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中文核心期刊

垂直上升圆管内等温泡状流的数值模拟

Numerical study on a simplified population balance approach for isothermal bubbly flows

  • 摘要: 介绍了描述等温状态下垂直气泡流流动的总体平衡方法(population balanceapproach). 将平均气泡数密度控制方程引入到双流体模型中实现总体平衡. 介绍了描述气泡聚并与破裂机制的Yao和Morel理论模型以及Hibiki等人的实验方法. 利用商业计算流体力学软件ANSYSCFX10, 对圆管特定位置上的5个基本变量:气含率、气泡平均直径、相间表面积浓度以及气体和液体速度沿半径分布进行了模拟计算. 预测结果与实验数据的比较表明,预测结果和实测数据之间有很好的一致性.

     

    Abstract: Population balance approach was presented for isothermalbubbly flows. An averaged bubble number density was introduced into thethree-dimensional two-fluid model to describe the evolution of the structureof the gas bubbles. Moreover, Yao and Morel theoretical models wereintroduced to account for the coalescence and breakage mechanisms ofbubbles. A numerical approach for five variables in bubbly flows ofdifferent locations in a tube: void fraction, Sauter mean diameter,interfacial area concentration, gas and liquid velocities, are carried out.The numerical results showed a good agreement with the experimental datafrom Hibiki et al.

     

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