Theory of couplings in electromagnetism: Novel results and numerical removal of couplings

J. Bernard, N. Malléjac
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Abstract

We consider the electric field due to the coupling between two arbitrary scatterers A and A' in presence of an imperfectly conducting object. We then develop relations between the field due to the influence of A' on A and the one due to the influence of A on A', and original efficient expressions of them. As an example of application, we present a novel method which allows the numerical suppression of first order couplings between A' and A by a simple and efficient post-process.
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电磁学中的耦合理论:新的结果和耦合的数值去除
我们考虑了两个任意散射体A和A'在不完全导电物体存在下的耦合所产生的电场。然后,我们发展了A'对A的影响场和A'对A的影响场之间的关系,以及它们的原始有效表达式。作为应用实例,我们提出了一种新的方法,该方法可以通过简单有效的后处理来数值抑制a '和a之间的一阶耦合。
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