Extending the validity of the time-domain contour integral method using the admittance-wall boundary condition

Abstract

The admittance-wall boundary condition is incorporated in the time-domain contour integral method. It is shown that the inclusion of the radiating wall amounts to adding a single matrix in the resulting marching-on-in-time scheme. An illustrative numerical example demonstrates that even a simple instantaneously-reacting uniform edge admittance may improve the validity of results with respect to the standard formulation based on the (closed) cavity model.