矩量法结合保角变换求解复杂二维边值问题

梁昌洪; 官伯然

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矩量法结合保角变换求解复杂二维边值问题

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- 矩量法结合保角变换求解复杂二维边值问题
- MOM combined with Conformal Transformations, with Applications to Complicated Two-dimensional Boundary Value Problems
- 电子学报 1984年第5期页码：1-6
- 作者机构：
  
  西北电讯工程学院
- 作者简介：
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- 纸质出版：1984
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[1]梁昌洪,官伯然.矩量法结合保角变换求解复杂二维边值问题[J].电子学报,1984(05):1-6.

Liang Chang-hong and Guan Bo-ran. MOM combined with Conformal Transformations, with Applications to Complicated Two-dimensional Boundary Value Problems[J]. Acta Electronica Sinica, 1984, (5): 1-6.
[1]梁昌洪,官伯然.矩量法结合保角变换求解复杂二维边值问题[J].电子学报,1984(05):1-6. DOI：

Liang Chang-hong and Guan Bo-ran. MOM combined with Conformal Transformations, with Applications to Complicated Two-dimensional Boundary Value Problems[J]. Acta Electronica Sinica, 1984, (5): 1-6. DOI：

摘要

本文论述矩量法结合保角变换求解复杂二维边值问题。它通过保角变换使一种结构变成另一种新的结构

通过矩量法和“Collin原则”的结合

估计了耦合线的参数的数值上下界。文中还给出了某些紧耦合情况的应用实例。

Abstract

Complicated two-dimensional value problems can be solved by MOM combined with conformal transformations. This approach eliminates the disadvantages and combines the advantages of MOM and conformal transformaions. The conformal transformations are used to change open structures into closed boundary problems

and to remove potential gradient singularities. The MOM with "Collin Principle" is applied to evaluate numerical upper and lower bounds for odd mode and even mode capacitance （or impedance） of two coupling trasmission lines. Some tight-coupling examples are given.

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