Abstract:
In this paper, a vector three-dimensional inverse diffraction problem on a cylindrical body is solved based on a two-step method. The diffuser is filled with an inhomogeneous nonmagnetic dielectric material. The initial boundary value problem for the Maxwell system of equations is reduced to a system of integro-differential equations. A numerical method for solving a first-order equation in special classes of functions is described. A distinctive feature of the proposed numerical method is its non-iteration, in addition, a two-step method for solving the inverse problem does not require a good initial approximation. The calculation results are presented. It is shown that the two-step method is an effective approach to solving vector problems of microwave tomography.
