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The Doppler Spectrum of the Microwave Radar Signal Backscattered From the Sea Surface in Terms of the Modified Bragg Scattering Model

机译:微波雷达信号的多普勒频谱在改进的布拉格散射模型方面从海面反向散射

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Significant progress has been made in the study of electromagnetic wave scattering from the sea surface. Essential results were obtained in solving applied problems, but there are still unsolved problems in the scattering theory. The radar backscatter cross section is usually used to solve remote sensing tasks, although the Doppler spectrum (DS) of the scattered microwave signal contains more information about sea waves. The concept of a two-scale model of the scattering surface is used in this article. Correct allowance for large-scale waves, in comparison with radar wavelength, in deriving theoretical formulas enabled us to develop a modified Bragg scattering model. It is based on the previously developed scattering model that is refined here to take into account the contribution of the horizontal component of the orbital velocity to the DS. It is shown that allowance for large-scale waves limits the growth of the radar cross section of the Bragg component with a decrease in the incidence angle, which allows using the resonant scattering model at small incidence angles. An additional result is that the modified model of the DS can also be used in the range of middle incidence angles because it takes into account the contribution of the horizontal component of the orbital velocity. It is shown that if the correlation between large-scale and small-scale components of sea waves is neglected, the new formulas pass into the known formulas for the DS within the framework of the Bragg scattering model.
机译:从海面散射的电磁波研究中取得了重大进展。在解决应用问题中获得了基本结果,但散射理论仍有未解决的问题。雷达反向散射横截面通常用于解决遥感任务,尽管散射微波信号的多普勒频谱(DS)包含有关海浪的更多信息。本文使用了两种散射表面模型的概念。与雷达波长相比,在导出理论公式中,对大型波的正确津贴使我们能够开发改进的布拉格散射模型。它基于先前开发的散射模型,该模型被精致地考虑到轨道速度的水平分量对DS的贡献。结果表明,大尺度波的余量限制了布拉格组分的雷达横截面的生长,其射起角度的降低,这允许使用谐振散射模型处于小的入射角。另外的结果是DS的修改模型也可以用于中间入射角的范围,因为它考虑了轨道速度的水平分量的贡献。结果表明,如果忽略了海浪的大规模和小规模分量之间的相关性,则新公式在布拉格散射模型的框架内进入DS的已知公式。

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