Подводя итог, в данной статье глубоко анализируется явление однократного кроссполяризационного рассеяния в случайно расположенных неоднородных слоях путем вывода формул и численного моделирования. Наши результаты имеют важное значение для теории и практики в смежных областях.

The subject of the postgraduate qualification work is single cross-polarization scattering in randomly arranged layers of inhomogeneity. The given work is dedicated to deriving a scattering field formula for particles with different polarizations, and determining the radiation intensity, and finally calculating the radiation power flux scattered from different polarization layers, through this series of theoretical studies, we can study this phenomenon more deeply. In this paper, we first introduce the basic concepts and related formulas of scattering theory. We then deduce it from a single cross-polarized scattering in a randomly arranged inhomogeneous layer and derive the scattering field formulation for particles with different polarizations. Finally, we calculated the radiant power flux scattered from different polarization layers and used a numerical simulation method to determine the radiant power flux, further verifying the accuracy of our derivation results and analyzing them in detail. We found that the radiant power flux changes with obvious regularity during the conversion process between different polarization layers. This provides an important reference for our better understanding of single cross-polarization scattering in randomly arranged inhomogeneous layers. Goal of project is - Derivation of a scattering field formula for particles with different polarizations. - Determination of radiation intensity. - Calculation of radiant power flux scattered from different polarization layers. To sum up, this paper deeply analyzes the phenomenon of single cross-polarization scattering in randomly arranged inhomogeneous layers by deriving formulas and numerical simulations. Our findings have important implications for theory and practice in related fields.