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Volume 24 Issue 1
Jan.  2002
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Xu Cheng, Zhang Xiaojuan, Song Wemmiao. Calculating the cutoff frequency of heteromophic waveguide by operator theory[J]. Journal of Electronics & Information Technology, 2002, 24(1): 90-96.
Citation: Xu Cheng, Zhang Xiaojuan, Song Wemmiao. Calculating the cutoff frequency of heteromophic waveguide by operator theory[J]. Journal of Electronics & Information Technology, 2002, 24(1): 90-96.

Calculating the cutoff frequency of heteromophic waveguide by operator theory

  • Received Date: 1999-11-30
  • Rev Recd Date: 2000-03-29
  • Publish Date: 2002-01-19
  • The cutoff frequency of heteromophic waveguide in special structure is solved with the matching of electric and magnetic field on the invented boundary by vector partial differen-tial operator theory. The method rnay be used to solving the cutoff frequency of almost all of the modes precisely and expediently. The method rnay also be used to calculating the trausmit-ting characteristics of ridged waveguide and other heteromophic waveguide loaded rectaugular metal.
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  • 宋文淼,并矢格林函数和电磁场的算子理论,合肥,中国科技大学出版社,1991,第三,九章.[2]宋文淼,矢量偏微分算子,北京,科学出版社,1999,第三章.[3]Ren Xiaoyu, Ma Jifu, Zhang liyang, Song Wenmiao, Operator theory for solving eigenvalue problem of electromagnetic field, 1997, Asia Pacific Microwave Conference, Hong Kong, 769-772.[4]宋文淼,用函数空间理论求解标量波动方程和泊松方程的反演问题,电子科学学刊,1985,7(5)!341-347[5]C.T. Tai.[J].Dyadic Greens Function in Electromagnetic Theory, Scratton, Pa. Intent Edncational Publiers.1971,:-[6]戴振铎,鲁述,电磁场理论中的并矢格林函数,武汉,武汉大学出版社,1995,第三章.[7]M. Jaworski, On the resonant frequency of a resonant cylindrical cavity, IEEE Trans. on MTT.1987, MTT-26(4), 256-260.[8]A.G. Millamson, The resonant frequency and tunning characteristics of a narrow-gap resonant cylindrical cavity, IEEE Trans. on MTT, 1976, MTT-24(4), 182-187.[9]朱敏,吴鸿适,耦合腔结构特性研究,电子学报,1986,14(1),7-15.[10]李镇淮,宋文淼,双重入腔的计算,电子科学学刊,1987,9(5),441-450.
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