Cylindrical coordinate system-based full wave FDTD computation for resonant frequency calculation of circular cavity resonator

A. Munir, Biru Tutur Ranum
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引用次数: 4

Abstract

In this paper, a full wave finite difference time domain (FDTD) computation method based on cylindrical coordinate system is proposed for calculating the resonant frequency of circular cavity resonator. The use of FDTD method with cylindrical coordinate system instead of Cartesian coordinate system is considered due to the geometry shape of analyzed structure, i.e. circular cavity resonator. In the computation, a hollow circular cavity resonator made of perfect conductor with the radius of 50mm and length of 100mm is discretized based on cylindrical coordinate system and numerically computed to determine its resonant frequencies. To verify the proposed method, the theoretical approach for the cavity is carried out by calculating its resonant frequencies for correspondent resonance mode. In addition, a simulation for determining resonant frequencies of the cavity is also conducted using finite element method (FEM) commercialized software. It shows that the FDTD computation result demonstrates an acceptable accuracy compared to the theoretical approach with the discrepancy less than 5% although it is worse than the result of FEM commercialized software.
基于柱坐标系的全波时域有限差分法计算圆腔谐振器谐振频率
本文提出了一种基于圆柱坐标系的全波时域有限差分(FDTD)计算方法,用于计算圆腔谐振器的谐振频率。考虑到所分析结构为圆形腔谐振器的几何形状,考虑采用圆柱坐标系代替笛卡尔坐标系的时域有限差分法。在计算中,对半径为50mm、长度为100mm的完美导体空心圆腔谐振器进行圆柱坐标系离散,并对其谐振频率进行数值计算。为了验证所提出的方法,通过计算相应谐振模式的谐振频率,对腔体进行了理论分析。此外,还利用商品化的有限元软件进行了确定腔体谐振频率的仿真。结果表明,时域有限差分法的计算结果与理论方法相比具有较好的精度,误差小于5%,但与有限元商品化软件计算结果相差较大。
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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