使用PEEC电路模型的EMC问题的稳定时域解决方案

A. Ruehli, U. Miekkala, A. Bellen, H. Heeb
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引用次数: 50

摘要

电磁问题的时域解决方案对于诸如ESD和集成电路EMI等许多EMC应用非常重要。这类问题最常见的解法是基于积分方程。与积分方程技术相关的解在时域中的不稳定性是众所周知的。在本文中,我们证明了不稳定性可能是由于用于时间积分的数值技术,也可能是由于用数值积分技术解决问题的离散表示所产生的问题。我们使用小模型问题的EFIE积分方程的部分单元等效电路(PEEC)公式和一些流行的积分技术来给出时域不稳定性解的具体例子。重要的是,我们引入了导致稳定结果的技术。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stable time domain solutions for EMC problems using PEEC circuit models
Time domain solutions for electromagnetic problems are important for many EMC applications like ESD and integrated circuit EMI. The most common solution formulation for such problems is based on integral equations. The instabilities in the solution associated with integral equation techniques in the time domain are well known. In this paper we show that the instability may be either due to the numerical technique used for the time integration or due to problems created by the discrete representation for the solution of the problem by the numerical integration technique. We use the Partial Element Equivalent Circuit (PEEC) formulation of the EFIE integral equation for small model problems and some popular integration techniques to give specific examples of instabilities in the time domain solution. Importantly, we introduce techniques which lead to stable results.<>
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