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Numerical investigation of models for drag, lift, wall lubrication and turbulent dispersion forces for the simulation of gas-liquid two-phase flow

机译:气液两相流模拟的阻力,升力,壁润滑和湍流分散力模型的数值研究

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In order to qualify CFD codes for accurate numerical predictions of transient evolution of flow regimes in a vertical gas-liquid two-phase flow in a pipe, suitable closure models (interphase forces) for the momentum exchange between the continuous and dispersed phases are needed. In this study, under the assumption of monodisperse bubbles, a consistent set of inter-phase force models have been investigated. The effect of Drag Force, Lift Force, Wall Lubrication Force and Turbulent Dispersion Force has been assessed. The predicted local radial distributions of four primitive variables: gas volume fraction, interfacial area concentration, gas velocity and liquid velocity, are validated against experimental data of Monros-Andreu et al. (2013, EPJ Web Conf. 45, 01105). New parameters have been introduced in the wall lubrication force models of Antal et al. (1991, Int. J. Multiphase Flow 7, 635) and Frank et al., (2004, Proc. of the Third Int. Symposium on Two-Phase Modelling and Experimentation, Pisa, Italy, 2008, Nucl. Eng. and Des. 238, 647) as well as implementing additional drag coefficient models using CFX expression language (CEL). In general, the predictions from the sets of inter-phase closure models presented in this paper yielded satisfactory agreement with the experimental results. Based on the result of the validation of different inter-phase force models, a set of Grace drag coefficient model, Tomiyama lift coefficient model, Antal et al.'s wall force model, and Favre averaged turbulent dispersion force was found to provide the best agreement with the experimental data. (c) 2015 The Institution of Chemical Engineers. Published by Elsevier B.V. All rights reserved.
机译:为了使CFD代码能够对管道中垂直气液两相流中流态的瞬态演变进行精确的数值预测,需要合适的闭合模型(相间力),用于连续相和分散相之间的动量交换。在这项研究中,在单分散气泡的假设下,研究了一致的相间力模型集。评估了阻力,升力,壁润滑力和湍流分散力的影响。根据Monros-Andreu等人的实验数据验证了四个原始变量的预测局部径向分布:气体体积分数,界面面积浓度,气体速度和液体速度。 (2013年,EPJ Web Conf。45,01105)。在Antal等人的壁润滑力模型中引入了新参数。 (1991,Int。J. Multiphase Flow 7,635)和Frank等人,(2004,第三届国际两相建模与实验研讨会论文集,意大利比萨,2008,Nucl。Eng。and Des (238、647),以及使用CFX表达语言(CEL)实施其他阻力系数模型。通常,本文提出的相间闭合模型集的预测与实验结果令人满意。根据不同相间力模型的验证结果,发现一组格雷斯阻力系数模型,富山升力系数模型,安塔尔等人的壁力模型和Favre平均湍流弥散力提供了最好的与实验数据一致。 (c)2015年化学工程师学会。由Elsevier B.V.发布。保留所有权利。

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