Experimental investigation of velocity and length of elongated bubbles for flow of R-134a in a 0.5 mm microchannel

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• 作者：Ré ; mi Revellin ; Bruno Agostini ; Thierry Ursenbacher ; John R. Thome
• 关键词：Microchannel ; Elongated bubble ; Velocity ; Length ; Slug flow
• 刊名：Experimental Thermal and Fluid Science
• 出版年：2008
• 出版时间：January 2008
• 年：2008
• 卷：32
• 期：3
• 页码：870-881
• 全文大小：393 K

文摘

The length and velocity of elongated bubbles have been experimentally investigated for R-134a flowing in a 0.5 mm microchannel, where 440 experimental data points were obtained at the exit of a microevaporator using an optical laser measurement technique. The variation of the elongated bubble velocity u_v as a function of its length L_v shows firstly, a nearly linear increase of u_v with L_v and secondly, a region where the velocity tends towards a plateau and where it varies little with further increase in length. This behavior is the starting point to explain merging between elongated bubbles in microchannels during flow boiling. No influence of a small variation in the inlet subcooling (ranging from 2 to 5 °C) and the microevaporator length (ranging from 30 to 70 mm) was observed on the bubble velocity and the bubble length. On the other hand, when decreasing the saturation temperature, the bubble length and the bubble velocity both increased due to the decrease in the vapor density. Almost 92 % of the new database obtained here is predicted by the elongated bubble velocity model of Agostini et al. [B. Agostini, R. Revellin, J.R. Thome, Elongated bubbles in microchannels. Part I: Experimental study and modelisation of elongated bubble velocity. Int. J. Multiphase Flow, in press] within a ±20 % error band. Furthermore, this model shows that during diabatic flow boiling of elongated bubbles in horizontal microchannels, the drift flux distribution parameter C is close to unity and the drift velocity is not necessarily equal to zero as predicted by the original drift flux model of Zuber and Findlay [N. Zuber, J.A. Findlay, Average volumetric concentration in two-phase flow systems. J. Heat Transfer 87 (1965) 458–463]. Rather the drift velocity can deviate substantially from the average bubble velocity given by the homogeneous model.