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Laboratory,Numerical,and Theoretical Modeling of the Flow in a Far Wake in a Stratified Fluid

机译:在分层流体远尾的流动实验室,数值和理论建模

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摘要

The far-wake flow past a sphere towed in a fluid with high Reynolds and Froude numbers and with a pycnocline-form salt-density stratification is studied in a laboratory experiment based on particle image velocimetry and in numerical and theoretical modeling.In the configuration under consideration,the axis of sphere towing is located under a pycnocline.How parameters,the profiles of density and average velocity,and the initial field of velocity fluctuation in numerical modeling are specified from the data of the laboratory experiment.The fields of fluid velocity at different times and the time dependences of integral parameters of wake flow,such as the average velocity at the axis and the transverse width of the flow,are obtained.The results of numerical modeling are in good qualitative and quantitative agreement with the data of the laboratory experiment.The results of the laboratory experiment and numerical modeling are compared to the predictions of a quasi-linear and quasi-two-dimensional theoretical model.The time evolution of both the average velocity at the axis and the transverse width of the wake is obtained with the model and is in good agreement with the experimental data.The results of numerical modeling also show that,under the effect of velocity fluctuation in the wake,internal waves whose spatial period is equal to the characteristic period of the wake's vortex structure are excited efficiently in the pycnocline.
机译:在基于粒子图像速度和数值和理论模型的实验室实验中,研究了在具有高雷诺和弗劳德数和FROUDLE号的流体中牵引的球体和脓诺妥氏盐密度分层的远唤醒流动。在数值和理论模型中,在实验室实验中进行了研究考虑,球体牵引的轴位于Pycnocline.how参数,密度和平均速度的曲线,以及数值建模中的速度波动的初始场。从实验室实验的数据中指定了流体速度的领域获得不同的时间和唤醒流量积分参数的时间依赖性,例如轴的平均速度和流动的横向宽度。数值建模的结果与实验室的数据具有良好的定性和定量协议实验。实验室实验和数值建模的结果与准线性和准二倍的预测相比NSIONATION理论模型。用模型获得轴的平均速度和尾脉冲横向宽度的时间演变,与实验数据吻合良好。数值模拟结果也表明,在效果下唤醒中的速度波动,在Pycnocline中有效激发空间周期等于唤醒涡旋结构的特征时段的内部波。

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