【摘要】 本文是研究圆形波导有源区域并矢格林函数(DGF)的计算及其普遍性质的第Ⅱ部分。文中首先导出圆形波导中麦克斯韦方程的边界条件的并矢形式,并证明了圆形波导中横向电流源本征函数展开的完备性定理,然后验证作者1984年在另一文中解得的圆形波导有源区域DGF是否满足有源并矢麦克斯韦方程和电流连续性原理。文未给出了圆形波导有源区域电磁场的计算公式。更多还原

【Abstract】 This is the second part of our work on DGF at the source region in circular wave-guides. "With the application of the main results of the first part, a systematic inves-tigation on the general properties of DGF at the source region is given. The dyadic version of the boundary conditions for Maxwall’s equations is derived and the com-pleteness of the expanision of the transverse current in circular waveguides in terms of the vector M and N is proved. It is shown that the electric and magnetic DGF satisfy the basic dyadic equations.更多还原