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The dissipation tensor epsilon(ij) in wall turbulence

机译:壁湍流中的耗散张量epsilon(ij)

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The paper investigates the dissipation tensor epsilon(ij) in wall turbulence. Available direct numerical simulation (DNS) data are examined to illustrate the differences in the anisotropy of the dissipation tensor epsilon(ij) with respect to the anisotropy of the Reynolds stresses r(ij). The budgets of the transport equations of the dissipation tensor epsilon(ij) are studied using novel DNS data of low Reynolds number turbulent plane channel flow with spatial resolution sufficiently fine to accurately determine the correlations of products of two-derivatives of fluctuating velocities u'(i) and pressure p' which appear in various terms. Finally, the influence of the Reynolds number on the diagonal components of epsilon(ij) (epsilon(xx), epsilon(yy), epsilon(zz)) and on the various terms in their transport equations is studied using available DNS data of Vreman and Kuerten (Phys. Fluids, vol. 26, 2014b, 085103).
机译:本文研究了壁湍流中的耗散张量ε(ij)。检查了可用的直接数值模拟(DNS)数据,以说明耗散张量epsilon(ij)的各向异性相对于雷诺应力r(ij)的各向异性的差异。利用具有足够精细的空间分辨率的低雷诺数湍流平面通道流的新型DNS数据研究耗散张量epsilon(ij)的输运方程的预算,以精确确定波动速度u'()的二阶导数的乘积的相关性。 i)和以各种术语出现的压力p'。最后,使用Vreman的可用DNS数据研究了雷诺数对epsilon(ij)(epsilon(xx),epsilon(yy),epsilon(zz))的对角线分量及其输运方程中各个项的影响。和Kuerten(Phys.Fluids,vol.26,2014b,085103)。

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