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Telecommunications and Radio Engineering

Publicado 12 números por año

ISSN Imprimir: 0040-2508

ISSN En Línea: 1943-6009

SJR: 0.185 SNIP: 0.268 CiteScore™:: 1.5 H-Index: 22

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SPECTRAL PROBLEMS IN THE THEORY OF WAVE DIFFRACTION BY LAYERED MEDIA

Volumen 72, Edición 20, 2013, pp. 1821-1838
DOI: 10.1615/TelecomRadEng.v72.i20.10
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SINOPSIS

The interest toward diffractive properties of layered media is conditioned by the diversity of their application areas. Meanwhile, the current scientific literature offers but a limited number of cases where a special coordinate dependence of material parameters in the layer permits an analytic solution representing wave processes in the medium. Generally, solutions are constructed with the aid of either asymptotic or direct numerical methods. The spectral problem for a non-uniform magneto-dielectric layer was treated within the so called Riccati method, which approach resulted in the construction of a computationally stable algorithm for a variety of spectral problems. The algorithm has permitted investigating the resonance effects that accompany wave interactions with the layered medium, and offered a description, in terms of eigenfrequencies and eigen oscillations, for such familiar concepts as the forbidden zone (in the theory of wave propagation through periodic structures) and resonance in the forbidden zone, arising from violations of periodicity in the material parameters. The results should be useful for studying wave processes in non-uniform magneto-dielectric layers, non-uniform stratified plasma-like media and other layered structures of the kind, without essential limitations on material parameters. They could be used to solve inverse problems of electrodynamics, as well as of holography, tomography, radar, etc.

CITADO POR
  1. Shestopalov Yury V., RESONANT STATES IN WAVEGUIDE TRANSMISSION PROBLEMS, Progress In Electromagnetics Research B, 64, 2015. Crossref

  2. Kochetova Lyudmila A., Prosvirnin Sergey L., Diffraction of electromagnetic waves by a metallic bar grating with a defect in dielectric filling of the slits, Optics Communications, 412, 2018. Crossref

  3. Yashina N., Brovenko A., Melezhik P., Poyedinchuk A., Analytical-numerical method for solving problems of electromagnetic wave diffraction by the local cylindrical inhomogeneity, 2016 9th International Kharkiv Symposium on Physics and Engineering of Microwaves, Millimeter and Submillimeter Waves (MSMW), 2016. Crossref

  4. Brovenko A., Melezhik P., Panin S., Poyedinchuk A., The analytical-numerical method of solving the problems of electromagnetic waves diffraction by circular radially inhomogeneous magnetodielectric cylinders, RADIOFIZIKA I ELEKTRONIKA, 21, 4, 2016. Crossref

  5. Shestopalov Yury, Singularities of the transmission coefficient and anomalous scattering by a dielectric slab, Journal of Mathematical Physics, 59, 3, 2018. Crossref

  6. Melezhik Petro, Poyedinchuck Anotliy, Sirenko Yuriy, Yashina Nataliya, Metamaterials, Metasurfaces, FSS and EBG. Analytical Regularization Technique : Invited Paper, 2020 IEEE Ukrainian Microwave Week (UkrMW), 2020. Crossref

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