Reflection matrices for plane waves composing a beam

Natalja M. Moiseeva

doi:10.1117/12.2590970

4 May 2021 Reflection matrices for plane waves composing a beam

Natalja M. Moiseeva

Proceedings Volume 11846, Saratov Fall Meeting 2020: Laser Physics, Photonic Technologies, and Molecular Modeling; 118460Q (2021) https://doi.org/10.1117/12.2590970
Event: Saratov Fall Meeting 2020, 2020, Saratov, Russian Federation

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.

Citation Download Citation

Natalja M. Moiseeva "Reflection matrices for plane waves composing a beam", Proc. SPIE 11846, Saratov Fall Meeting 2020: Laser Physics, Photonic Technologies, and Molecular Modeling, 118460Q (4 May 2021); https://doi.org/10.1117/12.2590970

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