Nonstationary reflections of waves in media with fractal dispersion

Nonstationary reflections of waves in media with fractal dispersion

Numerical and analytical solutions to the problem of wave reflection in a one-dimensional medium with fractal frequency dispersion have been obtained by using the invariant-immersion method with the multiple-scattering and long-term-memory effects taken into account. As the characteristics of the me...

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Veröffentlicht in:Journal of communications technology & electronics 2014, Vol.59 (1), p.40-46
Hauptverfasser: Perezhogin, A. S., Shevtsov, B. M.
Format: Artikel
Sprache:eng
Schlagworte:
Communications Engineering
Diagnostic systems
Dielectrics
Electric fields
Electrodynamics and Wave Propagation
Electromagnetism
Engineering
Fourier transforms
Fractals
Networks
Numerical analysis
Plasma
Propagation
Studies
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container_title Journal of communications technology & electronics
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creator Perezhogin, A. S.
Shevtsov, B. M.
description Numerical and analytical solutions to the problem of wave reflection in a one-dimensional medium with fractal frequency dispersion have been obtained by using the invariant-immersion method with the multiple-scattering and long-term-memory effects taken into account. As the characteristics of the medium, the solutions to the equations of the fractional relaxator and oscillator are used. The specific features of the reflections are considered for various fractal-dispersion properties. The applicability of the obtained solutions to the diagnostic of dielectrics, plasma, and elastic bodies is discussed.
doi_str_mv 10.1134/S1064226914010100
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subjects Communications Engineering
Diagnostic systems
Dielectrics
Electric fields
Electrodynamics and Wave Propagation
Electromagnetism
Engineering
Fourier transforms
Fractals
Networks
Numerical analysis
Plasma
Propagation
Studies
title Nonstationary reflections of waves in media with fractal dispersion
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