电磁积分方程奇异核的非奇异拉普拉斯表示

2018 International Workshop on Computing, Electromagnetics, and Machine Intelligence (CEMi) Pub Date : 2018-11-01 DOI:10.1109/CEMI.2018.8610531

E. Bleszynski, M. Bleszynski, T. Jaroszewicz

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引用次数: 0

摘要

我们考虑了最近提出的利用奇异核(格林函数)的拉普拉斯型表示在非奇异辅助函数中计算电磁体积和曲面积分方程的伽辽金矩阵元素的方法的扩展和选择应用。

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Nonsingular Laplacian Representations of Singular Kernels of Electromagnetic Integral Equations

We consider extensions and selected applications of the recently proposed method of evaluating Galerkin matrix elements of electromagnetic volume and surface integral equations with the help of suitably constructed Laplacian-type representations of singular kernels (Green functions) in terms of non-singular auxiliary functions.

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2018 International Workshop on Computing, Electromagnetics, and Machine Intelligence (CEMi)

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