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SPECTRAL ATTENUATION AND AEROSOL PARTICLE SIZE DISTRIBUTION

机译:光谱衰减和气溶胶颗粒尺寸分布

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The problem of the reconstruction of the spectrum of a dispersed system from data on its spectral attenuation is studied. The numerical algorithm for obtaining the particle size distribution by the use of the concept of regularization is thoroughly treated. The applicability of this method to the reconstruction of the particle size distribution of a typical marine aerosol is tested. A method of choosing the regularization parameter of the solution for the inverse problem based on an objective estimate of the validity of the obtained solution is proposed. Results are presented for a set of numerical experiments in which the radius interval for which the distribution function can be obtained with a satisfactory accuracy is estimated. The validity of solutions is estimated depending on the measuring spectral range for the attenuation, the radius interval, and the number and position of points within this interval. The possibility of extending the radius interval for which the distribution function can be obtained by the use of extrapolation of the distribution function tail is discussed. (C) 1996 Optical Society of America [References: 14]
机译:研究了根据其光谱衰减数据重建分散系统光谱的问题。彻底处理了使用正则化概念获得粒度分布的数值算法。测试了该方法对重建典型海洋气溶胶粒径分布的适用性。提出了一种基于所获得解的有效性的客观估计来选择反问题解的正则化参数的方法。给出了一组数值实验的结果,其中估算了可以以令人满意的精度获得分布函数的半径间隔。根据衰减的测量光谱范围,半径间隔以及该间隔内点的数量和位置来估计解的有效性。讨论了扩展半径间隔的可能性,通过使用分布函数尾部的外推可以获取半径间隔。 (C)1996年美国眼镜学会[参考文献:14]

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