Surface integral equation methods routinely require the integration of the singular Green's
function or its gradient over basis functions (BF) and testing functions (TF). Many techniques …

We present a generic technique, automated by computer-algebra systems and available as
open-source software, for efficient numerical evaluation of a large family of singular and …

The accurate modeling of electromagnetic penetration is an important topic in computational
electromagnetics. Electromagnetic penetration occurs through intentional or inadvertent …

The scattering of plane waves by periodic arrays of stacked rectangular patches in
multilayered substrates is a problem that has to be solved many times when designing …

Recently, the benefits of simultaneously treating source and testing integrals in the
numerical evaluation of 4-D reaction integrals have been reported. The reported schemes …

We study the convergence of the integrals required to be evaluated in the surface integral
equation (SIE) formulation (or method of moments) for simulating the optical response of …

Though the method-of-moments implementation of the electric-field integral equation plays
an important role in computational electromagnetics, it provides many code-verification …

Static potential integrals for constant and linear sources on triangles are derived in a
straightforward way. The new representations, as presented, are robust with respect to …

A new near-singularity cancellation transformation quadrature scheme for triangle domains
is presented. It is tailored to the Green function gradient kernel (static and dynamic) …

The accurate and efficient evaluation of surface source integrals is a key step in obtaining
reliable solutions to electromagnetic problems using integral equation formulations. In this …