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首页> 外文期刊>ACS Omega >Hydrodynamic Modeling of Swirling Binary Mixture Gas–Particle Flows Using a Second-Order-Moment Turbulence Model
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Hydrodynamic Modeling of Swirling Binary Mixture Gas–Particle Flows Using a Second-Order-Moment Turbulence Model

机译:使用二阶动湍流模型旋流二元混合气体粒子流动的流体动力学建模

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The polydisperse behaviors of a binary ultralight–heavy mixture particle flow in a swirling axisymmetric chamber were investigated based on a developed second-order-moment gas–particle turbulent model. A binary particle Reynolds stress transport equation to depict the anisotropic interactions between gas-mixture particles and binary ultralight–heavy particles was established to close the governing equations. Hydrodynamic parameters, including particle number density, particle and gas velocities, and fluctuation velocities, Reynolds stress tensors, and their invariants, turbulent kinetic energy, and vortex structure, are numerically simulated. The detailed effects of the density, the diameter of the particle, the Stokes number, and the ultralight particle mass loading ratios on the flow status were studied. It is shown that normal and shear Reynolds stresses and kinetic turbulent energies of mixture particles have been redistributed, particularly, they are very sensitive to the mass loading ratios. Higher particle mass loading ratios enhanced the anisotropic characteristics. The particle number density at central regions of the farthest downstream is approximately three times larger than those of smaller mass loading ratios. Larger Stokes number particles reinforced the axial fluctuations up to 1.2 times that of the light particles, whereas ultralight particles increased tangential fluctuation to 2.5 times for axial ones.
机译:基于开发的二阶气体颗粒湍流模型研究了旋流轴对称室中二元超致密的混合物颗粒流动的多分散行为。建立二元粒子雷诺应力传输方程,以描述气体混合物颗粒和二元超高粒子之间的各向异性相互作用以关闭控制方程。在数值模拟中模拟流体动力学参数,包括粒子数密度,颗粒和气体速度,雷诺应力张量,雷诺应力张力,以及它们的不变量,湍流动能和涡旋结构。研究了密度,颗粒直径,尖端数和超轻颗粒质量加载比的详细效果。结果表明,已经重新分布了正常和剪切雷诺应力和混合颗粒的动力湍流能量,特别是它们对质量加载比非常敏感。较高的颗粒质量加载比率增强了各向异性特性。最远下游的中央区域的粒子数密度大约比较小质量负载比大约三倍。较大的斯托克斯数颗粒加强了光颗粒的轴向波动高达1.2倍,而超轻颗粒对轴向颗粒增加了切向波动至2.5倍。

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