Direct Numerical Simulation of Mixing of a Passive in Decaying Turbulence

P. Deb, P. Majumdar
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Abstract

Research on turbulent mixing processes is of great interest to those working on turbulent-reactive flows. In this paper, a detailed study has been performed for the evolution of scalar fields of different initial integral scales in decaying, homogeneous and isotropic turbulence using DNS technique. Passive scalar mixing in a cubical decaying, homogeneous, isotropic turbulence field is considered. The three-dimensional incompressible Navier-Stokes equations together with scalar equation are solved using Fractional Step Method. The convective and diffusive terms in governing equations are discretised by Compact Finite Difference Scheme. The 32 × 32 × 32 uniform staggered grids are used. The present simulation is performed at Taylor Reynolds number of 28.83. In this paper, the evolution of scalar RMS and scalar dissipation rate for different integral length scales has been presented. The initial velocity vector and Probability Density Function (PDF) of scalar at different eddy turn over time have also been presented.
衰减湍流中无源混合的直接数值模拟
紊流混合过程的研究是紊流反应流研究的重要内容。本文利用DNS技术对衰减、均匀和各向同性湍流中不同初始积分尺度标量场的演化进行了详细的研究。研究了一个立方衰减、均匀、各向同性湍流场中的被动标量混合。采用分步法求解三维不可压缩Navier-Stokes方程和标量方程。用紧有限差分格式对控制方程中的对流项和扩散项进行离散。采用32 × 32 × 32的均匀交错网格。本文的模拟是在泰勒雷诺数为28.83时进行的。本文给出了标量均方根和标量耗散率在不同积分长度尺度下的演化。给出了标量在不同涡转时间下的初始速度矢量和概率密度函数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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