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Direct numerical simulation of the lift-off of particles in plane Poiseuille flows of Newtonian and Oldroyd-B fluids

机译:牛顿和奥尔博利液体平面流量流动中粒子剥离的直接数值模拟

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In this paper an engineering correlation for the lift-off of a single and many particles is obtained using the numerical data from two-dimensional simulations. In single particle studies, a particle heavier than the fluid is driven forward on the bottom of a channel by a plane Poiseuille flow. At a certain critical shear Reynolds number the buoyant weight of the particle just balances the upward thrust from the hydrodynamic force. The aim of the calculation is the determination of the critical lift-off condition. In many particle simulations, particles heavier than the fluid are initially placed in a closely packed ordered configuration at the bottom of a periodic channel. The fluid-particle mixture is driven by an external pressure gradient. The particles are suspended or fluidized by lift forces that balance the buoyant weight perpendicular to the flow. A correlation for the average fluid fraction in the particle bed as a function of shear Reynolds number is obtained.
机译:在本文中,使用来自二维模拟的数值数据获得单个和许多粒子的提升的工程相关性。在单颗粒研究中,通过平面Poiseuille流动在通道的底部向前推动比流体更重的颗粒。在某个临界剪切雷诺数,颗粒的浮力重量只是平衡来自流体动力学力的向上推力。计算的目的是确定临界剥离条件。在许多颗粒模拟中,比流体重的颗粒最初以周期性通道的底部的紧密填充的有序配置放置。流体颗粒混合物由外部压力梯度驱动。通过提升力悬浮或流化颗粒,其平衡垂直于流动的浮力重量。获得了作为剪切雷诺数的颗粒床中平均流体分数的相关性。

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