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首页> 外文期刊>IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems >Generation of Unstructured Meshes for Process and Device Simulation by Means of Partial Differential Equations
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Generation of Unstructured Meshes for Process and Device Simulation by Means of Partial Differential Equations

机译:利用偏微分方程生成用于过程和设备仿真的非结构化网格

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摘要

For process and device simulation, very high mesh densities are often required to obtain accurate simulation results. Unfortunately, the required mesh densities depend often on a direction. Conventional mesh-refinement strategies generate isotropic meshes with a high amount of mesh points, reaching the memory and time limits in particular for three-dimensional simulations. For a better resolution of the carrier concentrations, for instance, a boundary-conforming mesh-generation method with tunable mesh spacings in almost orthogonal directions was developed. Similar to elliptic mesh generation, the mesh points are placed inside the simulation regions based on the solution of partial differential equations. The method used can produce highly anisotropic mesh densities in the regions of particular interest. In contrast to elliptic grid generation, which produces structured grids, the method used generates triangular or tetrahedral (unstructured) Delaunay meshes in two or three dimensions, respectively, which are very well suitable for the process and device simulators.
机译:对于过程和设备仿真,通常需要很高的网格密度才能获得准确的仿真结果。不幸的是,所需的网格密度通常取决于方向。常规的网格细化策略会生成具有大量网格点的各向同性网格,尤其是对于三维模拟,会达到内存和时间限制。为了更好地解决载流子浓度问题,例如,开发了一种边界兼容的网格生成方法,该方法在几乎正交的方向上具有可调的网格间距。与椭圆网格生成类似,网格点基于偏微分方程的解被放置在模拟区域内。所使用的方法可以在特别感兴趣的区域中产生高度各向异性的网格密度。与生成结构化网格的椭圆网格生成相反,所使用的方法分别生成二维或三维二维三角形或四面体(非结构化)Delaunay网格,非常适合过程和设备模拟器。

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