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Numerical studies of the effects of large neutrally buoyant particles on the flow instability and transition to turbulence in pipe flow

机译:大型中性浮力颗粒对管道流动中流动不稳定性和湍流过渡影响的数值研究

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The effects of large neutrally buoyant particles on the flow instability and turbulence transition in pipe flow are investigated with the fictitious domain method. The periodic boundary condition is introduced in the streamwise direction. The work comprises two parts. In the first part, the pressure gradient is kept constant, and the purpose is to study the particle-induced flow instability. In our previous study [X. Shao, Z. Yu, and B. Sun, Phys. Fluids20, 103307 (2008)10.1063/1.3005427], it was observed that a particle of a/R = 0.1 (a and R being the radii of the particle and the tube, respectively) induced the flow structure characterized by two pairs of weak and stable streamwise vortices at the Reynolds number of 1000. In the present study, our results show that the flow structure loses stability at the Reynolds number of 1500. However, it is interesting that the system eventually reaches a stable state: the particle spirals forward along the tube wall, accompanied by a stable flow structure for the case of one single particle in the computational domain. In the second part of the present study, the flow flux is kept constant, and the purpose is to examine the effects of particles on the critical Reynolds number based on the mean velocity. Our results show that large particles trigger the turbulence transition at low particle volume fractions, but delay the transition as the particle volume fraction exceeds a critical value, in agreement with the previous experimental observation [J.-P. Matas, J. F. Morris, and é. Guazzelli, Phys. Rev. Lett.90, 014501 (2003)10.1103/PhysRevLett.90.014501].
机译:用虚拟域方法研究了大的中性浮力颗粒对管道流动中的流动不稳定性和湍流过渡的影响。沿流方向引入周期性边界条件。这项工作包括两个部分。在第一部分中,压力梯度保持恒定,目的是研究颗粒引起的流动不稳定性。在我们先前的研究中[X. Shao Yu。和B. Sun,物理。流体20,103307(2008)10.1063 / 1.3005427],观察到a / R = 0.1的粒子(a和R分别是粒子的半径和管的半径)诱导了流动结构,其特征是两对弱流体和雷诺数为1000时流向稳定的涡流。在本研究中,我们的结果表明,雷诺数为1500时流结构失去了稳定性。然而,有趣的是,系统最终达到了稳定状态:粒子沿着对于管壁,在计算域中只有一个粒子的情况下,具有稳定的流动结构。在本研究的第二部分中,流量保持恒定,目的是根据平均速度检查粒子对临界雷诺数的影响。我们的结果表明,大颗粒会在低颗粒体积分数时触发湍流转变,但会随着颗粒体积分数超过临界值而延迟转变,这与先前的实验观察一致。 Matas,J.F.Morris和é。 Guazzelli,物理学。 Rev.Lett.90,014501(2003)10.1103 / PhysRevLett.90.014501]。

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