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稠密气固流动二阶矩摩擦应力模型和模拟
引用本文:刘阳,刘学,刘朋,蒋福伟,周力行.稠密气固流动二阶矩摩擦应力模型和模拟[J].工程热物理学报,2012(1):163-166.
作者姓名:刘阳  刘学  刘朋  蒋福伟  周力行
作者单位:大连海事大学轮机工程学院;哈尔滨电站设备成套设计研究所火电设备性能检测中心;清华大学工程力学系
基金项目:国家自然科学基金资助(No.50606026);中央高校基本科研业务费专项资金资助(No.2009QN019)
摘    要:基于统一二阶矩两相湍流应力模型和稠密颗粒动力学理论,建立了欧拉-欧拉双流体二阶矩颗粒摩擦应力模型。模型充分反映各向异性的气固两相相间雷诺应力相互作用,并引入有效颗粒弹性恢复系数,考虑了因颗粒表面不光滑产生的摩擦力对湍流流动结构和颗粒弥散特性的影响,对于下降管的计算结果与实验吻合较好。因颗粒摩擦产生能量耗散降低了颗粒温度和导致颗粒雷诺应力再分布。在入口和出口区域因颗粒碰撞频率较高而产生的能量耗散对流动结构影响明显。

关 键 词:二阶矩颗粒摩擦应力模型  稠密气固流动  下降管  数值模拟

A Second-Order-Moment Frictional Stress Model and Simulation of Dense Gas-Particle Flows
LIU Yang,LIU Xue,LIU Peng,JIANG Fu-Wei,ZHOU Li-Xing.A Second-Order-Moment Frictional Stress Model and Simulation of Dense Gas-Particle Flows[J].Journal of Engineering Thermophysics,2012(1):163-166.
Authors:LIU Yang  LIU Xue  LIU Peng  JIANG Fu-Wei  ZHOU Li-Xing
Institution:1.Marine Engineering College,Dalian Maritime University,Dalian 116026,China; 2.Performance Test Center,Harbin Power System Engineering and Research Institute,Harbin 150046,China; 3.Department of Engineering Mechanics,Tsinghua University,Beijing 10084,China)
Abstract:A second-order-moment frictional stress model with Eulerian-Eulerian two-fluid continuum approach is presented on the basis of the unified second-order-moment two-phase turbulence model and the kinetic theory of granular flows.The interaction term between gas-particle turbulence is fully taken into account by the transport equation of two-phase stress correlation.Turbulent flow structure and particle diffusions affected by particle-particle frictional stress are considered by an effective coefficient of restitution due to coarse particle surfaces.Simulation results of downer are in good agreement with experimental data.It shows that particle temperature is decreased by energy dissipation and particle Reynolds stress are redistributed.Furthermore,because of higher particles collisions at the inlet and the outlet region,the most effect of flows structure are observed distinctly.
Keywords:second-order-moment frictional stress model  dense gas-particle flows  downer  numerical simulation
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