Large-scale characteristics of stratified wake turbulence at varying Reynolds number
Large-scale characteristics of stratified wake turbulence at varying Reynolds number
复制标题
不同雷诺数下层状尾流湍流的大尺度特征
DOI:
10.1103/physrevfluids.4.084802
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发表时间:
2019
影响因子:
2.7
通讯作者:
P. Diamessis
中科院分区:
文献类型:
--
作者:
Qi Zhou;P. Diamessis
We analyze a large-eddy simulation data set of wakes of a towed sphere of diameterat speedin a uniformly stratified Boussinesq fluid with buoyancy frequencyand kinematic viscosity. These temporally evolving wakes are simulated using a spectral multidomain penalty-method-based incompressible Navier-Stokes solver forand, enabling a systematic examination of stratified wakes at three different values ofsufficiently separated in magnitude. As such, particular attention is paid to the effects of varyingon the evolution of large-scale characteristics of stratified wake turbulence. We examine the evolution of horizontal and vertical integral length scales (and), horizontal and vertical fluctuation velocities (and), local vertical shear, as well as the resulting dimensionless parameters based on the above quantities. In particular, the vertical turbulent Froude numberis found to be of order unity, a signature of the dynamics in the strongly stratified regime where shear instabilities develop between anisotropic flow layers. The horizontal turbulent Reynolds numberstays approximately constant in time and the horizontal turbulent Froude numberdecays in time as, consistent with scaling analysis of freely decaying turbulence. We characterize the transitions between distinct stratified flow regimes and examine the effects of body-based parametersandon these transitions. The transition from the weakly to the strongly stratified regime, which is marked bydecaying to unity, occurs when. We further show that the initial value ofat which the flow completes the above transition scales as, which provides a way to predict the possibility of accessing the strongly stratified regime for a wake of givenand. The analysis reported here constitutes an attempt to obtain the predictive capability of stratified wake turbulence in terms of Reynolds number, applying select elements of strongly stratified turbulence theory, so far typically utilized for homogeneous turbulence, to a canonical inhomogeneous turbulent free-shear flow.
影响因子:
3.7
作者:
Lucas D
通讯作者:
Lucas D