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类分形聚集体:形态与物理性质之间的关系。

Fractal-like Aggregates: Relation between Morphology and Physical Properties.

作者信息

Filippov AV, Zurita M, Rosner DE

机构信息

Department of Chemical Engineering and Center for Combustion Studies, Yale University, New Haven, Connecticut, 06520

出版信息

J Colloid Interface Sci. 2000 Sep 1;229(1):261-273. doi: 10.1006/jcis.2000.7027.

Abstract

A number of modern technological applications require a detailed calculation of the physical properties of aggregated aerosol particles. For example, in probing soot aerosols by the method called laser-induced incandescence (LII), the soot clusters are suddenly heated by a short, powerful laser pulse and then cool down to the temperature of the carrier gas. LII sizing is based on rigorous calculation of the soot aggregate heat-up and cooling and involves prediction of laser light absorption and energy and mass transfer between aggregated particles and the ambient gas. This paper describes results of numerical simulations of the mass or energy transfer between the gas and fractal-like aggregates of N spherical particles in either the free-molecular or continuum regime, as well as the light scattering properties of random fractal-like aggregates, based on Rayleigh-Debye-Gans (RDG) theory. The aggregate geometries are generated numerically using specially developed algorithms allowing "tuning" of the fractal dimension and prefactor values. Our results are presented in the form of easily applicable scaling laws, with special attention paid to relations between the aggregate gyration radius and the effective radius describing various transport processes between the aggregates and the carrier gas. Copyright 2000 Academic Press.

摘要

许多现代技术应用需要详细计算聚集气溶胶颗粒的物理性质。例如,在用称为激光诱导白炽(LII)的方法探测煤烟气溶胶时,煤烟团簇会被一个短而强的激光脉冲突然加热,然后冷却到载气的温度。LII 尺寸测量基于对煤烟聚集体加热和冷却的严格计算,涉及激光吸收以及聚集颗粒与周围气体之间能量和质量传递的预测。本文描述了在自由分子或连续介质区域中,基于瑞利 - 德拜 - 甘斯(RDG)理论对 N 个球形颗粒的分形状聚集体与气体之间质量或能量传递的数值模拟结果,以及随机分形状聚集体的光散射特性。聚集体几何形状是使用专门开发的算法通过数值生成的,该算法允许“调整”分形维数和前置因子值。我们的结果以易于应用的标度律形式呈现,特别关注聚集体回转半径与描述聚集体和载气之间各种传输过程的有效半径之间的关系。版权所有 2000 年学术出版社。

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