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一种分析波导系统不连续性的数值计算方法

A Numerical Method for the Analysis of Waveguide Discontinuities
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摘要 本文介绍一种分析波导不连续性的数值计算方法 ,采用有限差分法和共轭梯度法对根据矢量偏微分算子理论得出的电磁波基本方程进行求解 ,由此计算出反射系数和传输系数 。 This paper presents a numerical method for the analysis of waveguide discontinuities. The basic equations of electromagnetic field derived from vector partial differential operator theory are solved by using finite difference method and conjugate gradient method, and the reflection coefficient and transmission coefficient are obtained. The method is demonstrated by an example of a rectangular waveguide with an inductive diaphragm.
出处 《微波学报》 CSCD 北大核心 2002年第4期31-34,共4页 Journal of Microwaves
基金 国家自然科学基金资助项目 (6 0 0 710 0 7)
关键词 波导不连续性 有限差分法 共轭梯度法 Waveguide discontinuity, Finite difference method, Conjugate gradient method
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参考文献4

  • 1[2]宋文淼. 现代电磁场理论的数学基础--矢量偏微分算子. 北京:科学出版社, 1999.
  • 2[3]C. T. Tai. Dyadic Green's Function in Electromagnetic Theory. Scratton, Pa:International Textbook Company, 1971
  • 3[4]S. Haffa,D. Hollmann, W. Wiesbeck. The finite difference method for S-parameter calculation of arbitrary three-dimensional structure. IEEE Trans. Microwave Theory Tech.,1992, 40(8): 1602~1610.
  • 4[5]S. Silaev. Computer simulation of electromagnetic field in the tritron cavities. Nucl. & Meth.,1994:348~352.

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