Mathematical Verification on the g-Post Symmetrical H-Plane Waveguide Junction Characteristics Under Eigenvector Excitation

Liu Yao-wu; Xue Liang-Jin

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Mathematical Verification on the g-Post Symmetrical H-Plane Waveguide Junction Characteristics Under Eigenvector Excitation

更新时间：2025-12-08

- Mathematical Verification on the g-Post Symmetrical H-Plane Waveguide Junction Characteristics Under Eigenvector Excitation
- Acta Electronica Sinica Issue 5, Pages: 116-119(1986)
- 作者机构：
  
  成都电讯工程学院
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- Published：1986
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[1]刘跃武,薛良金.本征矢激励下H面g重对称波导结特性的证明[J].电子学报,1986(05):116-119.

Liu Yao-wu, Xue Liang-Jin. Mathematical Verification on the g-Post Symmetrical H-Plane Waveguide Junction Characteristics Under Eigenvector Excitation[J]. Acta Electronica Sinica, 1986, (5): 116-119.
[1]刘跃武,薛良金.本征矢激励下H面g重对称波导结特性的证明[J].电子学报,1986(05):116-119. DOI：

Liu Yao-wu, Xue Liang-Jin. Mathematical Verification on the g-Post Symmetrical H-Plane Waveguide Junction Characteristics Under Eigenvector Excitation[J]. Acta Electronica Sinica, 1986, (5): 116-119. DOI：

摘要

本文从周期慢波结构定理出发

给出本征矢激励下H面g重对称波导结中场分量表达式的严格数学证明;并从散射参量物理意义角度

导出以往由矩阵运算才能给出的散射矩阵元的数学表达式。

Abstract

Under the condition of eigenvector excitation

an exact mathematical verification on the field component expressions of the g-port symmetrical H-plane waveguide junction is presented by means of a periodic slow-wave structure theorem. Meanwhile

the mathematical expessions for scattering matrix elements obtained by matrix algebra in the preceding literatures are also derived by the use of the physical meanings of the scattering parameters.

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