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Generalized Kirchoff's Current and Voltage Law Formulation for Coupled Circuit-Electromagnetic Simulation With Surface Integral Equations

机译:基于表面积分方程的耦合电路电磁仿真的广义基尔霍夫电流和电压定律公式

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摘要

In this paper, a new formulation for coupled circuit-electromagnetic (EM) simulation is presented. The formulation employs full-wave integral equations to model the EM behavior of two- or three-dimensional structures while using modified nodal analysis to model circuit interactions. A coupling scheme based on charge and current continuity and potential matching, realized as a generalization of Kirchoff's voltage and current laws, ensures that the EM and circuit interactions can be formulated as a seamless system. While rigorous port models for EM structures can be obtained using the approach discussed herein, it is shown that the coupling paradigm can reveal additional details of the EM-circuit interactions and can provide a path to analysis-based design iteration.
机译:该文提出了一种新的电路-电磁(EM)耦合仿真公式。该公式采用全波积分方程对二维或三维结构的电磁行为进行建模,同时使用改进的节点分析对电路相互作用进行建模。基于电荷和电流连续性以及电位匹配的耦合方案,作为基尔霍夫电压和电流定律的推广而实现,确保电磁和电路相互作用可以被表述为一个无缝系统。虽然使用本文讨论的方法可以获得EM结构的严格端口模型,但研究表明,耦合范式可以揭示EM电路相互作用的更多细节,并可以提供基于分析的设计迭代的路径。

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