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Multiphase Flow Modeling With General Boundary Conditions And Automatic Phase-configuration Changes Using A Fractional-flow Approach

机译:具有一般边界条件的多相流建模和使用分数流方法的自动相位配置更改

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The multiphase flow simulator moving particle semi-implicit (MPS) method is developed based on the fractional-flow approach, originated in the petroleum engineering literature, considering the fully three-phase flow with general boundary conditions. The fractional flow approach employs water saturation, total liquid saturation, and total pressure as primary variables. Most existing models based upon fractional flow are limited to two-phase flow and specific boundary conditions. Although there appear a number of three-phase flow models, they were mostly developed using pressure-based approaches, which require variable-switch techniques to deal with phase appearance and disappearance. The use of fractional flow-based approaches in MPS makes it unnecessary to use variable-switching to handle the change of phase configurations because the water saturation, total liquid saturation, and total pressure exist throughout the solution domain regardless of whether certain phases are present or not. Furthermore, most existing fractional flow-based models consider only specific boundary conditions, usually Dirichlet-type pressure for water phase and flux-type boundary for nonaqueous phase liquid or particular combinations for individual phase. However, the present model considers general boundary conditions of ten most possible and plausible cases. The first eight cases are the combinations of the phase pressure or the phase flux of each of the three individual phases. The other two cases are the variable boundary conditions: one for water-medium interface and the other for the air-medium interface when the directions of fluxes are not known a priori. Thus, the model's capabilities of handling general boundary conditions extend the simulators' usefulness in the field system.
机译:多相流模拟器运动粒子半隐式(MPS)方法是基于分数流方法开发的,该方法起源于石油工程文献,考虑了一般边界条件下的全三相流。分流方法将水饱和度,总液体饱和度和总压力用作主要变量。基于分流的大多数现有模型都限于两相流和特定的边界条件。尽管出现了许多三相流模型,但它们大多是使用基于压力的方法开发的,这需要使用可变开关技术来处理相的出现和消失。 MPS中基于分流的方法的使用使无需使用变量切换来处理相构型的变化,因为在整个溶液域中都存在水饱和度,总液体饱和度和总压力,而不管是否存在某些相或相不。此外,大多数现有的基于分数流的模型仅考虑特定的边界条件,通常是水相的Dirichlet型压力,非水相液体的通量型边界或单个相的特定组合。但是,本模型考虑了十种最可能和合理情况下的一般边界条件。前八种情况是三个单独相中每个相的相压力或相通量的组合。其他两种情况是可变的边界条件:一种是水-介质界面,另一种是空气-介质界面,当通量的方向未知时。因此,该模型处理一般边界条件的能力扩展了模拟器在现场系统中的用途。

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