Computational approach for resonant frequency calculation of coaxial cavity resonator using cylindrical coordinate system-based FDTD method

A. Munir, Edwar
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引用次数: 8

Abstract

A computational approach for resonant frequency calculation of coaxial cavity resonator using a cylindrical coordinate system-based finite difference time domain (FDTD) method is presented. Due to the geometry shape of analyzed structure, i.e. coaxial cavity resonator, the use of FDTD method with cylindrical coordinate system is chosen instead of Cartesian coordinate system. A coaxial cavity resonator made of perfect conductor with outer diameter of 100mm, inner diameter of 40mm and length of 150mm is modeled and discretized based on FDTD notation and then numerically computed to determine its resonant frequencies in the frequency range of 1-5GHz. Moreover, a simulation using finite element method (FEM) commercialized software is also conducted to determine resonant frequencies of the resonator for comparison. From the results, it shows that the proposed FDTD approach demonstrates the capability to determine resonant frequencies of coaxial cavity resonator with an acceptable accuracy compared to the FEM commercialized software in the maximum discrepancy around than 3%.
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基于圆柱坐标系的时域有限差分法计算同轴腔谐振器谐振频率的方法
提出了一种基于柱坐标系的时域有限差分法(FDTD)计算同轴腔谐振器谐振频率的方法。由于所分析结构为同轴腔谐振器的几何形状,本文选择了圆柱坐标系下的时域有限差分法,而不是笛卡尔坐标系。对外径为100mm、内径为40mm、长度为150mm的完美导体同轴腔谐振器进行了建模和时域有限差分法离散,并对其进行了数值计算,确定了其谐振频率范围为1 ~ 5ghz。此外,还利用商品化的有限元软件进行了仿真,以确定谐振器的谐振频率进行比较。结果表明,与FEM商品化软件相比,FDTD方法能够以可接受的精度确定同轴腔谐振器的谐振频率,最大误差在3%左右。
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