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VOID FRACTION COVARIANCE IN TWO-PHASE FLOWS

机译:两相流中的空隙分数协方差

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摘要

A void fraction covariance in the expression for area-averaged local relative velocity has been assumed to be one by current and past researchers. Similarly, in a multi-bubble group approach, void covariances for each bubble group appear in the group area-averaged relative velocity expressions. The covariance terms have been analyzed with a substantial database from literature including upward flow in pipe diameters of 1.27 cm to 15.2 cm, downward flow in pipe diameters of 2.54 cm and 5.08 cm, and upward flow in an annulus (Dh= 1.9cm) under adiabatic, boiling, and condensing conditions. Simple relations are proposed to specify the covariance in order to improve the prediction of area-averaged local relative velocity. The correlations were found to agree well with the experimental data for the flow configurations and conditions analyzed.
机译:当前和过去的研究人员都假定面积平均局部相对速度的表达式中的空隙分数协方差是一个。类似地,在多气泡组方法中,每个气泡组的空隙协方差出现在组面积平均相对速度表达式中。使用文献中的大量数据库对协方差项进行了分析,包括在1.27厘米至15.2厘米的管道直径中向上流动,在2.54厘米和5.08厘米的管道直径中向下流动,以及在环空(Dh = 1.9厘米)下的向上流动。绝热,沸腾和冷凝条件。提出了简单的关系来指定协方差,以改善对区域平均局部相对速度的预测。发现相关性与所分析的流动配置和条件的实验数据吻合得很好。

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