Low Frequency Excitation of a Lossy Dielectric Filled Cavity Resonator Using QS-FDTD Method

Talha Saydam, Osman Said Bişkin, S. Aksoy
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Abstract

Cavity resonators are useful devices of microwave and optical systems. Behavior of the cavity resonators at their resonance frequencies is a very well-known topic. However, at low frequencies below the first resonance frequency, there are very few studies for the cavity resonators. To the best of our knowledge, there is no full wave analytical or numerical solution to a lossy dielectric filled cavity resonator excited below its first resonance frequency. In this study, first, a field distribution of an empty rectangular cavity resonator excited below the frequencies of the first resonance is calculated by using finite difference time domain (FDTD) method. The results are validated with an analytical solution. Afterwards, the field distribution of the same cavity resonator filled with the lossy dielectric is calculated by using a Quasi-Static FDTD (QS-FDTD) method below the frequency of the first resonance.
用QS-FDTD方法研究损耗介质填充腔谐振器的低频激励
空腔谐振器是微波和光学系统中非常有用的器件。谐振腔谐振器在谐振频率下的特性是一个非常著名的话题。然而,在低于第一共振频率的低频率下,对腔谐振器的研究很少。据我们所知,对于低于第一共振频率的有耗介质填充腔谐振器,没有完整的波解析或数值解。本文首先利用时域有限差分(FDTD)方法计算了在第一共振频率以下激发的空矩形腔谐振器的场分布。用解析解对结果进行了验证。然后,利用准静态时域有限差分法(QS-FDTD)计算了含损介质填充的同腔谐振腔在第一共振频率以下的场分布。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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