k hni萃取柱的流体力学与传质

M. Sovilj, Momčilo Đ. Spasojević
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摘要

本文综述了K?Hni萃取柱。实验,如文献报道的,是在存在和不存在传质的情况下进行的。结果表明:转子转速和界面张力对索特平均液滴直径的影响较大,而分散速度和连续速度对索特平均液滴直径的影响可以忽略;讨论了从文献中得到的索特平均液滴直径的经验相关性。实验结果表明,分散相含率在很大程度上取决于转子转速、两相传质方向、液-液体系中流体的物理特性和分散相流量,而随着两相体系混合量的增加和相流比的增大而增大。另一方面,传质速率随反混程度的增加而增加。结果表明,传质系数与转子转速和两相传质方向有关。同时,研究表明,传质系数对相流量的依赖相对较小。提出了一种基于无因次数的总传质系数的经验关联预测方法。此外,基于弥散相含率、雷诺数和相间传质方向,提出了预测连续相中舍伍德数的新经验关联。基于无因次数的经验相关性可以被认为是设计K?hni列。
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Hydrodynamics and mass transfer in Kühni extraction columns
This work provides a review of hydrodynamic characteristics and mass transfer in the K?hni extraction columns. The experiments, as reported in the literature, were performed in the presence and absence of mass transfer. The results showed that the Sauter mean drop diameter was strongly affected by the rotor speed and interfacial tension, whereas the effects of the dispersed and continuous velocities were negligible. Empirical correlations for the Sauter mean drop diameter, taken from the literature, were discussed. It was experimentally determined that the dispersed-phase holdup depended to a great extent on the rotor speed, mass transfer direction between the phases, physical characteristics of fluids in the liquid-liquid system, and the dispersed-phase flowrate whereas it increased with the increase in mixing in the two-phase system and the ratio of phase flowrates. On the other hand, it has been shown that the mass transfer rate increases with increasing the level of back mixing. It was found that the mass transfer coefficient depends on the rotor speed and the direction of mass transfer between the phases. At the same time, it has been shown that the mass transfer coefficient depends relatively little on the phase flowrates. An empirical correlation was proposed for prediction of the overall mass transfer coefficient based on dimensionless numbers. Also, novel empirical correlations for prediction of the Sherwood number in the continuous phase were presented based on the dispersed-phase holdup, Reynolds number, and mass transfer direction between the phases. Empirical correlations based on dimensionless numbers can be considered as a useful tool for the design of the K?hni columns.
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