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首页> 外文期刊>International Journal of Heat and Mass Transfer >Counter-current motion of a droplet levitated on a liquid film undergoing Marangoni convection
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Counter-current motion of a droplet levitated on a liquid film undergoing Marangoni convection

机译:悬浮在经过Marangoni对流的液膜上的液滴的逆流运动

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摘要

This paper experimentally and analytically investigates the motion of a levitated droplet against the Marangoni flow in an immiscible outer fluid. Based on our earlier experiments, when a droplet is released from a height ~1.5-4 times its diameter from the liquid surface, it can overcome the impact and stay levitated at the liquid-air interface due to the existence of an air gap between the droplet and the liquid film. Surprisingly, such a levitated droplet, moves toward the heating source against the Marangoni convection. In order to explain this behavior, we propose a simple approach: first, the Marangoni convection inside the thin film is considered without the droplet floating on the surface. By using a level-set method and solving the Navier-Stokes equation, the free surface velocity and deformation are calculated. Then, these quantities are used to solve for droplet velocity and drag coefficient simultaneously using a force balance. In order to compare the simulation results, experiments with levitated water droplets on an immiscible carrier liquid, FC-43, are conducted for various temperature gradients and droplet velocities are measured at different locations using high-speed imaging. The experimental results are in good agreement with the developed theoretical model. For a Reynolds number range of 2-32, it is shown that the drag coefficients are up to 66% higher than those for the fully immersed sphere at the same Reynolds numbers. Finally, a correlation is proposed to calculate the drag coefficient of levitated droplets for various temperature drops across the channel.
机译:本文通过实验和分析研究了在不混溶的外部流体中悬浮液滴逆着Marangoni流的运动。根据我们先前的实验,当液滴从其直径的约1.5-4倍高处释放时,由于液滴之间存在气隙,它可以克服撞击并在液-气界面处悬浮。液滴和液膜。令人惊讶的是,这种悬浮的液滴逆着Marangoni对流向加热源移动。为了解释这种行为,我们提出了一种简单的方法:首先,考虑薄膜内部的Marangoni对流,而液滴不漂浮在表面上。通过使用水平集方法并求解Navier-Stokes方程,可以计算自由表面速度和变形。然后,这些量用于使用力平衡同时求解液滴速度和阻力系数。为了比较模拟结果,对不混溶的载液FC-43上的悬浮水滴进行了各种温度梯度的实验,并使用高速成像在不同位置测量了水滴的速度。实验结果与理论模型吻合良好。对于2-32的雷诺数范围,表明在相同的雷诺数下,阻力系数比完全浸入球体的阻力系数高66%。最后,提出了一种相关性,以计算整个通道上各种温度下降的悬浮液滴的阻力系数。

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