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TWO-PHASE FLOW MODELING IN A PIPE RELATED TO FLOW-INDUCED VIBRATION

机译:与流致振动有关的管道中的两相流建模

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摘要

To understand the fluid dynamic forces acting on a structure subjected to two-phase flow, it is essential to get detailed information about the characteristics of two-phase flow. The distributions of flow parameters across a pipe, such as gas velocity, liquid velocity and void fraction, may be assumed to follow a power law (Cheng 1998, Serizawa et al. 1975). The void fraction profile is, for example, uniform for bubbly flow while it is more or less parabolic for slug flow. In the present work, the average values of momentum flux, slip ratio, etc. are derived by integral analysis, based on approximate power law distributions. A parametric study with various distributions was performed. The existing empirical formulations for average void fraction, proposed by Wallis (1969), Zuber et al. (1967) and Ishii (1970), are considered to obtain the present results. In particular, the unsteady momentum flux for slug flow is approximated.
机译:要了解作用于两相流结构上的流体动力,必须获得有关两相流特性的详细信息。可以假设管道上的流量参数分布(例如气体速度,液体速度和空隙率)遵循幂定律(Cheng 1998,Serizawa等人1975)。例如,对于气泡流,空隙率分布是均匀的,而对于团状流,空隙率分布是抛物线的。在目前的工作中,动量通量,滑移率等的平均值是基于近似幂律分布通过积分分析得出的。进行了具有各种分布的参数研究。 Wallis(1969),Zuber等人提出的现有的平均空隙率的经验公式。 (1967)和Ishii(1970)被认为获得了目前的结果。特别是,对于团状流的非稳态动量通量是近似的。

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