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On the reflection of a radiowave beam from a plasma layer with large-scale inhomogeneities
Using the method of parabolic equation (MPE), we obtain transfer equations for the mean field, the space-coherence function, and the ray intensity of a radiowave beam as it is reflected from a plasma layer with random inhomogeneities. The general solutions of these equations are found. Special atten...
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Published in: | Radiophysics and quantum electronics 1998-08, Vol.41 (8), p.645-652 |
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creator | Alimov, V A Rakhlin, A V |
description | Using the method of parabolic equation (MPE), we obtain transfer equations for the mean field, the space-coherence function, and the ray intensity of a radiowave beam as it is reflected from a plasma layer with random inhomogeneities. The general solutions of these equations are found. Special attention is given to the case of radiowave beam reflection from a linear plasma layer with large-scale electron-density inhomogeneities. If a weakly directed transceiving SW antenna is used, the shortwave scattering can lead to a pronounced (of the order of 3 dB) decrease in the intensity of a vertical-sounding signal reflected from the ionospheric F2 layer only under the conditions of abnormally strong ionospheric electron-density perturbations.[PUBLICATION ABSTRACT] |
doi_str_mv | 10.1007/BF02676472 |
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subjects | Antennas Beams (radiation) Inhomogeneities Ionospherics Mathematical analysis Noise levels Plasma Plasma layers Quantum electronics Reflection |
title | On the reflection of a radiowave beam from a plasma layer with large-scale inhomogeneities |
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