THE STUDY OF CHIRAL ELECTRODINAMICAL SYSTEMS

 

 A. N. Bogolyubov, Yu. V. Mukhartova, Gao Czesing
Moscow State university, department of physics

Received January 27, 2011

Abstract. In this paper two problems are considered. The first one is a spectral problem for the area with uniform chiral filling. The second one is the initial-boundary problem of excitation of oscillations in a region with a nonhomogeneous chiral filling. The dispersive equation and the eigenfields are obtained for a spherical chiroresonator. For the initial-boundary problem a generalized formulation, that can be further utilized for the numerical solution, is proposed. The existence and uniqueness of a generalized solution is proved.

Key words: chiral media, spherical resonator, eigenvalues, initial-boundary problem.