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Generation of viscous grids with ridges and corners

机译:粘性网格的产生脊和角落

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An extension of Lohner1 for the generation of high aspect ratio volume grids on surfaces with ridges and corners is presented for Reynolds-Averaged Navier-Stokes computations (RANS). Multiple normals are introduced along convex ridges. The original technique generates a semi-structured boundary layer of prismatic elements growing along point normals. Therefore, extra faces of null area must be introduced to take into account the multiple growth curves at convex ridges and produce a valid topological surface triangu-lation. The procedure relies on a topological taxonomy of an arbitrary combination of concave and convex ridges. Each case is highlighted in details. Several complex geometries have been chosen to illustrate the proposed procedure and timings are given, showing that the new module does not place any extra burden in the previous semi-structured approach.
机译:对于雷诺平均的Navier-Stokes计算(RAN),介绍了LOHNER1在具有脊和角落的表面上产生高纵横比卷网格的扩展。沿凸脊引入多个法线。原始技术产生沿着点法线生长的棱镜元素的半结构化边界层。因此,必须引入额外的空区域的面孔,以考虑凸脊处的多个生长曲线,并产生有效的拓扑表面三角形。该过程依赖于凹凸和凸脊的任意组合的拓扑分类。每种情况都会详细突出显示。已经选择了几个复杂的几何形状来说明所提出的程序和定时,表明新模块不会以先前的半结构化方法放置任何额外的负担。

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