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矩形金属腔体场分布计算
引用本文:李艳芳,付子豪,周素云.矩形金属腔体场分布计算[J].南昌职业技术师范学院学报,2013(6):80-85.
作者姓名:李艳芳  付子豪  周素云
作者单位:[1]江西科技师范大学,江西南昌330013 [2]中国传媒大学,北京100024
摘    要:本文采取并矢格林函数的方法来验证在混波室研究中仿真方法的准确性与可靠性,由照模型可以得出第一类电并矢格林函数符合课题所要求的条件,反映理想金属导体围成的矩形金属腔体内的电场分布情况.故采取这种并矢格林函数来分析相对简单的矩形波导内的并矢格林函数,然后再据此推导出矩形腔体内的并矢格林函数.本文将遵循这样一个思路来求解矩形腔体内的第一类电并矢格林函数从而得出金属腔体内的场分布情况.

关 键 词:并矢格林函数  矩形金属腔体  MATLAB

Distribution Calculation and Simulation Analysis of the Electric Field in the Rectangle Cavity
Institution:Li Yangfang Fu Zihao & Zou Suyun (1. Jiangxi Science and Technology Normal University, Nanchang 330013, P.R. China; 2. Communication University of China, Beijing 100024, P.R. China)
Abstract:the article adopts the dyadic Green's function method of non-divergence method to verify the accuracy and reliability of simulation method in reverberation-chamber study. From the model we can get the first kind of electricity in the dyadic Green's function method to acquire our requirements of conditions. It reflects ideal metal conductor surrounded the rectangular metal chamber of the electric field distribution in the body. So we take this kind of the dyadic Green's functions method to analyze the relative simplicity of a rectangular waveguide in dyadic Green's functions method, and then accordingly deduced in the body cavity of rectangular the dyadic Green's functions method. This paper will follow the way to solve the rectangular cavity by the first kind of electricity in the dyadic Green's function method and get the field intensity distribution in the body cavity field distributions.
Keywords:dyadic Green's function method  rectangle metal cavities  MATLAB
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