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Development of a mathematical model of microstructure of hail clouds by remote sensing

机译:冰雹云微结构数学模型的遥感开发

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The article is devoted the problem of developing mathematical models for determining the microstructure of hail clouds by results of measurements of radar reflectivity from the hail clouds. Determination of microstructure of hail clouds by radar characteristics is reduced to solving integral equation of Fredholm 1 kind that belongs to the class of inverse problems of scattering theory and is an ill-posed problem. Based on the method of solving ill-posed problems proposed by A. N. Tikhonov, a mathematical model and the algorithm, allowing by results of the radar reflectivity at different wavelengths, to find the distribution function of the hail particles. The results of calculation of distribution functions for three, four and five wavelengths. It is shown that the proposed mathematical model and algorithm has sufficient accuracy and stability and can serve as an effective tool for approximate solution of the problem of finding the spectrum of hail particle size measurement of radar reflectivity.
机译:本文专门讨论了通过从冰雹云测量雷达反射率的结果来开发用于确定冰雹云微观结构的数学模型的问题。通过雷达特征确定冰雹云的微观结构,简化为求解Fredholm 1类积分方程,该方程属于散射理论的逆问题,是不适定的问题。基于A. N. Tikhonov提出的解决不适定问题的方法,建立了数学模型和算法,并通过雷达在不同波长下的反射率结果,找到了冰雹粒子的分布函数。计算三个,四个和五个波长的分布函数的结果。结果表明,所提出的数学模型和算法具有足够的精度和稳定性,可作为解决雷达反射率冰雹粒径测量频谱问题的有效方法。

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