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Depinning of evaporating liquid films in square capillary tubes: Influence of corners' roundedness

机译:方形毛细管中蒸发液膜的脱钉:角部圆度的影响

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摘要

In this paper, evaporation of a volatile, perfectly wetting liquid confined in an initially filled capillary tube of square internal cross section is studied, when conditions are such that liquid films develop along the tube internal corners under the effect of capillary forces, as the bulk meniscus recedes inside the tube. More precisely, the emphasis is on the moment when the liquid film tips depin from the tube top once they have reached a critical length, a phenomenon observed in experiments. A model taking into account liquid corner flow and phase change at the film tip is proposed in order to predict the critical film length at depinning. The model is found to be in good agreement with experimental data and highlights that the critical film length depends strongly on the degree of roundedness of the tube internal corners. Thus, it is crucial to take into account this purely geometrical factor when modeling evaporation in polygonal capillary tubes or, more generally, corner flows in a rounded wedge.
机译:在本文中,研究了一种条件下,在毛细管力的作用下,液体薄膜沿着管子内角发展的情况,即散装在最初填充为方形内部横截面的毛细管中的挥发性完全润湿液体的蒸发。半月板在管内后退。更准确地说,重点是一旦液膜尖端达到临界长度,即从液管顶部脱销的那一刻,这是实验中观察到的现象。为了预测脱钉时的临界膜长,提出了一个考虑了液膜拐角处的液体角流和相变的模型。发现该模型与实验数据高度吻合,并突出表明临界膜长度在很大程度上取决于管内拐角的圆度。因此,在对多边形毛细管中的蒸发进行建模时,或者在更一般地说,对圆形楔形中的拐角流进行建模时,至关重要的是要考虑到这一纯粹的几何因素。

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