超材料层中表面模式的特征

N.V. Ilin , A.I. Smirnov , I.G. Kondratiev
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引用次数: 10

摘要

本文对超材料层的波导特性进行了研究。我们特别注意在以前的出版物中尚未给予充分考虑的特殊特征,强调这些结果的物理解释。我们试图跟踪由孤立的“超材料-真空”边界引导的波(所谓的真表面波- tsw)到由超材料层引导的模式的转变。我们考虑了不同类型的TSW(前向、后向和退化)转换到层模式的方式,并研究了色散曲线中出现的特征。例如,色散曲线被“拉”到不单独存在tsw的频率区域,反向tsw产生的所有模式都存在弯曲,存在具有复共轭传播常数的波等。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Features of surface modes in metamaterial layers

In this paper, we present a study of the waveguiding properties of metamaterial layers. We pay particular attention to peculiar features that have not yet been given sufficient consideration in previous publications, with an emphasis on the physical interpretation of these results. We attempt to follow the transition of waves guided by a solitary “metamaterial–vacuum” boundary (the so-called true surface wave—TSW) to modes guided by the metamaterial layer. We considered the way TSW of different types (forward, backward and degenerated) transform to the layer modes and examined the features arising in the dispersion curves. For example, “pulling” of the dispersion curve into the frequency region where TSWs do not exist separately, presence of the bend for all modes produced by backward TSWs, existence of the waves with complex conjugate propagation constants, etc.

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