摘要

Application of analytical formulas for the retarded-time potentials in Muller- and PMCHWT-type time-do-main integral equations (TDIEs) is presented. The impulsively excited scalar and vector potentials are evaluated in closed form, and the coupling coefficients can be calculated with high accuracy. Examples of transient analysis of the electromagnetic scattering from dielectric objects are provided and solved with marching-on-in-time (MOT) method. Numerical results show that solutions for Muller-type MOT TDIE are always stable if the coupling coefficients are accurately evaluated, while the PMCHWT type usually suffers from the dc instability.