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Overview of mechanistic particle resuspension models: comparison with compilation of experimental data

机译:机械粒子复苏模型概述:与实验数据编译的比较

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摘要

In this study, several mechanistic models for particle removal from substrates were introduced and their predictive ability was tested. Empirically optimized parameters for a selected set of particle-substrate combinations were obtained and the ability of these models to predict resuspension for a large number of particle-substrate combinations and flow conditions using the published experimental data was explored. Our analysis showed that accurate predictions for a broad spectrum of particle-substrate combinations require accounting for substrate roughness and particle non-sphericity. From analysis of our compiled experimental data set, it was determined that the shear velocities required for particle resuspension follow a log-normal distribution, with geometric standard deviations in the range of 1.4 to 1.7. From comparison of the calculated and measured critical shear velocities, we found that a critical roughness parameter value of Delta(c) = 0.774 is a reasonable estimate for most real substrates. We show that the combination of parameters determined from our study and models that account for roughness and particle non-sphericity, it is possible to predict particle resuspension from most substrates with reasonable accuracy.
机译:在这项研究中,引入了来自底物的几种机械模型,并测试了它们的预测能力。获得了所选粒子基板组​​合的经验优化参数,并探讨了这些模型预测用于大量粒子基质组合和使用公开的实验数据的流动条件的能力。我们的分析表明,广谱粒子基质组合的准确预测需要占衬底粗糙度和颗粒非球性。根据我们编译的实验数据集的分析,确定粒子重悬浮所需的剪切速度遵循逻辑正态分布,其几何标准偏差在1.4至1.7的范围内。根据计算和测量的临界剪切速度的比较,我们发现Delta(c)= 0.774的临界粗糙度参数值是对大多数真实基板的合理估计。我们表明,从我们的研究和模型中确定的参数的组合可以以粗糙度和颗粒非球形度计算,可以通过合理的精度从大多数基板中预测颗粒重悬浮。

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