Muller P, Sudre G, Théodoly O
Complex Fluids Laboratory, CNRS UMR 166, 350 George Patterson Boulevard, Bristol, Pennsylvania 19007, USA.
Langmuir. 2008 Sep 2;24(17):9541-50. doi: 10.1021/la801406x. Epub 2008 Jul 24.
We study the wetting by water of complex "hydrophobic-hydrophilic" surfaces made of a hydrophobic substrate covered by a hydrophilic polymer brush. Polystyrene (PS) substrates covered with polystyrene- block-poly(acrylic acid) PS- b-PAA diblock copolymer layers were fabricated by Langmuir-Schaefer depositions and analyzed by atomic force microscopy (AFM) and ellipsometry. On bare PS substrate, we measured advancing angles theta A = 93 +/- 1 degrees and receding angles theta R = 81 +/- 1 degrees . On PS covered with poorly anchored PS- b-PAA layers, we observed large contact angle hysteresis, theta A approximately 90 degrees and theta R approximately 0 degrees , that we attributed to nanometric scale dewetting of the PS- b-PAA layers. On well-anchored PS- b-PAA layers that form homogeneous PAA brushes, a wetting transition from partial to total wetting occurs versus the amount deposited: both theta A and theta R decrease close to zero. A model is proposed, based on the Young-Dupre equation, that takes into account the interfacial pressure of the brush Pi, which was determined experimentally, and the free energy of hydration of the polyelectrolyte monomers Delta G PAA (hyd), which is the only fitting parameter. With Delta G PAA (hyd) approximately -1300 J/mol, the model renders the wetting transition for all samples and explains why the wetting transition depends mainly on the average thickness of the brush and weakly on the length of PAA chains.
我们研究了由覆盖有亲水性聚合物刷的疏水性基底构成的复杂“疏水-亲水”表面的水润湿性。通过朗缪尔-谢弗沉积法制备了覆盖有聚苯乙烯-嵌段-聚丙烯酸(PS-b-PAA)二嵌段共聚物层的聚苯乙烯(PS)基底,并通过原子力显微镜(AFM)和椭偏仪进行分析。在裸露的PS基底上,我们测得前进角θA = 93±1°,后退角θR = 81±1°。在覆盖有锚固性差的PS-b-PAA层的PS上,我们观察到较大的接触角滞后现象,θA约为90°,θR约为0°,我们将其归因于PS-b-PAA层的纳米级去湿。在形成均匀PAA刷的锚固性良好的PS-b-PAA层上,随着沉积量的变化会发生从部分润湿到完全润湿的转变:θA和θR均减小至接近零。基于杨氏-杜普雷方程提出了一个模型,该模型考虑了通过实验确定的刷的界面压力π以及聚电解质单体的水合自由能ΔGPAA(hyd),后者是唯一的拟合参数。当ΔGPAA(hyd)约为 -1300 J/mol时,该模型再现了所有样品的润湿转变,并解释了为什么润湿转变主要取决于刷的平均厚度,而对PAA链的长度依赖性较弱。