Diffraction of a plane wave on two-dimensional conductive structures and a surface wave

Mikhael V. Davidovich

doi:10.1117/12.2309853

26 April 2018 Diffraction of a plane wave on two-dimensional conductive structures and a surface wave

Mikhael V. Davidovich

Proceedings Volume 10717, Saratov Fall Meeting 2017: Laser Physics and Photonics XVIII; and Computational Biophysics and Analysis of Biomedical Data IV; 1071715 (2018) https://doi.org/10.1117/12.2309853
Event: Saratov Fall Meeting 2017, 2017, Saratov, Russian Federation

Abstract

We consider the structures type of two-dimensional electron gas in the form of a thin conductive, in particular, graphene films described by tensor conductivity, which are isolated or located on the dielectric layers. The dispersion equation for hybrid modes, as well as scattering parameters. We show that free wave (eigenwaves) problem follow from the problem of diffraction when linking the amplitude of the current of the linear equations are unsolvable, i.e., the determinant of this system is zero. As a particular case the dispersion equation follow from the conditions of matching (with zero reflection coefficient).

Citation Download Citation

Mikhael V. Davidovich "Diffraction of a plane wave on two-dimensional conductive structures and a surface wave", Proc. SPIE 10717, Saratov Fall Meeting 2017: Laser Physics and Photonics XVIII; and Computational Biophysics and Analysis of Biomedical Data IV, 1071715 (26 April 2018); https://doi.org/10.1117/12.2309853

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