复合网格法在电磁散射问题中的应用

Guizhen Lu, Tao Chen, Li Yang
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引用次数: 0

摘要

本文采用复合网格法(CGM)求解细线结构的电磁散射问题,大大减少了未知因素的数量。复合网格法是由区域分解法衍生而来的,它解决了粗、细两组网格尺寸完全不同的计算问题。在电磁散射问题中,细网格区域包含的细线结构引起散射场。利用界面边界条件,分别计算粗网格区域和细网格区域,得到细线结构的散射场。基于CGM的方案可以减少计算量。并与将整个区域划分为细网格的传统有限元方法进行了比较。结果吻合良好,证明了该方法的有效性和高效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The application of composite grid method to an electromagnetic scattering problem
In this paper, we applied a composite grid method (CGM) to solve the electromagnetic scattering problem of thin wire structures, which can greatly reduce the number of unknowns. Composite grid method derived from the domain decomposition method, solves the formulation on two sets of meshes totally different in mesh-size, the coarse mesh and the fine one. In electromagnetic scattering problems, the fine grid region contains the thin wire structures cause the scattering field. Using the interface boundary condition, the coarse mesh region and fine one are calculated separately, and then the scattering field of the thin wire structure was obtained. The CGM based scheme can reduce the computing effort. We compare the result with the traditional finite element method which partitions the whole domain into fine mesh. The two results agree very well, which demonstrates the validity and efficiency of our method.
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