Li W, Amirfazli A
Department of Mechanical Engineering, University of Alberta, Edmonton, AB, Canada.
Adv Colloid Interface Sci. 2007 Apr 28;132(2):51-68. doi: 10.1016/j.cis.2007.01.001. Epub 2007 Jan 24.
Superhydrophobic surfaces with a contact angle (CA) larger than 150 degrees have recently attracted great interest in both academic research and practical applications due to their water-repellent or self-cleaning properties. However, thermodynamic mechanisms responsible for the effects of various factors such as surface geometry and chemistry, liquids, and environmental sources have not been well understood. In this study, a pillar microtexture, which has been intensively investigated in experiments, is chosen as a typical example and thermodynamically analyzed in detail. To gain a comprehensive insight into superhydrophobic behavior, the roles of pillar height, width and spacing (or roughness and solid fraction), intrinsic CA, drop size, and vibrational energy are systematically investigated. Free energy (FE) and free energy barrier (FEB) are calculated using a simple and robust model. Based on the calculations of FE and FEB, various CAs, including apparent, equilibrium (stable), advancing and receding CAs, and contact angle hysteresis (CAH) can be determined. Especially, the design of practical superhydrophobic surfaces is emphasized in connection with the transition between noncomposite and composite states; a criterion for judging such transition is proposed. The theoretical results are consistent with the Wenzel's and the Cassie's equations for equilibrium CA values and experimental observations. Furthermore, based on these results and the proposed criterion, some general principles to achieve superhydrophobic performance are suggested.
接触角(CA)大于150度的超疏水表面,因其疏水或自清洁特性,近来在学术研究和实际应用中都引起了极大关注。然而,对于诸如表面几何形状和化学性质、液体以及环境因素等各种因素所产生影响的热力学机制,人们尚未完全理解。在本研究中,选取了一种在实验中已得到深入研究的柱状微纹理作为典型示例,并对其进行了详细的热力学分析。为全面深入了解超疏水行为,系统研究了柱高、柱宽和间距(或粗糙度和固体分数)、固有接触角、液滴尺寸以及振动能量的作用。使用一个简单且可靠的模型计算自由能(FE)和自由能垒(FEB)。基于FE和FEB的计算,可以确定各种接触角,包括表观接触角、平衡(稳定)接触角、前进接触角和后退接触角,以及接触角滞后(CAH)。特别地,结合非复合态和复合态之间的转变强调了实际超疏水表面的设计;提出了判断这种转变的标准。理论结果与Wenzel方程和Cassie方程关于平衡接触角值的结果以及实验观察结果一致。此外,基于这些结果和所提出的标准,提出了一些实现超疏水性能的一般原则。