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Initial-Boundary Value Problem and Integrodifferential Equations of Electrodynamics for an Inhomogeneous Conductive Body

机译:非均质导电体的初边值问题和电动力学积分微分方程

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摘要

The initial–boundary value problem of determining the electromagnetic field in an inhomo-geneous conducting sample and the surrounding external medium is solved under certain assumptionson the sample, the external medium, and the external current density. The existence of a classical solu-tion to this problem is proved. The electromagnetic field under small variations in the sample's electricconductivity is computed by applying perturbation theory.
机译:在一定假设下,通过确定样品,外部介质和外部电流密度,解决了确定非均质导电样品和周围外部介质中的电磁场的初边值问题。证明了解决该问题的经典方法。应用微扰理论计算出样品电导率的微小变化下的电磁场。

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