格变形算法。
The system shall be able to divide the calculation domain of fluid into all-hexahedral, tetrahedral and prism mesh type.
要求能对流体计算域划分全六面体、四面体及棱柱体等网格类型。
The system shall be able to divide the calculation domain of fluid into all-hexahedral, tetrahedral and prism mesh type.
要求能对流体计算域划分全六面体、四面体及棱柱体等网格类型。
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