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薄膜中助流接触线的运动。

Field-Assisted Contact Line Motion in Thin Films.

机构信息

Chemical Engineering Department , Indian Institute of Technology, Kharagpur , Kharagpur 721302 , India.

出版信息

Langmuir. 2018 Oct 30;34(43):12665-12679. doi: 10.1021/acs.langmuir.7b04322. Epub 2018 Apr 25.

Abstract

The balance of intermolecular and surface forces plays a critical role in the transport phenomena near the contact line region of an extended meniscus in several technologically important processes. Externally applied fields can alter the equilibrium and stability of the meniscus with concomitant effects on its shape and spreading characteristics and may even lead to an oscillation. This feature article provides a detailed account of the present and past efforts in exploring the behavior of curved thin liquid films subjected to mild thermal perturbations, heat input, and electrical and magnetic fields for pure as well as colloidal suspensions, including the effects of particle charge and polarity. The shape-dependent intermolecular force field has been evaluated in situ by a nonobtrusive optical technique utilizing the interference phenomena and subsequent image processing. The critical role of disjoining pressure is identified along with the determination of the Hamaker constant. The spatial and temporal variations of the capillary forces are evaluated for the advancing and receding menisci. The Maxwell-stress-induced enhanced spreading during electrowetting, at relatively low voltages, and that due to the application of a magnetic field are discussed with respect to their distinctly different characteristics and application potentials. The use of the augmented Young-Laplace equation elicited additional insights into the fundamental physics for flow in ultrathin liquid films.

摘要

在几个技术重要的过程中,分子间和表面力的平衡在扩展弯月面接触线区域的输运现象中起着关键作用。外部施加的场可以改变弯月面的平衡和稳定性,从而对其形状和扩展特性产生相应的影响,甚至可能导致振荡。本文详细介绍了目前和过去在探索受温和热扰动、热输入以及电和磁场影响的弯曲薄液膜行为方面的努力,包括对颗粒电荷和极性的影响。利用干涉现象和随后的图像处理,通过一种非侵入式光学技术原位评估了形状相关的分子间力场。确定了非润湿压力的关键作用以及哈默常数的确定。评估了前进和后退弯月面的毛细作用力的空间和时间变化。讨论了在相对较低电压下的电润湿引起的麦克斯韦应力诱导的扩展增强,以及由于磁场的应用引起的扩展增强,这是由于它们具有明显不同的特征和应用潜力。使用增强的杨氏 - 拉普拉斯方程引出了对超薄液膜流动的基础物理的更多见解。

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