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A marching-on-in-degree (MOD) solution of the time-domain combined field integral equation (TD-CFIE) with Nystrom scheme is proposed to analyze transient electromagnetic scattering from arbitrarily shaped perfect electrically conducting (PEC) objects. In this scheme, the Lagrange interpolation polynomials and weighted Laguerre polynomials are used to represent the spatial and temporal basis functions,...
A marching-on-in-time (MOT) based non-conformal time domain volume surface integral equation (TD-VSIE) method is proposed to analyze transient electromagnetic scattering from the composite object comprising perfect electrically conducting (PEC) bodies and inhomogeneous dielectric materials. Half RWG and SWG functions are chosen for the trail and test spatial functions, and triangular basis functions...
This paper concentrates on an efficient fast algorithm for accelerating the marching-on-in-time (MOT) — based time domain integral equation (TDIE) method for the analysis of the transient electromagnetic scattering from perfect electrically conducting (PEC). Taking advantage of the approximate evaluation of the vector and scalar potential terms and the Taylor series expansion of far field, the computational...
This communication presents a new numerical method for the efficient solution of marching on in time (MOT)-based time domain integral equations (TDIE) for electromagnetic scattering from perfect electrically conducting (PEC) object with large smooth surfaces. A set of space-delayed temporal basis functions is proposed for the temporal discretization, and the curvilinear Rao-Wilson-Glisson (CRWG) basis...
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