Multiphysics Modeling for Electromagnetic Interaction with Elastic Objects

Li Zhang, M. Tong
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Abstract

Electromagnetic interaction with elastic objects includes both electrodynamic and elastodynamic processes which are of multiphysics feature. The electrodynamic process is governed through Maxwell's equations while the elastodynamic process is described by elastic wave equations and they are coupled together by excitations. Traditionally, these equations are presented in the form of partial differential equations and only differential equation solvers can be used to solved them. In this work, we develop coupled integral equations for the multiphysics process based on equivalence theorem so that integral equation solvers can be used to solve them. A typical numerical example is presented to demonstrate the approach and good results have been obtained.
弹性物体电磁相互作用的多物理场建模
电磁与弹性物体的相互作用包括电动力学过程和弹性动力学过程,具有多物理场特征。电动力学过程由麦克斯韦方程组控制,而弹性动力学过程由弹性波动方程描述,并通过激励耦合在一起。传统上,这些方程以偏微分方程的形式表示,只能用微分方程求解器来求解。在这项工作中,我们基于等价定理建立了多物理场过程的耦合积分方程,以便积分方程求解器可以用来求解它们。最后给出了一个典型的数值算例,得到了较好的结果。
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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