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We consider the problem of scattering of a plane electromagnetic wave by a multilayered chiral scatterer with a perfectly conducting core. We derive integral representations for the total exterior electric field, as well as for the electric far field pattern of this problem. Using the low frequency approximation, we reduce the scattering problem to an iterative sequence of problems in potential theory, and construct the leading term approximation of the electric far field pattern.

Low frequency electromagnetic scattering theory for a multi-layered chiral obstacle