A Numerical Way of Solving the Inverse Problem for the Wave Equation in a Medium with Local Inhomogeneity

摘要

AbstractThe inverse problem of determining the boundary of local inhomogeneity for measuring a field in a bounded receivers location domain in a three-dimensional medium is considered for the wave equation. The problem is reduced to a system of integral equations. An iteration approach to solving the inverse problem is proposed, and the results from numerical experiments are presented.