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Statistical Eulerian diffusion approach offour-way-coupled multiphase systems

机译:四路耦合多相系统的统计欧拉扩散方法

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摘要

Volume-fraction weighted and Reynolds averaged momentum transport equationsare solved in an Euler/Euler approach to simulate numerically the turbulent, dispersed two-phase flow in a two-dimensional channel and a three-dimensional conic diffuser flow. Particularattention is given to the modelling of turbulent diffusion and particle wall interaction, assuminglocal equilibrium but introducing individual terms for particle/fluid drag interaction, particlecollisions and trajectory crossings. These influences have been quantified in terms of partialviscosities, a restitution power and a turbulence structure parameter. Boussinesq approxima-tions have been used for each phase and their interaction, whose formulation was provided inthe framework of the eddy-viscosity modelling concept.
机译:使用Euler / Euler方法求解体积分数加权和雷诺平均动量输运方程,以数值模拟二维通道中的湍流,分散的两相流和三维圆锥形扩散器流。特别注意湍流扩散和颗粒壁相互作用的建模,假定局部平衡,但引入了颗粒/流体阻力相互作用,颗粒碰撞和轨迹交叉的个别术语。这些影响已通过部分粘度,恢复力和湍流结构参数进行了量化。 Boussinesq近似已用于每个阶段及其相互作用,其公式化是在涡流粘度建模概念的框架内提供的。

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