Transformation and Analysis of an Equivalent Form of the Dadic Green's Function for Rectangular Cavity

摘要

In this paper, Tai's revised complete form of the dyadic Green's function G for a rectangular cavity is transformed into an equivalent form that includes tow terms: symemtric term G_p and non ysmmetric term G_f. Due to the geometric symmetric property of rectangular Cavity, the latter term is not correct physically. So this "complete" form is not really complete.