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首页> 外文期刊>Powder Technology: An International Journal on the Science and Technology of Wet and Dry Particulate Systems >Euler-Lagrange simulation of gas-solid pipe flow with smooth and rough wall boundary conditions
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Euler-Lagrange simulation of gas-solid pipe flow with smooth and rough wall boundary conditions

机译:具有光滑和粗糙壁边界条件的气固管道流动的Euler-Lagrange模拟

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Numerical simulation of upward turbulent particle-laden pipe flow is performed with the intention to reveal the influence of surface roughness on the velocity statistics of the particle phase. A rough wall collision model, which models the surface as being sinusoidal, is proposed to account for the wall boundary condition ranging for smooth surfaces to very rough surfaces. This model accounts for the entire range of possible surface roughness found in pipes and industrial pneumatic equipment from smooth plastic pipes over machined steel pipes to cast iron surfaces. The model is based on a geometric interpretation of the wall collision process where the particle restitution coefficient is based on the data presented by Sommerfeld and Huber [1]. Simulations are performed using the Eulerian-Lagrangian methodology for the dilute one-way coupling regime. Results are reported for 3 different sizes of glass spheres: 50 nm, 200 μm and 550 μm and evaluated using the data by Mathisen et al. [2]. The results reveal the dependence of the particle concentration, particle mean and particle RMS velocity profiles on the surface roughness. Significant differences can be seen for the particle RMS velocity profiles as the mean motion changes from motion mainly in the axial direction for the smooth surface condition to bouncing motion between the pipe sides for the fully rough surface condition.
机译:为了揭示表面湍流对颗粒相速度统计的影响,进行了向上湍流的装有颗粒的管道流动的数值模拟。提出了一个粗糙的壁碰撞模型,该模型将表面建模为正弦曲线,以解决壁边界条件的范围,该边界范围是从光滑表面到非常粗糙的表面。该模型考虑了在管道和工业气动设备中发现的所有可能的表面粗糙度范围,从光滑的塑料管到机械加工的钢管,再到铸铁表面。该模型基于壁碰撞过程的几何解释,其中颗粒复原系数基于Sommerfeld和Huber [1]提供的数据。使用欧拉-拉格朗日方法对稀薄的单向耦合机制进行仿真。报告了3种不同尺寸的玻璃球的结果:50 nm,200μm和550μm,并使用Mathisen等人的数据进行了评估。 [2]。结果揭示了颗粒浓度,颗粒均值和颗粒RMS速度分布与表面粗糙度的关系。可以看到粒子RMS速度曲线存在显着差异,因为平均运动从光滑表面状态的主要轴向运动变为管道表面之间的粗糙表面的弹跳运动。

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