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卡西方程:正确的使用方法。

The Cassie equation: how it is meant to be used.

机构信息

Department of Mechanical Engineering, University of Alberta, Edmonton, Alberta, Canada T6G 2G8.

出版信息

Adv Colloid Interface Sci. 2012 Jan 15;170(1-2):48-55. doi: 10.1016/j.cis.2011.12.001. Epub 2011 Dec 13.

Abstract

A review of literature shows that the majority of papers cite a potentially incorrect form of the Cassie and Cassie-Baxter equations to interpret or predict contact angle data. We show that for surfaces wet with a composite interface, the commonly used form of the Cassie-Baxter equation, cosθ(c)=f(1)cosθ-(1-f), is only correct for the case of flat topped pillar geometry without any penetration of the liquid. In general, the original form of the Cassie-Baxter equation, cosθ(c)=f(1)cosθ(1)-f(2), with f(1)+f(2)≥1, should be used. The differences between the two equations are discussed and the errors involved in using the incorrect equation are estimated to be between ~3° and 13° for superhydrophobic surfaces. The discrepancies between the two equations are also discussed for the case of a liquid undergoing partial, but increasing, levels of penetration. Finally, a general equation is presented for the transition/stability criterion between the Cassie-Baxter and Wenzel modes of wetting.

摘要

文献综述表明,大多数论文引用了卡西和卡西-巴克斯特方程的潜在错误形式来解释或预测接触角数据。我们表明,对于用复合界面润湿的表面,常用的卡西-巴克斯特方程形式,cosθ(c)=f(1)cosθ-(1-f),仅适用于没有任何液体渗透的平顶立柱几何形状的情况。通常,应该使用卡西-巴克斯特方程的原始形式,cosθ(c)=f(1)cosθ(1)-f(2),其中 f(1)+f(2)≥1。讨论了这两个方程之间的差异,并估计在使用错误方程时,超疏水表面的误差在~3°和 13°之间。还讨论了两种方程在液体经历部分但逐渐增加的渗透水平时的差异。最后,提出了一个用于卡西-巴克斯特和文策尔润湿模式之间转变/稳定判据的通用方程。

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