电磁场边值问题的并矢格林函数法

DYADIC GREEN FUNCTION METHOD ON ELECTROMAGNETIC FIELDS BOUNDARY-VALUE PROBLEMS

根据文献［１］所提出的“矢量－并矢”法中的不同组合，应用并矢格林函数理论和格林公式，利用电流源Ｊ（Ｒ）的分布及边界面上的场量边值条件，导出了Ｐ＝Ｈ（Ｒ）和Ｑ＝ｅ（Ｒ｜Ｒ’）及Ｐ＝Ｈ（Ｒ）和Ｑ＝ｍ＝（Ｒ｜Ｒ’）这两种情况下电磁场边值问题的解。此方法求解简单，物理概念清晰。

In this paper,according to the vector--dyadic method,by using the dyadic Green function theory,Green formulas and the current source J(R)'s distribution and its field vector's boundary conditions,the solutions of the eletromagnetic field's boundary--value problems in two cases:P= H(R),Q= (R|R') and P= H(R),Q =(R|R') are derived. The method presented is simple and understandable.