EXACT-SOLUTIONS IN THE THEORY OF THE ANOMALOUS SKIN-EFFECT FOR A PLATE - SPECULAR BOUNDARY-CONDITIONS

An analytic solution of the problem of the skin-effect for a metal plate to which an external variable electric field is applied is obtained for the first time. An exact expression in quadrature form is found for the impedance. A modification is made to the familiar method of separation of variables proposed by Case, and the methods of singular integral equations and boundary-value problems of the theory of functions of a complex variable are used.