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Analytic model for the ballistic adsorption of polydisperse mixtures

机译:多分散混合物弹道吸附的解析模型

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摘要

We study the ballistic adsorption of a polydisperse mixture of spheres onto a line. Within a mean-field approximation, the problem can be analytically solved by means of a kinetic equation for the gap distribution. In the mean-field approach, the adsorbed substrate is replaced by a set of effective particles having the same size, equal to the average diameter of the spheres in the original mixture. The analytic solution in;the case of binary mixtures agrees quantitatively with direct Monte Carlo simulations of the model, and qualitatively with previous simulations of a related model in d = 2. [S1063-651X(99)05705-0]. [References: 20]
机译:我们研究了球的多分散混合物在一条线上的弹道吸附。在平均场近似范围内,可以通过间隙分布的动力学方程来分析解决问题。在平均场方法中,被吸附的基质被一组具有相同大小的有效颗粒代替,这些颗粒的大小等于原始混合物中球体的平均直径。在二元混合物的情况下,解析解与模型的直接蒙特卡洛模拟定量吻合,在d = 2时与相关模型的先前模拟定性吻合。[S1063-651X(99)05705-0]。 [参考:20]

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