首页> 外文期刊>Journal of Quantitative Spectroscopy & Radiative Transfer >Light scattering modeling of small feldspar aerosol particles using polyhedral prisms and spheroids
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Light scattering modeling of small feldspar aerosol particles using polyhedral prisms and spheroids

机译:使用多面体棱镜和球体对小长石气溶胶颗粒进行光散射建模

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摘要

The use of simplified particle shapes for modeling scattering by irregularly shaped mineral-dust particles is studied using polyhedral prisms and spheroids as model particles. Simulated phase matrices averaged over shape and size distributions at wavelength 633 nm are compared with a laboratory-measured phase matrix of feldspar particles with known size distribution with effective radius of 1.0 mu m. When an equi-probable shape distribution is assumed, prisms and oblate spheroids agree with measurements to a similar degree, whereas prolate spheroids perform markedly better. Both spheroids and prisms perform much better than spheres. When ail automatic fitting method is applied for finding optimal shape distributions, it is found that the most elongated spheroids are most important for good fits, whereas nearly-spherical spheroids are generally of very little importance. The phase matrices for the different polyhedral prisms, on the other hand, are found to be similar, thus their shape-averaged phase matrices are insensitive to the shape distribution assumed. For spheroids, a simple parameterization for the shape distribution, where weights increase with increasing departure from spherical shape, is proposed and tested. This parameterization improves the fit of most phase matrix elements attained with an equi-probable shape distribution, and it performs particularly well for reproducing the measured phase function. (c) 2006 Elsevier Ltd. All rights reserved.
机译:以多面体棱柱和球体为模型粒子,研究了使用简化的颗粒形状来模拟不规则形状的矿物尘埃颗粒的散射。将波长为633 nm处的形状和尺寸分布平均的模拟相矩阵与实验室测量的具有已知尺寸分布的长石颗粒相基质进行比较,有效半径为1.0 μ m。当假设等概率形状分布时,棱柱和扁球体与测量结果的一致性程度相似,而长球体的性能明显更好。球体和棱镜的性能都比球体好得多。当应用自动拟合方法寻找最佳形状分布时,发现最细长的椭球体对于良好的拟合最为重要,而近球形椭球体通常不太重要。另一方面,发现不同多面体棱柱的相矩阵是相似的,因此它们的形状平均相矩阵对假设的形状分布不敏感。对于球体,提出并测试了形状分布的简单参数化,其中权重随着与球形的偏离增加而增加。这种参数化改善了大多数相矩阵元件的拟合,这些元素具有等概率形状分布,并且在再现测量的相位函数方面表现特别好。(c) 2006 爱思唯尔有限公司保留所有权利。

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