表面张力
肺表面活性物质
不稳定性
热力学
曲面(拓扑)
流量(数学)
机械
流体力学
材料科学
溶剂
物理
化学物理
化学
数学
有机化学
几何学
作者
Justin J. A. Conn,B. R. Duffy,David Pritchard,S. K. Wilson,Peter J. Halling,Khellil Sefiane
出处
期刊:Physical review
[American Physical Society]
日期:2016-04-19
卷期号:93 (4)
被引量:13
标识
DOI:10.1103/physreve.93.043121
摘要
We construct a fluid-dynamical model for the flow of a solution with a free surface at which surface tension acts. This model can describe both classical surfactants, which decrease the surface tension of the solution relative to that of the pure solvent, and antisurfactants (such as many salts when added to water, and small amounts of water when added to alcohol) which increase it. We demonstrate the utility of the model by considering the linear stability of an infinitely deep layer of initially quiescent fluid. In particular, we predict the occurrence of an instability driven by surface-tension gradients, which occurs for antisurfactant, but not for surfactant, solutions.
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