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首页> 外文期刊>Multiphase science and technology >THERMOCAPILLARY DYNAMICS OF A LIQUID PLUG INSIDE A CAPILLARY TUBE: EXPERIMENTS AND MODELING
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THERMOCAPILLARY DYNAMICS OF A LIQUID PLUG INSIDE A CAPILLARY TUBE: EXPERIMENTS AND MODELING

机译:毛细管内部液体插头的热毛细管动力学:实验和建模

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The dynamics of a liquid plug actuated due to the thermocapillary phenomenon in a capillary tube is studied in the present work. A plug in a capillary tube forms two menisci. When the temperature is increased at one end of the plug, the surface tension decreases at that corresponding meniscus. The reduced surface tension induces a capillary pressure difference causing motion of the plug. The velocity accelerates to a peak and then decelerates to a creeping velocity. A theoretical model is developed based on the balance of surface tension, viscous and inertial forces. The prediction of migration dynamics by the model agrees well with the experiments. The effect of the length of the plug, heat flux applied to the heater, and viscosity of silicone oil on migration dynamics is studied experimentally. The heat flux augments the migration phenomenon; whereas, the length and viscosity depreciate it. The reasons for various migration characteristics are explained. The predictions of the magnitude of peak velocity made by the theory across the change of parameters also agree well with the experimental observations. The model is then used to study the effect of radius and thermal conductivity of the capillary tube on the migration phenomenon. It is observed that the radius has proportional dependence on the magnitude of peak velocity; whereas, the thermal conductivity has a nonmonotonic dependence. The understanding developed from this work finds applications in the various fields of droplet's science and especially in the area of microfluidics.
机译:在本工作中研究了由于毛细管中的热量现象而致电的液体塞的动力学。毛细管中的插头形成两个半月板。当温度在塞子的一端增加时,表面张力在相应的弯月面上减小。减小的表面张力引起毛细管压力差,导致插头的运动。速度加速到峰值,然后减速到爬行速度。基于表面张力,粘性和惯性力的平衡开发了理论模型。模型对迁移动态的预测与实验很好。实验研究了应用于加热器的塞子,加热通量的施加到加热器的粘度和硅油粘度。热量通量增加了迁移现象;而长度和粘度贬值。解释了各种迁移特征的原因。在参数变化变化的理论上所做的峰值速度幅度的预测也与实验观察结果很好。然后,该模型用于研究毛细管对毛细管对迁移现象的热导电性的影响。观察到半径具有比例对峰值速度的幅度;虽然,导热率具有非单调依赖性。从这项工作中开发的理解在液滴科学的各个领域中发现了应用,特别是在微流体区域。

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