Bulletin of the American Physical Society
76th Annual Meeting of the Division of Fluid Dynamics
Sunday–Tuesday, November 19–21, 2023; Washington, DC
Session J19: Drops: Recoil, Spreading and Contact Line
4:35 PM–6:32 PM,
Sunday, November 19, 2023
Room: 146B
Chair: Justin Burton, Emory University, Department of Physics
Abstract: J19.00003 : Dynamic hysteresis of an oscillating contact line
5:01 PM–5:14 PM
Presenter:
Jiaxing Shen
(Dept. of Mech. Eng., The University of Tokyo)
Authors:
Jiaxing Shen
(Dept. of Mech. Eng., The University of Tokyo)
Yaerim Lee
(Dept. of Mech. Eng., The University of Tokyo)
Yuanzhe Li
(Inst. of Eng. Innov., The University of Tokyo)
Stephane Zaleski
(Institut Jean Le Rond d'Alembert, Sorbonne University)
Gustav Amberg
(Södertörn University)
Junichiro Shiomi
(Inst. of Eng. Innov., The University of Tokyo)
To understand the cause of the multivaluedness, we first evaluate the dynamic contact line (DCL) friction coefficient μf, which is quantified by balancing the work done by the unbalanced Young's force and the frictional dissipation on DCL. Using this metric, we gauge μf of different systems. It is found that both surface coating (molecule species, chain length) and liquid properties (viscosity) have impact on the DCL friction. The results suggest that μf is a complex phenomenological parameter, which incorporates the dissipative effects from both molecular interaction and viscous resistance in the vicinity of DCL. Moreover, instead of being a constant, μf is found to increase dramatically as DCL decelerates, indicating the transition between dynamic and static friction regimes.
Finally, the multivaluedness in the contact line relation is attributed to the asymmetry in μf distribution between approaching and leaving the turning points. To validate this relevance, we incorporate dynamical μf model in the DCL mobility relation in volume of fluid simulation, expecting to reproduce the multivaluedness in the numerical solution.
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