Modeling of dielectric gratings to control the redistribution of energy in the spectrum of the scattered microwave optical and electromagnetic fields
Problemy fiziki, matematiki i tehniki, no. 2 (2017), pp. 20-23.

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The choice of the periodic structures based on hollow dielectric rods with filling, which offer the possibility to vary the dielectric constant is considered. The simulation results obtained for scattering of microwave and optical ranges electromagnetic radiation in equidistant structures based on dielectric rods with variable electrophysical parameters are given. The effect of variations in the dielectric constant of the structural components on the energy redistribution of harmonics of the scattered electromagnetic radiation is demonstrated.
Keywords: periodic dielectric structures, $s$-parameter changes, control of the propagation characteristics of microwave and optical ranges electromagnetic radiation.
Mots-clés : dielectric constant
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     title = {Modeling of dielectric gratings to control the redistribution of energy in the spectrum of the scattered microwave optical and electromagnetic fields},
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L. A. Kalosha; L. S. Gaida; V. N. Komar; D. V. Zaerko. Modeling of dielectric gratings to control the redistribution of energy in the spectrum of the scattered microwave optical and electromagnetic fields. Problemy fiziki, matematiki i tehniki, no. 2 (2017), pp. 20-23. http://geodesic.mathdoc.fr/item/PFMT_2017_2_a3/

[1] Yu.M. Poplavko, L.P. Pereverzeva, I.P. Raevskii, Fizika aktivnykh dielektrikov, ucheb. posobie, ed. V.P. Sakhnenko, Izd-vo Yuzh. Feder. un-ta, Rostov n/D, 2009, 480 pp.

[2] S. Gaponenko, Introduction to Nanophotonic, Cambridge UniverSityPreS, UK, 2010, 484 pp.

[3] D.V. Zaerko i dr., “Modelirovanie rasseyaniya elektromagnitnykh voln SVCh-diapazona na strukturakh s izmenyaemymi elektrofizicheskimi parametrami”, Vestn. Belarus. Dzyarzh. un-ta. Seriya 1. Fizika. Matematika. Informatika, 2016, no. 2, 90–96

[4] E.A. Nenasheva i dr., “Elektricheski upravlyaemye komponenty na osnove keramiki BST-Mg”, Fizika tverdogo tela, 51:8 (2009), 1468–1471

[5] A.A. Kurushin, A.N. Plastikov, Proektirovanie SVCh ustroistv v srede CST Microwave Studio, Izdatelstvo MEI, M., 2010, 160 pp.

[6] Yu.M. Rychkov i dr., “Rasprostranenie elektromagnitnykh voln SVCh-diapazona v upravlyaemykh dvumernykh periodicheskikh strukturakh”, Dokl. NAN Belarusi, 54:1 (2010), 50–53

[7] V.P. Shestopalov i dr., Difraktsiya voln na reshetkakh, Izdatelstvo Kharkovskogo universiteta, Kharkov, 1973, 288 pp.