Frequency-domain finite element methods for electromagnetic field simulation: fundamentals, state of the art, and applications to EMI/EMC analysis

A. Cangellaris
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引用次数: 17

Abstract

This paper provides a critical review of frequency-domain finite element methods and their applications to the modeling of electromagnetic interactions in complex electronic components and systems. Emphasis is placed on the latest advances in finite element grid generation practices, element interpolation function selection, and robust, highly absorbing numerical grid truncation techniques for modeling electromagnetic interactions in unbounded domains. These advances have helped enhance the robustness and accuracy of the method. Finally, the advantages of domain decomposition techniques for the modeling of complex geometries are examined. Such domain decomposition techniques are expected to play an important role in the continuing effort to extend the applications of frequency-domain finite methods beyond the subcomponent-level to component and system modeling for electromagnetic interference and electromagnetic compatibility analysis and design.
电磁场仿真的频域有限元方法:基本原理,最新进展,以及在EMI/EMC分析中的应用
本文对频域有限元方法及其在复杂电子元件和系统中电磁相互作用建模中的应用进行了综述。重点放在有限元网格生成实践的最新进展,元素插值函数的选择,以及鲁棒,高度吸收的数值网格截断技术,用于模拟无界域中的电磁相互作用。这些进展有助于提高该方法的稳健性和准确性。最后,讨论了领域分解技术在复杂几何图形建模中的优势。这种域分解技术有望在继续努力中发挥重要作用,将频域有限方法的应用从子组件级扩展到电磁干扰和电磁兼容性分析与设计的组件和系统建模。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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