Faculty of Physics
M.V. Lomonosov Moscow State University
Regular Article

The electromagnetic initial boundary value problem in a domain with a chiral filling

A.N. Bogolyubov, Yu.V. Mukhartova, Gao Dzesin

Moscow University Physics Bulletin 2010. 65. N 5. P. 366

  • Article

The problem of the excitation of electromagnetic oscillations by given charge and current distributions in a domain with a nonhomogeneous chiral filling is investigated. The domain where the problem is considered may be both a finite one bounded by an ideally conducting surface and an infinite supplement to an ideally conducting bounded object. The initial boundary value problem is shown to arise, for which the generalized formulation in a special functional space is given. The existence of a unique weak solution to the problem is proven using the Galerkin method.

Received: 2010 March 3
Approved: 2010 November 13
41.20.-q Applied classical electromagnetism
A.N. Bogolyubov, Yu.V. Mukhartova, Gao Dzesin
Faculty of Physics, Moscow State University, Moscow, 119991, Russia
Issue 5, 2010

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