Investigation of mathematical models of continuous communication channel in the form of stochastic equations

Evgenii Glushankov; Anna Lyalina; Dmitryi Kirik; Konstantin Korovin

doi:10.1117/12.3025059

20 February 2024 Investigation of mathematical models of continuous communication channel in the form of stochastic equations

Evgenii Glushankov, Anna Lyalina, Dmitryi Kirik, Konstantin Korovin

Author Affiliations +

Proceedings Volume 13065, Third International Conference on Optics, Computer Applications, and Materials Science (CMSD-III 2023); 130650Q (2024) https://doi.org/10.1117/12.3025059
Event: Third International Conference on Optics, Computer Applications, and Materials Science (CMSD-III 2023), 2023, Dushanbe, Tajikistan

Abstract

The development of any modern communication system is impossible without an accurate understanding of the channel that is supposed to be used to transmit information. At the same time, at the stage of theoretical research it is necessary to use mathematical models of channels, the adequacy of which to the real processes occurring in radio links largely determines the validity of the technical decisions made. This article is devoted to modeling modern MIMO systems in channels with various fading conditions. For this purpose, mathematical models of continuous communication channels, represented in the form of stochastic differential and difference equations, in radio relay and tropospheric communication lines were obtained and analyzed.

(2024) Published by SPIE. Downloading of the abstract is permitted for personal use only.

Citation Download Citation

Evgenii Glushankov, Anna Lyalina, Dmitryi Kirik, and Konstantin Korovin "Investigation of mathematical models of continuous communication channel in the form of stochastic equations", Proc. SPIE 13065, Third International Conference on Optics, Computer Applications, and Materials Science (CMSD-III 2023), 130650Q (20 February 2024); https://doi.org/10.1117/12.3025059

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