Frequency-domain Integral Equations in Linear Electrodynamics

P. Uslenghi
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引用次数: 4

Abstract

A general formulation is presented for integral equations in the most general linear media, for which only the free-space Green's function is needed. The frequency-domain integral equations thus obtained contain all previously derived integral equations as particular cases. The derivation is based on the equivalency between a macroscopic and a microscopic formulation of Maxwell's equations. Possible extensions to time-domain electromagnetic fields, that take into account the dispersive properties of the media, are discussed.
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线性电动力学中的频域积分方程
给出了在最一般的线性介质中,只需要自由空间格林函数的积分方程的一般公式。由此得到的频域积分方程包含了所有以前推导的积分方程作为特例。推导是基于麦克斯韦方程组的宏观和微观形式之间的等价性。考虑到介质的色散特性,讨论了时域电磁场的可能扩展。
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