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首页> 外文期刊>Engineering Applications of Computational Fluid Mechanics >Robust Waf-Hll Scheme for Compressible Two-Pressure Two-Velocity Multiphase Flow Model
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Robust Waf-Hll Scheme for Compressible Two-Pressure Two-Velocity Multiphase Flow Model

机译:可压缩两压力两速度多相流模型的鲁棒Waf-Hll方案

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AbstractIn this paper we have developed a robust WAF-HILL scheme for the compressible two-pressure two-velocity six-equation two-fluid model by improving the earlier WAF-HILL scheme (Yeom and Chang, 2010b) that was also proposed by the authors. The earlier scheme has, however, shown spurious oscillations and instabilities across the shock wave for some severe two-phase flow problems because the WAF (Weighted Average Flux) procedure was applied to the single numerical flux that consists of the gas and the liquid phases. The main idea of the new WAF-HILL scheme is to split the numerical flux of the overall two-phase flow into two phasic components for the gas phase and the liquid phase before we apply the WAF procedure to each of the two phasic numerical fluxes. The present scheme has become numerically very robust as we have removed the oscillations. Furthermore, it makes use of the quadrilateral unstructured grid for more flexibility to deal with complex flow geometry. We demonstrate by solving several tw...
机译:摘要在本文中,我们通过改进作者也提出的早期WAF-HILL方案(Yeom和Chang,2010b),为可压缩的两压力二速度六方程两流体模型开发了鲁棒的WAF-HILL方案。 。但是,对于某些严重的两相流问题,较早的方案已显示出在冲击波上的寄生振荡和不稳定性,这是因为WAF(加权平均通量)程序已应用于由气相和液相组成的单个数值通量。新的WAF-HILL方案的主要思想是,在将WAF程序应用于两个相态通量之前,将整个两相流的数值通量分为气相和液相两个相态分量。由于我们已经消除了振荡,因此本方案在数值上变得非常健壮。此外,它利用四边形非结构化网格具有更大的灵活性来处理复杂的流动几何形状。我们通过解决几个问题来演示...

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