An Analytical-Numerical MAR Technique for the Analysis of the Plane Wave Scattering from a Circular Hole in a Thin Resistive Plate

In this paper, the analysis of the plane wave scattering from a circular hole in a thin resistive plate is formulated in terms of a suitable set of dual singular integral equations in the vector Hankel transform domain discretized by using the Helmholtz-Galerkin technique in order to obtain fast-converging and highly computationally efficient matrix equations of the Fredholm second kind.