Diffraction of the field of a transverse magnetic dipole on a sphere with a circular hole
Abstract
A rigorous solution for the vector problem of the field diffraction of a transverse magnetic dipole lying on the symmetry axis of a perfectly conducting sphere with a circular hole is obtained by semiinversion method. It is shown that the algebraic systems of secondkind equations may be solved numerically by the reduction method and analytically by the method of successive approximations. Comparison of analytical expressions of radiation resistance with small holes in the sphere for transverse and axisymmetric dipoles evidences that in case of the transverse dipole the connection with a hole is stronger.
 Publication:

Akademiia Nauk Ukrains koi RSR Dopovidi Seriia Fiziko Matematichni ta Tekhnichni Nauki
 Pub Date:
 October 1978
 Bibcode:
 1978DoUkr......914V
 Keywords:

 Diffraction;
 Hole Distribution (Mechanics);
 Holes (Mechanics);
 Magnetic Dipoles;
 Spheres;
 Algebra;
 Iterative Solution;
 Vector Analysis;
 Communications and Radar