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Comment on 'Computer simulation of two-phase immiscible fluid motion in unsaturated complex fractures using a volume of fluid method' by Hai Huang, Paul Meakin, and Moubin Liu

机译:黄海,Paul Meakin和刘Moubin的“使用一定体积流体方法对不饱和复杂裂缝中的两相不混溶流体运动进行计算机模拟”的评论

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The analytical solution presented by Dragila and Weisbrod [2003] is correct provided that the dynamic contact angle and effect of the trailing film are appropriately linked with the velocity (e.g., as proposed by Bico and Quere [2001] and presented herein). The deviation from Poiseuille law is mainly due to the advancing dynamic contact angle, and the correction due to the trailing film represents only 30% of the contact angle correction [Bico and Quere, 2001]. Finally, the results confirm that the three contact angle model used in the VOF solution of Huang et al. [2005] is generally correct, and points to the need to include a more general treatment into the VOF model along the lines presented in this comment.
机译:德拉吉拉(Dragila)和韦斯布罗德(Weisbrod)[2003]提出的解析解决方案是正确的,条件是尾随膜的动态接触角和作用与速度相关联(例如,如Bico和Quere [2001]所提出并在此处提出)。与泊瓦依定律的偏差主要是由于动态接触角的提前引起的,而由尾膜引起的校正仅占接触角校正的30%[Bico and Quere,2001]。最后,结果证实了在Huang等人的VOF解决方案中使用的三个接触角模型。 [2005]总体上是正确的,并指出有必要按照此评论中所述将更一般的处理方法包括在VOF模型中。

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