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A semianalytical solution for the propagation of electromagnetic waves in 3-D lossy orthotropic media

机译:在3-D有损耗正交各向异性介质中传播电磁波的半解析解

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摘要

We derive an analytical solution for electromagnetic waves propagating in a 3-D lossy orthotropic medium for which the electric permittivity tensor is proportional to the magnetic permeability tensor. The solution is ob- tained through a change of coordinates that transforms the spatial differential operator into a pure Laplace op- erator and the differential equations for the electric and magnetic field components into pure Helmholtz equa- tions.
机译:我们推导了在3D有损耗的正交各向异性介质中传播的电磁波的解析解,其介电常数张量与导磁率张量成比例。该解决方案通过更改坐标将空间微分算符转换为纯Laplace算子,并将电场和磁场分量的微分方程转换为纯亥姆霍兹方程来获得。

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