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22 May 2020 Spatial analogue of the Huygens-Kirchhoff principle and its application for simulation of random radiating systems
Oleg N. Maslov, Ivan S. Shatalov, Yuri V. Alyshev
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Proceedings Volume 11516, Optical Technologies for Telecommunications 2019; 1151618 (2020) https://doi.org/10.1117/12.2565377
Event: XVII International Scientific and Technical Conference "Optical Technologies for Telecommunications", 2019, Kazan, Russian Federation
Abstract
The paper presents results of statistical simulation (SS) of a distributed random antenna (DRA) using the triad-cluster method (TCM) with a basic element in the form of a triad elementary radiator (TER) and the spatial analogue of the Huygens-Kirchhoff principle. Ways of solving internal and external problems, including the formulation of the initial conditions and the principles of studying characteristics of the electric and magnetic field strength vectors for TCMmodels of DRA are considered. The presented results of DRA study demonstrate the statistical characteristics (histograms of levels) of the E-field and the H-field strengths, which make the decision maker (DM) possible to understand and reproduce the physical processes that accompany formation of the EMF-channel of confidential information leakage via DRA.
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Oleg N. Maslov, Ivan S. Shatalov, and Yuri V. Alyshev "Spatial analogue of the Huygens-Kirchhoff principle and its application for simulation of random radiating systems", Proc. SPIE 11516, Optical Technologies for Telecommunications 2019, 1151618 (22 May 2020); https://doi.org/10.1117/12.2565377
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KEYWORDS
Monte Carlo methods
3D modeling
Stochastic processes
Antennas
Electromagnetism
Error analysis
Information science
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