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液滴在冰面上铺展的受阻动力学

Arrested Dynamics of Droplet Spreading on Ice.

作者信息

Lolla Venkata Yashasvi, Ahmadi S Farzad, Park Hyunggon, Fugaro Andrew P, Boreyko Jonathan B

机构信息

Department of Mechanical Engineering, Virginia Tech, Blacksburg, Virginia 24061, USA.

Department of Mechanical Engineering, University of California Santa Barbara, Santa Barbara, California 93106, USA.

出版信息

Phys Rev Lett. 2022 Aug 12;129(7):074502. doi: 10.1103/PhysRevLett.129.074502.

Abstract

We investigate the arrested spreading of room temperature droplets impacting flat ice. The use of an icy substrate eliminates the nucleation energy barrier, such that a freeze front can initiate as soon as the droplet's temperature cools down to 0 °C. We employ scaling analysis to rationalize distinct regimes of arrested hydrodynamics. For gently deposited droplets, capillary-inertial spreading is halted at the onset of contact line freezing, yielding a 1/7 scaling law for the arrested diameter. At low impact velocities (We≲100), inertial effects result in a 1/2 scaling law. At higher impact velocities (We>100), inertio-viscous spreading can spill over the frozen base of the droplet until its velocity matches that of a kinetic freeze front caused by local undercooling, resulting in a 1/5 scaling law.

摘要

我们研究了室温液滴撞击平板冰时的停止铺展现象。使用冰质基底消除了成核能量势垒,使得一旦液滴温度冷却至0°C,冻结前沿就能立即启动。我们采用标度分析来解释停止流体动力学的不同状态。对于缓慢沉积的液滴,在接触线冻结开始时,毛细惯性铺展停止,从而得到停止直径的1/7标度律。在低撞击速度(韦伯数We≲100)下,惯性效应导致1/2标度律。在较高撞击速度(We>100)下,惯性粘性铺展会溢出液滴的冻结底部,直到其速度与局部过冷导致的动力学冻结前沿速度相匹配,从而得到1/5标度律。

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