The method of auxiliary sources (MAS) is often applied to problems involving an externally
illuminated, smooth, perfect electric conductor (PEC). One seeks to approximately satisfy the …

This book introduces the Mellin-transform method for the exact calculation of one-
dimensional definite integrals, and illustrates the application if this method to …

The coaxial cable is widely employed in radio frequency (RF) engineering as a crucial
component for feeding or connecting structures that transmit RF signals or energy. Given its …

When one uses integral equations to determine the input admittance of dipole antennas,
one must choose between two kernels, the exact and the approximate kernel, and also …

When one applies the method of auxiliary sources to scattering problems involving perfect
conductors, one first seeks fictitious auxiliary currents located inside the conductor, and then …

A very simple scattering problem is considered, together with its solution obtained via the
Method of Auxiliary Sources (MAS). We show that it is possible to concurrently have …

Differences between certain solvable and nonsolvable ill-posed integral equations, with the
same nonsingular kernel, are discussed. The main results come from constructing a …

The method of moments for the simplified scattering and radiation on thin wire models can
lead to the large-scale linear systems with non-Hermitian Toeplitz-like coefficient matrices …

The electrostatic charge distribution on a conducting cylindrical wire exactly satisfies an
integral equation. Many textbooks discuss an approximate form of this equation and solve it …

Pocklington's integro-differential equation for thin wires with the exact kernel is reformulated
using a second derivative formula for improper integrals. This allows for analytical …