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On the Length of the Computational Domain in the DNS of the Heat Transfer in the Fully Developed Turbulent Channel Flow

机译:在完全发育的湍流通道流动中的传热DNS中计算领域的长度

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Direct Numerical Simulation (DNS) of the fully developed velocity and temperature fields in the turbulent channel flow was carried out. DNS was performed for Reynolds number Re = 4580 and Prandtl number Pr = 0.71. Two thermal boundary conditions (BCs), isothermal and isoflux, were carried out. Very interesting effect is seen in streamwise temperature auto-correlation functions. While the auto-correlation function for isothermal BC decays close to zero in the observed computational domain, the decay of the auto-correlation function for the isoflux BC is slower and remains well above zero. This could mean that the length of the computational domain for the isoflux BC should be longer in order to satisfy the generally accepted criteria for DNS about the sufficient length of the computational domain. Therefore, another DNS at two times longer computational domain was performed. Two main conclusions were drawn. First, the differences between the DNS in the "standard" length computational domain (approx. 2300 wall units) and the DNS in the extended computational domain (approx. 4600 wall units) did not show any differences larger than the statistical uncertainty for first- and second-order statistics. Second, the periodicity length, which is long enough for the velocity field as an origin of the turbulence, is long enough also for the passive scalar fields, despite the behavior of the streamwise two-point correlation at isoflux boundary condition.
机译:在槽道湍流发育完全的速度和温度场的直接数值模拟(DNS)中的溶液中进行。 DNS是为雷诺数Re = 4580和普朗特数PR = 0.71进行。两个热边界条件(BCS),等温和等通量,进行了。非常有趣的效果被认为是在流向温度自相关函数。而对于等温BC的自相关函数中所观察到的计算域衰减接近于零,该自相关函数的对等通量BC衰减较慢且远远高于零遗迹。这可能意味着对于等通量BC计算域的长度要长,以满足一般接受的标准DNS关于计算域的足够的长度。因此,在两次另一个DNS再进行计算域。两个主要结论得出。首先,在DNS之间的“标准”长度计算域(2300个壁单位大约)和DNS在扩展计算域差异(约4600个壁单位)没有表现出任何差异比一阶统计不确定性较大和二阶统计。第二,周期性长度,其是足够长的速度场为湍流的原点,足够长也为被动标量场,尽管流向两点相关的在等通量边界条件的行为。

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