Diffraction of a plane wave by an ideally conducting solid of revolution with a dielectric envelope

The method of integral equations is used to solve the problem of the diffraction of a plane electromagnetic wave by an ideally conducting body of revolution with a dielectric coating. The problem is reduced to three vector integral equations relative to the electric current on an ideally conducting body and equivalent electric and magnetic currents on a dielectric shell. The equations are solved numerically by means of matrix cell reversal. A specific example is considered for which the maximum size of the generatrix of the dielectric shell is 5 lambda.