Khare Krishnacharya, Brinkmann Martin, Law Bruce M, Gurevich Evgeny L, Herminghaus Stephan, Seemann Ralf
Max Planck Institute for Dynamics and Self-Organization, Göttingen, Germany.
Langmuir. 2007 Nov 20;23(24):12138-41. doi: 10.1021/la701515u. Epub 2007 Oct 26.
The dewetting of liquid filaments in linear grooves of a triangular cross section is studied experimentally and theoretically. Homogeneous filaments of glassy polystyrene (PS) are prepared in triangular grooves in a nonequilibrium state. At elevated temperatures, the molten PS restores its material contact angle with the substrate. Liquid filaments with a convex liquid-vapor interface decay into isolated droplets with a characteristic spacing depending on the wedge geometry, wettability, and filament width. This instability is driven by the interplay of local filament width and Laplace pressure and constitutes a wide class of 1D instabilities that also include the Rayleigh-Plateau instability as a special case. Our results show an accurately exponential buildup of the instability, suggesting that fluctuations have a minor influence in our system.
对三角形横截面线性凹槽中液体细丝的去湿现象进行了实验和理论研究。在非平衡状态下,在三角形凹槽中制备了玻璃态聚苯乙烯(PS)的均匀细丝。在升高的温度下,熔融的PS恢复其与基底的材料接触角。具有凸液 - 气界面的液体细丝会衰变成孤立的液滴,其特征间距取决于楔形几何形状、润湿性和细丝宽度。这种不稳定性是由局部细丝宽度和拉普拉斯压力的相互作用驱动的,构成了一类广泛的一维不稳定性,其中瑞利 - 普拉托不稳定性也是其特殊情况。我们的结果显示了不稳定性的精确指数增长,表明波动对我们的系统影响较小。