Reflection matrices for plane waves composing a beam

Abstract

A beam of arbitrary structure is represented as a set of plane monochromatic waves using the Fourier transform. Each of the plane waves falls obliquely in an arbitrary plane of incidence, in such a way that all projections of its wave vector are not equal to zero. The reflection and transmission matrices are obtained for a plane electromagnetic wave incident from an isotropic medium onto a plane inhomogeneous anisotropic layer located on an isotropic base. The found matrices are used to calculate the reflected and transmitted beams.

Speaker

Natalia Mikhailovna Moiseeva
Volgograd State University
Russia

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