Отклик дефектного недиспергирующего тела со свойствами нормального металла на нестационарное электромагнитное поле

Abstract

Are examined the integral-differential equations of electrodynamics for the nonstationary electromagnetic field, which interacts with the defective nonmagnetic metal without the dispersion. It is proven that exist a unique solution of these equations. As a result application to this decision of the inverse transformation of Laplace it is possible to find the electromagnetic field, distorted by defects inside the metallic body, at any point of space outside the body.