Abstract
The transmission and reflection of light are considered in the case of its normal incidence on a layer of a periodically nonuniform medium possessing dielectric and magnetic helicities, with the axes of electrical and magnetic permittivities being rotated relative to each other. A simple algorithm for constructing the solution of the boundary problem for a layer of a helical periodic medium (HPM) of finite thickness is proposed. Jones matrices are constructed and natural polarizations and eigenvalues of the transfer function for the complex amplitude corresponding to natural polarizations are calculated. Numerical analysis is carried out for the case of large (and very large) local anisotropy of the medium. It is shown in particular that a domain of transmission appears between domains of diffraction and specular reflection under certain conditions.
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