平面介质波导中相互作用不连续的新方法

T. Rozzi
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引用次数: 0

摘要

平面介质波导在毫米波频率下的电光学研究中具有重要意义。在许多集成光学元件中,在平面上蚀刻沟槽并沉积覆盖层。波纹用于天线馈电和毫米波器件中的各种介电慢波结构。阶跃不连续的级联就是这种结构的理想化形式。在这个贡献,他们的分析提出了一个新颖的和基本的方法。这在电磁上是严格的,因此,能够解释相邻和非相邻不连续之间的相互作用。此外,首次明确描述了这种结构的谐振行为及其频率依赖性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A New Approach to Interacting Discontinuities in Planar Dielectric Waveguides
Planar dielectric waveguides are important in electro-optics and at millimeter frequencies. In many integrated optical components grooves are etched and overlays are deposited on the planar surface. Corrugations are used in antenna feeds and in various dielectric slow wave structures in millimeter wave devices. Cascades of step discontinuities are idealizations of such structures. In this contribution a novel and fundamental approach to their analysis is presented. This is electromagnetically rigorous and, as such, capable of accounting for the interaction between adjacent and not adjacent discontinuities. Moreover, for the first time, the resonant behaviour and hence the frequency dependence, of such structures is explicitly described.
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