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分子自分层驱动的毛细血管动力学。

Capillary dynamics driven by molecular self-layering.

机构信息

Department of Chemical Engineering, Illinois Institute of Technology, Chicago, IL 60616, USA.

Department of Chemical Engineering, Illinois Institute of Technology, Chicago, IL 60616, USA.

出版信息

Adv Colloid Interface Sci. 2017 May;243:114-120. doi: 10.1016/j.cis.2017.02.004. Epub 2017 Feb 10.

Abstract

Capillary dynamics is a ubiquitous everyday phenomenon. It has practical applications in diverse fields, including ink-jet printing, lab-on-a-chip, biotechnology, and coating. Understanding capillary dynamics requires essential knowledge on the molecular level of how fluid molecules interact with a solid substrate (the wall). Recent studies conducted with the surface force apparatus (SFA), atomic force microscope (AFM), and statistical mechanics simulation revealed that molecules/nanoparticles confined into the film/wall surfaces tend to self-layer into 2D layer/s and even 2D in-layer with increased confinement and fluid volume fraction. Here, the capillary rise dynamics of simple molecular fluids in cylindrical capillary is explained by the molecular self-layering model. The proposed model considers the role of the molecular shape on self-layering and its effect on the molecularly thin film viscosity in regards to the advancing (dynamic) contact angle. The model was tested to explain the capillary rise dynamics of fluids of spherical, cylindrical, and disk shape molecules in borosilicate glass capillaries. The good agreement between the capillary rise data and SFA data from the literature for simple fluid self-layering shows the validity of the present model. The present model provides new insights into the design of many applications where dynamic wetting is important because it reveals the significant impact of molecular self-layering close to the wall on dynamic wetting.

摘要

毛细动力学是一种普遍存在的日常现象。它在喷墨打印、片上实验室、生物技术和涂层等多个领域具有实际应用。理解毛细动力学需要了解流体分子与固体基底(壁面)相互作用的分子水平的基本知识。最近使用表面力仪(SFA)、原子力显微镜(AFM)和统计力学模拟进行的研究表明,限制在薄膜/壁表面的分子/纳米颗粒倾向于自分层成二维层,甚至在增加限制和流体体积分数时会形成二维内层。在这里,通过分子自分层模型解释了简单分子流体在圆柱毛细管中的毛细上升动力学。所提出的模型考虑了分子形状对自分层的作用及其对分子薄层层粘度的影响,这与前进(动态)接触角有关。该模型经过测试,用于解释球形、圆柱形和盘形分子流体在硼硅酸盐玻璃毛细管中的毛细上升动力学。毛细上升数据与文献中 SFA 数据之间的良好一致性表明了该模型的有效性。本模型为许多重要动态润湿的应用设计提供了新的见解,因为它揭示了壁面附近分子自分层对动态润湿的重大影响。

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