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The effect of surface tension on the gravity-driven thin film flow of Newtonian and power-law fluids

机译:表面张力对牛顿流体和幂律流体的重力驱动薄膜流动的影响

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摘要

Gravity-driven thin film flow is of importance in many fields, as well as for the design of polymeric drug delivery vehicles, such as anti-HIV topical microbicides. There have been many prior works on gravity-driven thin films. However, the incorporation of surface tension effect has not been well studied for non-Newtonian fluids. After surface tension effect was incorporated into our 2D (i.e. 1D spreading) power-law model, we found that surface tension effect not only impacted the spreading speed of the microbicide gel, but also had an influence on the shape of the 2D spreading profile. We observed a capillary ridge at the front of the fluid bolus. Previous literature shows that the emergence of a capillary ridge is strongly related to the contact line fingering instability. Fingering instabilities during epithelial coating may change the microbicide gel distribution and therefore impact how well it can protect the epithelium. In this study, we focused on the capillary ridge in 2D flow and performed a series of simulations and showed how the capillary ridge height varies with other parameters, such as surface tension coefficient, inclination angle, initial thickness, and power-law parameters. As shown in our results, we found that capillary ridge height increased with higher surface tension, steeper inclination angle, bigger initial thickness, and more Newtonian fluids. This study provides the initial insights of how to optimize the flow and prevent the appearance of a capillary ridge and fingering instability.
机译:重力驱动的薄膜流动在许多领域中以及对于聚合物药物递送载体(例如抗HIV局部杀菌剂)的设计都很重要。关于重力驱动的薄膜已有许多先前的工作。然而,对于非牛顿流体,表面张力效应的结合还没有得到很好的研究。将表面张力效应纳入我们的2D(即1D扩散)幂律模型后,我们发现表面张力效应不仅影响杀菌剂凝胶的扩散速度,而且还影响2D扩散轮廓的形状。我们在液体推注的前端观察到一个毛细。先前的文献表明,毛细脊的出现与接触线指法的不稳定性密切相关。上皮涂层过程中的指法不稳定性可能会改变杀微生物剂凝胶的分布,并因此影响其对上皮的保护程度。在这项研究中,我们集中研究了二维流中的毛细管脊,并进行了一系列模拟,并显示了毛细管脊高度如何随其他参数(例如表面张力系数,倾斜角,初始厚度和幂律参数)而变化。如我们的结果所示,我们发现毛细脊的高度随着表面张力的增加,倾斜角的增加,初始厚度的增加以及牛顿流体的增加而增加。这项研究提供了有关如何优化流量并防止出现毛细和手指不稳定性的初步见解。

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