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Wenzel 和 Cassie-Baxter 方程在超疏水表面适用性范围。

Range of applicability of the Wenzel and Cassie-Baxter equations for superhydrophobic surfaces.

机构信息

Gebze Institute of Technology, Department of Chemical Engineering, Cayirova, Gebze 41400, Kocaeli, Turkey.

出版信息

Langmuir. 2009 Dec 15;25(24):14135-45. doi: 10.1021/la902098a.

Abstract

The Wenzel and Cassie-Baxter equations depending on the extent of liquid/solid interfacial contact area were generally used to estimate water contact angles on superhydrophobic surfaces. In this study, a simple method is proposed on the criterion to use the Wenzel and Cassie-Baxter equations to evaluate the contact angle results on superhydrophobic surfaces. In this method, the difference between the theoretical (geometric) and experimental contact angle-dependent Wenzel roughness parameter, Delta r(w), and Cassie-Baxter solid/liquid contact area fraction, Delta f(s)(CB) were determined, and the validity of these equations was evaluated. We used the data of eight recent publications where the water drop sits on square and cylindrical pillar structured superhydrophobic model surfaces. We evaluated the contact angle results of 166 patterned samples with our method. We also found that the effect of contact angle error margins was low to vary these parameters. In general, the use of the Wenzel equation was found to be wrong for most of the samples (74% of the samples for cylindrical and 58% for square pillar patterned surfaces), and the deviations from the theory were also high for the remaining (26% for cylindrical and 42% for square) samples, and it is concluded that the Wenzel equation cannot be used for superhydrophobic surfaces other than a few exceptions, especially for cylindrical patterns. For the Cassie-Baxter equation, two situations are possible: for positive Delta f(s)(CB), there is only a partial contact of the drop with the top solid surface, and, for negative Delta f(s)(CB), the penetration of the drop in between the pillars is possible, and thus the liquid drop is in contact with the lateral sides of the pillars. We found that 65% of the samples containing cylindrical pillars (52-77% with error margins) and 44% of the samples containing square pillars (38-50% with error margins) resulted in negative Delta f(s)(CB)(red) values. In addition, large deviations of experimental water contact angle results, theta r(e) from the theoretical theta r(CB) were also determined for most of the samples, indicating that the Cassie-Baxter equation should be applied to superhydrophobic surfaces with caution.

摘要

通常情况下,Wenzel 和 Cassie-Baxter 方程依赖于固液界面接触面积的程度,被用来估计超疏水表面的水接触角。在这项研究中,我们提出了一种简单的方法,用于判断在超疏水表面上使用 Wenzel 和 Cassie-Baxter 方程评估接触角结果的标准。在这种方法中,确定了理论(几何)和实验接触角相关的 Wenzel 粗糙度参数,Delta r(w),和 Cassie-Baxter 固/液接触面积分数,Delta f(s)(CB)之间的差异,并评估了这些方程的有效性。我们使用了最近发表的八篇文献中的数据,其中水滴位于具有方形和圆柱形柱状结构的超疏水模型表面上。我们用我们的方法评估了 166 个图案化样本的接触角结果。我们还发现,接触角误差幅度的变化对这些参数的影响很小。一般来说,对于大多数样本(圆柱形的 74%和方形柱状的 58%),Wenzel 方程的使用是错误的,对于其余的样本(圆柱形的 26%和方形的 42%),偏离理论的程度也很高,因此得出结论,Wenzel 方程不能用于超疏水表面,除了少数例外,特别是对于圆柱形图案。对于 Cassie-Baxter 方程,有两种情况是可能的:对于正的 Delta f(s)(CB),液滴只有与上表面的部分接触,对于负的 Delta f(s)(CB),液滴可能会渗透到支柱之间,因此液滴与支柱的侧面接触。我们发现,含有圆柱形支柱的样本中有 65%(误差幅度为 52-77%),含有方形支柱的样本中有 44%(误差幅度为 38-50%)的样本得到了负的 Delta f(s)(CB)(红色)值。此外,对于大多数样本,实验水接触角结果 theta r(e)与理论值 theta r(CB)之间也存在较大偏差,这表明 Cassie-Baxter 方程在应用于超疏水表面时应谨慎。

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