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Dispersion of a vertical jet of buoyant particles in a stably stratified wind-driven Ekman layer

机译:垂直分层的浮力颗粒在稳定分层的风驱埃克曼层中的分散

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Dispersion of a buoyant jet of particles (i.e. fresh water) in a salt water thermally stratified environment is investigated. The carrying flow field is a wind-driven mid-latitude Ekman layer. The investigation is carried out using Large Eddy Simulation. The dispersed phase is simulated in a Lagrangian way, solving a modified form of the Maxey and Riley equation for each particle of the jet. In order to simulate a large Reynolds number flow, the thin wall layer is not directly resolved and the wall stress and the wall heat flux are directly imposed at the free surface. Results of the simulations show that the presence of incoming heat flux produces a thin region of large density gradients below the free surface and inhibits turbulent transport. In particular, the turbulent penetration depth is strongly reduced by stratification as well as the level of the turbulent fluctuations. In order to consider the effect of the actual density field on the particle dynamics, an improved version of the particle-motion equation is here proposed. The results of our simulations show that the dispersion of the buoyant plume of particles is dramatically modified by stratification. In the neutral case, the plume is spread over the horizontal direction in the free surface region and is driven by the mean Ekman current. In the stratified case, the particles remain entrapped in wavy motion present in the region of large mean density gradients. The horizontal transport is strongly reduced for two reasons: first in the region where large density gradients develop the mean velocity is small compared with the value reached at the free surface; second, the turbulent transport is very small due to the suppression of velocity fluctuations. Finally, our results show that very inaccurate predictions are obtained if the variation of density due to the vertical stratification is not taken into account in the particle motion equation.
机译:研究了在热分层环境中盐水浮力射流(即淡水)的分散性。承载流场是风力驱动的中纬度埃克曼层。使用大涡模拟进行研究。分散相以拉格朗日方式进行模拟,为射流的每个粒子求解Maxey和Riley方程的修正形式。为了模拟雷诺数大的流动,薄壁层没有直接分解,壁应力和壁热通量直接施加在自由表面上。模拟结果表明,进入的热通量的存在在自由表面以下产生了一个大密度梯度的薄区域,并抑制了湍流传输。特别是,由于分层以及湍流波动的程度,湍流穿透深度会大大降低。为了考虑实际密度场对粒子动力学的影响,这里提出了粒子运动方程的改进版本。我们的模拟结果表明,分层可显着改变颗粒浮力羽流的分散性。在中性情况下,羽流在自由表面区域中沿水平方向扩散,并由平均Ekman电流驱动。在分层的情况下,粒子以大的平均密度梯度区域中的波状运动形式被截留。水平传输被大大降低的原因有两个:第一,在密度梯度较大的区域,平均速度与在自由表面上达到的速度相比较小。第二,由于速度波动的抑制,湍流的传输非常小。最后,我们的结果表明,如果在粒子运动方程中不考虑由于垂直分层引起的密度变化,则会获得非常不准确的预测。

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