On the form of constitutive equations in electrodynamics

A P Vinogradov

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On the form of constitutive equations in electrodynamics

机译：关于电动力学本构方程的形式

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A comparative analysis of various forms of the Maxwell equations for condensed matter is presented. It is shown that the so-called Casimir form contains enough information to solve any electromagnetic problem. The Landau-Lifshitz form intended for describing media with spatial dispersion requires an additional constitutive equation for the surface current, which does not set an additional boundary condition but acts as a replacement of usual Maxwell's continuity conditions for tangential field components.

机译：提出了各种形式的凝聚态麦克斯韦方程组的比较分析。结果表明，所谓的卡西米尔形式包含了足以解决任何电磁问题的信息。用于描述具有空间色散的介质的Landau-Lifshitz形式需要表面电流的附加本构方程，该方程不设置附加边界条件，而是替代了切向场分量的常规Maxwell连续性条件。

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《Physics - Uspekhi》 |2002年第3期|共8页
作者
A P Vinogradov;
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正文语种 eng
中图分类物理学;
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On the form of constitutive equations in electrodynamics

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