首页> 外文期刊>Iranian Journal of Science and Technology, Transactions of Mechanical Engineering >Comparison of Numerical Methods for Two-Fluid Model for Gas-Liquid Transient Flow Regime and Its Application in Slug Modeling Initiation
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Comparison of Numerical Methods for Two-Fluid Model for Gas-Liquid Transient Flow Regime and Its Application in Slug Modeling Initiation

机译:气液流动两相流模型的数值方法比较及在段塞建模中的应用

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摘要

The formation of slug in the horizontal pipes due to the hydrodynamic instabilities has always been of great interest to many researchers. In this research, the effect of various numerical methods on the simulation of slug flow initiation using pressure-free two-fluid model has been investigated. The two-fluid model has been solved by conservative shock-capturing method. When the slug is formed, a strong discontinuity will be developed in the flow stream. Therefore, a numerical method should have the capability to predict this discontinuity with high accuracy and should not have oscillation near the discontinuity. There are three different models to simulate two-phase flow systems: homogeneous equilibrium model, drift-flux model, and two-fluid model. This research used two-fluid model for predicting the slug flow initiation through a pipe. Four different numerical two-fluid methods, namely Lax-Friedrichs, Rusanov, Richtmyer and flux-corrected transport (FCT) have been used in this research. Results show that FCT is the most accurate method for the prediction of the slug flow initiation among other methods where Rusanov and Lax-Friedrichs numerical methods were in the next steps, respectively. Due to the oscillatory nature near the discontinuity caused by formation of slug regime, the Richtmyer numerical method is not an appropriate method for modeling slug flow regime. Results also show that as the numerical diffusion of these methods reduces in the flow field, the slug flow initiation will be predicted with higher accuracy.
机译:由于流体动力学的不稳定性,水平管中的团块形成一直引起许多研究人员的兴趣。在这项研究中,研究了各种数值方法对使用无压双流体模型模拟团状流引发的影响。两流体模型已通过保守的冲击捕获方法求解。形成团块时,在气流中会形成很强的不连续性。因此,数值方法应具有以高精度预测该不连续性的能力,并且不应在不连续性附近具有振荡。有三种不同的模型可模拟两相流系统:均质平衡模型,漂移-通量模型和两流体模型。该研究使用两流体模型来预测通过管道的团状流引发。这项研究使用了四种不同的数值二流体方法,即Lax-Friedrichs,Rusanov,Richtmyer和通量校正输运(FCT)。结果表明,在接下来的步骤分别是Rusanov和Lax-Friedrichs数值方法的其他方法中,FCT是预测团状流起始的最准确方法。由于由团状流态的形成引起的不连续性附近的振荡特性,Richtmyer数值方法不适用于模拟团状流态的方法。结果还表明,随着这些方法的数值扩散在流场中减小,将以更高的精度预测段塞流的产生。

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