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Improvement and further investigation on Hoffman-function-based dynamic contact angle model

机译:基于霍夫曼函数的动态接触角模型的改进与进一步研究

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Dynamic contact angle (DCA) plays a critical role in the numerical investigation of gas liquid two-phase flow problem in proton exchange membrane fuel cells (PEMFCs). In our previous study, an advancing-receding DCA (AR-DCA) model was developed based on Hoffman function and has been successfully validated. This study aims to further modify the contact line velocity evaluation method in the AR-DCA model and an improved-ARDCA (i-AR-DCA) model is proposed. The simulations of droplet impact on inclined surface and liquid water behaviors in microchannel are conducted based on these two models and the results show that the improved methodology has no significant effects on general droplet spreading process on inclined surface; whereas it can facilitate the liquid water detachment in the microchannel. In addition, the Hoffman function is modified into three different forms based on the original experimental data points in order to test the sensitivity of different formulae on the numerical results. It is indicated that the modified forms of Hoffman function can induce notable changes in the liquid water slug elongation in the microchannel. (C) 2019 Hydrogen Energy Publications LLC. Published by Elsevier Ltd. All rights reserved.
机译:动态接触角(DCA)在质子交换膜燃料电池(PEMFC)的气液两相流动问题的数值研究中起着关键作用。在我们之前的研究中,基于霍夫曼函数开发了前进-后退DCA(AR-DCA)模型,并已成功验证。这项研究旨在进一步修改AR-DCA模型中的接触线速度评估方法,并提出一种改进的ARCA(i-AR-DCA)模型。基于这两个模型,对液滴对斜面的影响和微通道中的液态水行为进行了仿真,结果表明,改进的方法对斜面上一般的液滴扩散过程没有显着影响。而它可以促进液态水在微通道中的分离。此外,霍夫曼函数根据原始实验数据点被修改为三种不同形式,以测试不同公式对数值结果的敏感性。结果表明,霍夫曼函数的修饰形式可以引起微通道中液态水段塞伸长率的显着变化。 (C)2019氢能出版物有限公司。由Elsevier Ltd.出版。保留所有权利。

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