Analysis and Calculation of the Probability Selectivity Using the Modern Distributed Algorithms: Modern Distributed Algorithms

Z. Umarova, S. Botayeva, A. Zhidebayeva, Nursaule Torebay
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Abstract

The calculation of the characteristics of the selectivity in the membrane separation of mixtures, based on basic physicochemical characteristics of the solution, is a difficult task due to the large number of influencing factors. To solve this problem, for a theoretical evaluation of the selectivity of ultrafiltration membranes, modern distributed algorithms are used for a probabilistic approach, in which the mechanism of the separation process differs significantly from the separation mechanism in nanomembranes. As a result of the proposed models and modern distributed algorithms, estimates of the selectivity of nanofiltration membranes for individual ions were obtained. It was found that an important feature of mixing with the mixture flowing through the membrane is the dependence of the effective diffusion coefficient on time. Also, as a result of calculations by the proposed model, it was found that this feature is modeled by the coefficient of anomalous fractal diffusion in time, as well as by the displacement of the effective separation zone in the membrane.
现代分布式算法的概率选择性分析与计算:现代分布式算法
由于影响因素众多,基于溶液的基本物理化学特性计算混合物膜分离的选择性特性是一项艰巨的任务。为了解决这一问题,对超滤膜的选择性进行理论评估,采用现代分布式算法进行概率方法,其中分离过程的机制与纳米膜的分离机制有很大不同。由于所提出的模型和现代分布式算法,获得了纳滤膜对单个离子的选择性的估计。结果表明,混合液通过膜的一个重要特征是有效扩散系数随时间的变化。此外,根据所提出的模型的计算结果,发现这一特征可以用反常分形扩散系数和膜中有效分离区的位移来描述。
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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