Particular solution of the problem of propagation of the axisymmetric spherical electromagnetic waves in isotropic space

The solution of the problem of propagation of the spherical converging and diverging electromagnetic waves, and also of the standing spherical electromagnetic waves in the special situations, when in line with the polar axis of a spherical coordinate system is present either the ideally conducting filament, or system of the two cone ideally conducting surfaces with integrated vertexes, is obtained. The situations differ also by the representations about closure and breaking of these structural elements at centre.