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Effects of pore size distribution and coordination number on the prediction of filtration coefficients for straining from percolation theory

机译:孔径分布和配位数对渗滤理论预测滤料过滤系数的影响

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摘要

A power law relation between the filtration coefficients for straining and flux through small pores is reported. This relation can well explain the large penetration depths of particles. However, the normalized effluent concentrations in the experiment and the exponents estimated from the laboratory tests are inconsistent with those from the 20 network model simulation. This study discusses the effects of pore size distribution, capture scheme, and coordination number on the straining-dominant filtration simulation. The findings are compared with experimental data. The sensitivity studies indicate that the two parameters in pore size distribution particularly scale parameter a, significantly influence the experimental and simulation power law exponent estimation. Three methods are used to estimate the pore size distribution of packing glass granules to obtain a highly accurate pore size distribution. Two capture schemes are applied to 20 pore network models with periodical boundaries and random walk of particles. The normalized effluent concentrations and exponents increase as the coordination number z increases. This trend is more significant in the minimum capture scheme under the same pore size distribution parameters. The simulated normalized effluent concentrations and exponents are consistent with the experimental data under the appropriate simulated conditions. Highly accurate pore size distribution parameters of the porous medium can be inversely determined from laboratory tests with the use of the power law function. (C) 2015 Elsevier Ltd. All rights reserved.
机译:报告了应变过滤系数和通过小孔的通量之间的幂律关系。这种关系可以很好地解释颗粒的大渗透深度。但是,实验中的标准化流出物浓度和实验室测试估计的指数与20网络模型仿真的结果不一致。本研究讨论了孔径分布,捕获方案和配位数对应变主导型过滤模拟的影响。将结果与实验数据进行比较。敏感性研究表明,孔径分布中的两个参数,特别是规模参数a,显着影响实验和模拟幂律指数的估计。使用三种方法来估算填充玻璃颗粒的孔径分布,以获得高度准确的孔径分布。将两种捕获方案应用于具有周期性边界和颗粒随机游走的20个孔隙网络模型。标准化的废水浓度和指数随配位数z的增加而增加。在相同孔径分布参数下的最小捕获方案中,这种趋势更为明显。在适当的模拟条件下,模拟的标准化废水浓度和指数与实验数据一致。可以使用幂律函数从实验室测试中反过来确定多孔介质的高精度孔径分布参数。 (C)2015 Elsevier Ltd.保留所有权利。

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