具有时间色散介质的空腔中的时域电磁场

10th International Conference on Mathematical Methods in Electromagnetic Theory, 2004. Pub Date : 2004-09-14 DOI:10.1109/MMET.2004.1396989

Mariya S. Antyufeyeva, O. Tretyakov

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引用次数: 0

摘要

在涉及因果关系原理的演化方法框架内，考虑了均匀色散损耗介质填充腔内的电磁场问题[4,5]。对于以微分方程形式表示的均匀色散有耗介质的本构关系，得到了问题的封闭解。研究了在非持续时间谐波信号激励下，具有完全导电的任意形状单连通密面腔内的强迫振荡。

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Time-domain electromagnetic fields in a cavity with temporally dispersive dielectric

The problem of electromagnetic field In the cavity filled with homogeneous dispersive lossy medium Is considered within the frames ofthe evolutionary approach which Involves the principle of causality [4,5]. The closed-form solution to the problem is obtained regarding constitutive relations for homogeneous dispersive lossy medium expressed in the form of differential equations. Forced oscillations in a cavity with perfectly conducting singly-connected close surface (S) of arbitrary shape are studied for the excitation by nnlte duration harmonic signal.

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10th International Conference on Mathematical Methods in Electromagnetic Theory, 2004.

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