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Oblate spheroidal droplet evaporation in an acoustic levitator

机译:声悬浮器中的扁球形液滴蒸发

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摘要

The modelling of evaporation in which droplet geometry deviates from sphericity, i.e., oblate spheroid, when the droplet experiences high dynamic stresses or a high Weber number, is important in many applications. The validation of such theoretical models is often difficult to achieve experimentally. The acoustic levitation technique was used to investigate the evaporation of an oblate spheroid for different liquids. Evaporation of oblate droplet at constant aspect ratio is realized through the course of evaporation in the acoustic levitator by continuously adjusting the applied acoustic force on the droplet. A Two-dimensional axisymmetric computational model in oblate coordinate system is presented to predict droplet evaporation driven by the acoustic boundary layer, the model calculates the vapor flux at each grid point on droplet surface. The evaporation follows the d(2)-law and a good agreement between model prediction and experiments is demonstrated. The acoustic levitator allows for the study of the evaporation of freely suspended deformed droplets and validates the theoretical model of oblate droplet evaporation. (C) 2018 Elsevier Ltd. All rights reserved.
机译:在许多应用中,当液滴经受高动态应力或高韦伯数时,液滴的几何形状偏离球形度(即扁球体)的蒸发模型很重要。这种理论模型的验证通常很难通过实验来实现。声悬浮技术被用来研究不同液体的扁球体的蒸发。通过不断地调节作用在液滴上的声力,通过声波悬浮器中的蒸发过程,实现了纵横比恒定的扁球形液滴的蒸发。提出了扁圆坐标系下的二维轴对称计算模型,预测了声边界层驱动的液滴蒸发,该模型计算了液滴表面每个网格点的蒸汽通量。蒸发遵循d(2)律,并证明了模型预测与实验之间的良好一致性。声悬浮器允许研究自由悬浮的变形液滴的蒸发,并验证扁液滴蒸发的理论模型。 (C)2018 Elsevier Ltd.保留所有权利。

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