Propagation Over a Constant Impedance Plane: Arbitrary Primary Sources and Impedance, Analysis of Cut in Active Case, Exact Series, and Complete Asymptotics

New insights in integral representation theory for the solution of complex canonical diffraction problems

“…To avoid any restriction, we have developed in [19], [26], [27], a novel expression for arbitrary g = sin θ 1 with |Re(θ…”

“…It is intimately related to the incomplete cylindrical function in the Poisson form [24] and to the leaky aquifer function [25]. The reader can refer to [19], [26], [27] for its calculus in passive or active impedance cases.…”