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Original Articles

Quasi-geometrical optics methods in the theory of wave propagation through a randomly inhomogeneous layer

Pages 329-338 | Received 20 Oct 1997, Published online: 19 Aug 2006

Keep up to date with the latest research on this topic with citation updates for this article.

Read on this site (4)

Mikhail V. Tinin. (2023) Wave field in a layer with a linear background profile and multiscale random irregularities. Waves in Random and Complex Media 33:5-6, pages 1295-1306.
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Andrey V. Kulizhsky. (2017) Uniform integral representation for the fluctuating field propagating through the multi-scale media. Waves in Random and Complex Media 27:2, pages 289-307.
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Mikhail V Tinin. (2004) Wave scattering in a multiscale random inhomogeneous medium. Waves in Random Media 14:2, pages 97-108.
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Articles from other publishers (10)

Mikhail Tinin & Sergei Knizhin. (2020) Some Possibilities of Spatial Signal Processing in an Inhomogeneous Medium Based on DWFT. Radio Science 55:4.
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M.V. Tinin. (2018) Two-Frequency Coherence Function for the Field of a Wave Propagating Through a Multiscale Randomly Inhomogeneous Medium. Radiophysics and Quantum Electronics 61:4, pages 259-271.
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M. V. Tinin. (2018) Higher Approximations to Study Statistical Characteristics of Waves in Multiscale Inhomogeneous Media. Advances in Mathematical Physics 2018, pages 1-13.
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M. V. Tinin & S. I. Knizhin. (2017) On radio wave propagation in multiscale randomly inhomogeneous ionosphere. On radio wave propagation in multiscale randomly inhomogeneous ionosphere.
Mikhail V. Tinin & Sergei I. Knizhin. (2016) Wide-angle generalization of integral representation as double weighted Fourier transform in the problem of wave reflection from a randomly inhomogeneous ionospheric layer. Wide-angle generalization of integral representation as double weighted Fourier transform in the problem of wave reflection from a randomly inhomogeneous ionospheric layer.
Mikhail Tinin. (2016) Wave reflection from randomly inhomogeneous ionospheric layer: 1. The method of describing the wavefield in a reflecting layer with random irregularities. Radio Science 51:8, pages 1350-1362.
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Nikolay N. Zernov & Vadim E. Gherm. (2015) Strong scintillation of GNSS signals in the inhomogeneous ionosphere: 1. Theoretical background. Radio Science 50:2, pages 153-167.
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A. V. Kulizhsky & M. V. Tinin. (2013) About the method of integral field representation as the double weighted Fourier transform in the problems of wave propagation in inhomogeneous media. Radiophysics and Quantum Electronics 55:8, pages 483-492.
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Yuri A. Kravtsov & Mikhail V. Tinin. (2000) Representation of a wave field in a randomly inhomogeneous medium in the form of the double‐weighted Fourier transform. Radio Science 35:6, pages 1315-1322.
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M. V. Tinin, N. T. Afanasiev & A. V. Kulizhsky. (2000) Fluctuations of VHF field in the vicinity of the maximum frequency of operation (shadow-zone boundary). Radiophysics and Quantum Electronics 43:1, pages 14-23.
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