Derivation of Dyadic Green’s Functions of Electromagnetic Field by Dirac-Symbol Method

Wang Zi-hua

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Derivation of Dyadic Green’s Functions of Electromagnetic Field by Dirac-Symbol Method

更新时间：2025-12-08

- Derivation of Dyadic Green’s Functions of Electromagnetic Field by Dirac-Symbol Method
- Acta Electronica Sinica Issue 6, Pages: 81-83(1982)
- 作者机构：
  
  上海科技大学
- 作者简介：
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- Published：1982
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[1]王子华.Dirac符号法求电磁场的并矢Green函数[J].电子学报,1982,{4}(06):81-83.

Wang Zi-hua. Derivation of Dyadic Green’s Functions of Electromagnetic Field by Dirac-Symbol Method[J]. Acta Electronica Sinica, 1982, (6): 81-83.
[1]王子华.Dirac符号法求电磁场的并矢Green函数[J].电子学报,1982,{4}(06):81-83. DOI：

Wang Zi-hua. Derivation of Dyadic Green’s Functions of Electromagnetic Field by Dirac-Symbol Method[J]. Acta Electronica Sinica, 1982, (6): 81-83. DOI：

摘要

本文简单介绍了Dirac符号法

定义并矢Green函数为广义矢量算子（并矢δ函数是恒等算子）

给出了它们的符号法表示。并以矩形波导为例

说明符号法求电磁场的并矢Green函数比较简便。

Abstract

The Dirac-Symbol Method is reviewed briefly. In this paper

we define the dyadic Green’s functions as the generalized vector operators

the dyadic S function being the unit operator. Their Dirac-Symbol representations are then given. With the rectangular waveguide as a specific example

we may see that it is simpler to derive dyadic Green’s functions of electromagnetic field by Dirac-Symbol Method.

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