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Influence of the computational domain on DNS of turbulent heat transfer up to Re_τ = 2000 for Pr = 0.71

机译:当Pr = 0.71时,计算域对湍流热传递DNS的影响,直到Re_τ= 2000

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摘要

We present a new set of direct numerical simulation data of a passive thermal flow in a turbulent plane Poiseuille flow with constant Prandtl numberPr=0.71, and mixed boundary conditions. Simulations were performed atReτ=500,1000, and 2000 for several computational domains in the range oflx=2πhto8πhandlz=πhto3πh. As a first key result we found that a length oflx=2πhand a width oflz=πis enough to accurately obtain the one-point statistics and the budgets of the thermal kinetic energy, its dissipation and the thermal fluxes. None of them collapse exactly in wall units. On the other hand, the value of the thermal Kármán constant grows very slightly with the Reynolds number with a value ofκth=0.44forReτ=2000. The statistics of all simulations can be downloaded from the web page of ourhttp://personales.upv.es/serhocal/group.
机译:我们提出了一组新的直接数值模拟数据,其中湍流平面Poiseuille流中的被动热流具有恒定的Prandtl数Pr = 0.71,并且具有混合边界条件。在Reτ= 500,1000和2000上对lx =2πhto8πhandlz=πhto3πh范围内的几个计算域进行了仿真。作为第一个关键结果,我们发现长度为lx =2π且宽度为lz =π足以准确地获得单点统计数据以及热动能,其耗散和热通量的预算。它们没有一个完全以墙体为单位塌陷。另一方面,热雷曼常数的值随雷诺数的增加而略有增加,对于Reτ= 2000,其值为kth = 0.44。可以从我们的http://personales.upv.es/serhocal/group的网页上下载所有模拟的统计信息。

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