欧拉方程
物理
中尺度气象学
均匀各向同性湍流
机械
统计物理学
高斯分布
半隐式欧拉法
湍流
经典力学
数学
反向欧拉法
直接数值模拟
热力学
气象学
量子力学
雷诺数
作者
Bo Kong,Rodney O. Fox,Heng Feng,Jesse Capecelatro,Ravi G. Patel,Olivier Desjardins,Rodney O. Fox
出处
期刊:Aiche Journal
[Wiley]
日期:2017-02-16
卷期号:63 (7): 2630-2643
被引量:46
摘要
An Euler–Euler anisotropic Gaussian approach (EE‐AG) for simulating gas–particle flows, in which particle velocities are assumed to follow a multivariate anisotropic Gaussian distribution, is used to perform mesoscale simulations of homogeneous cluster‐induced turbulence (CIT). A three‐dimensional Gauss–Hermite quadrature formulation is used to calculate the kinetic flux for 10 velocity moments in a finite‐volume framework. The particle‐phase volume‐fraction and momentum equations are coupled with the Eulerian solver for the gas phase. This approach is implemented in an open‐source CFD package, OpenFOAM, and detailed simulation results are compared with previous Euler–Lagrange simulations in a domain size study of CIT. The results demonstrate that the proposed EE‐AG methodology is able to produce comparable results to EL simulations, and this moment‐based methodology can be used to perform accurate mesoscale simulations of dilute gas–particle flows. © 2017 American Institute of Chemical Engineers AIChE J , 63: 2630–2643, 2017
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