Adiabatic invariants for electromagnetic waves guided by time-varying plasma structures

M. Bakunov, V.B. Gildenburg, N. Zharova, S. N. Zhukov
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Abstract

Propagation of an electromagnetic wave along a planar waveguiding structure containing gaseous/solid-state plasma slabs with time-varying free carrier density is considered in the case when the time-scale of density variations is much greater than the wave period. Both ionization and deionization (recombination, attachment) processes are included. General relations describing frequency shifting and energy losses of a guided wave are derived for arbitrary open/closed waveguiding structure. Adiabatic invariants, i.e., combinations of wave energy and frequency conserving in the course of temporal variations of the waveguiding medium, are found. Detailed analyses are given for surface waves guided by the boundary of a time-varying plasma half-space and a plasma slab.
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时变等离子体结构引导电磁波的绝热不变量
本文研究了含自由载流子密度随时间变化的气/固态等离子体平板的平面波导结构中电磁波在密度变化的时间尺度远大于波周期的情况下的传播。电离和去电离(重组,附着)过程都包括在内。推导了任意开/闭波导结构导波频移和能量损失的一般关系式。发现了绝热不变量,即在波导介质的时间变化过程中波能量和频率守恒的组合。对时变等离子体半空间和等离子体平板边界引导的表面波进行了详细的分析。
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