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Curvature adapted triangulation of NURBS surfaces

机译:NURBS曲面的曲率自适应三角剖分

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Full exploitation of the sophisticated physical modeling capabilities of CFD has been hampered by the inability to generate high quality grids in a timely manner. ^Complex geometries further exacerbate grid generation difficulties. ^Despite the potential for fully automatic grid generation with the new unstructured techniques, such a capability has remained elusive. ^The principal difficulty with the generation of such grids lies in surface discretization, which though difficult in its own right must be intimately coupled with CAD data to retain geometric integrity and achieve the desired efficiency. ^We present a new method for generating high quality unstructured surface grids directly on rational B-spline surfaces or any other surface for which a similar parameterization exists; surface distributions are automatically adapted to local curvature, which renders a high fidelity representation of the geometry with optimum use of grid points. ^The method is applied to numerous surfaces possessing large variations in curvature to demonstrate its effectiveness at producing high quality surface grids automatically. ^(Author)
机译:由于无法及时生成高质量的网格,因此无法充分利用CFD的复杂物理建模功能。复杂的几何形状进一步加剧了网格生成的困难。 ^尽管使用新的非结构化技术可以全自动生成网格,但这种功能仍然难以捉摸。 ^生成此类网格的主要困难在于表面离散化,尽管其本身很困难,但必须将其与CAD数据紧密结合以保持几何完整性并达到所需的效率。 ^我们提出了一种直接在有理B样条曲面或存在类似参数设置的任何其他曲面上直接生成高质量非结构化曲面网格的新方法;曲面分布会自动适应局部曲率,从而通过最佳使用网格点来呈现高保真度的几何图形。 ^该方法应用于曲率变化较大的许多表面,以证明其在自动生成高质量表面网格方面的有效性。 ^(作者)

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