Competitive random sequential adsorption of binary mixtures of disks and discorectangles

Nikolai I Lebovka, Michał Cieśla, Luca Petrone, N. Vygornitskii
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Abstract

The two-dimensional (2D) packings of binary mixtures of disks with diameter $d$ and discorectangles with aspect ratio $\varepsilon$ (length-to-width ratio $\varepsilon=l/d$) were studied numerically. The competitive random sequential adsorption (RSA) with simultaneous deposition of particles was considered. The aspect ratio was changed within the range $\varepsilon=1-10$. In the competitive model, the particle was selected with probability $p_d$ (disks) and $p_\varepsilon = 1- p_d$ (discorectangles), and then they were placed sequentially on a solid surface without overlapping with previously placed particles. Behavior of the total coverage in jamming state $\varphi_T$ at different values of $p_d$ and $\varepsilon$ was analyzed. For core-shell structure of the particles the percolation connectivity of films was also discussed.
盘形和圆盘形二元混合物的竞争性随机顺序吸附
对直径为 $d$ 的圆盘和长宽比为 $\varepsilon$(长宽比为 $\varepsilon=l/d$)的圆盘二元混合物的二维(2D)堆积进行了数值研究。研究考虑了颗粒同时沉积的竞争性随机顺序吸附(RSA)。长宽比在 $\varepsilon=1-10$ 的范围内变化。在竞争模型中,粒子的选择概率为 $p_d$(圆盘)和 $p_\varepsilon = 1- p_d$(圆锥形),然后它们被依次放置在固体表面上,不会与之前放置的粒子重叠。分析了在不同的 $p_d$ 和 $\varepsilon$ 值下,总覆盖率在干扰状态 $\varphi_T$ 下的行为。还讨论了颗粒的核壳结构与薄膜的渗滤连通性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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