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Partial element equivalent circuit models in the solution of the electric field integral equation

机译:电场积分方程解中的部分元等效电路模型

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摘要

3-D electromagnetic methods are fundamental design tools for complex high-speed systems. Among the integral equation-based techniques, the Partial Element Equivalent Circuit (PEEC) method has received a special attention in interconnect modeling, where mixed electromagnetic/circuit problems need to be solved. Retardation effects and the resulting delays must be taken into account and included in the modeling, when signal waveform rise times decrease and the corresponding frequency content increases or the geometric dimensions become electrically long. In this case, the enforcement of the Kirchhoff laws to PEEC delayed models leads to a set of delayed differential equations in a neutral form. The aim of this contribution is to present an overview of the PEEC method with special focus on the analysis of electrically long structures that require taking delays into account.
机译:3-D电磁方法是用于复杂高速系统的基本设计工具。在基于积分方程的技术中,部分元素等效电路(PEEC)方法在互连建模中受到了特别关注,在互连建模中,需要解决电磁/电路混合问题。当信号波形上升时间减少且相应的频率含量增加或几何尺寸变长时,必须考虑延迟效应和由此产生的延迟,并将其包括在建模中。在这种情况下,对PEEC延迟模型执行基尔霍夫定律会导致一组中立形式的延迟微分方程组。该贡献的目的是提供PEEC方法的概述,特别着重于分析需要考虑延迟的电长结构。

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