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Stratified flow over complex topography: A model study of the bottom drag and associated mixing

机译:复杂地形上的分层流:底部阻力和相关混合的模型研究

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摘要

The flow of stratified fluid over complex topography may lead to a significant drag on the fluid, exerted by the bottom obstacles. Using a 2-m resolution, three-dimensional, non-hydrostatic numerical ocean model, the drag and associated mixing on a stratified flow over real, 1-m resolution topography (interpolated to model resolution) is studied. With a typical mountain height of 12m in 174m water and buoyancy frequencies ranging from 0.6×10~(-2)s~(-1) to 1.2×10~(-2)s~(-1), resolving the topographic features leads to extensive drag exerted on the flow manifested through three different processes: (i) gravity wave drag, (ii) aerodynamic or blocked flow drag, and (iii) hydraulic drag. A parameterization of the internal wave drag based on linear, two-dimensional, hydrostatic wave solutions provides satisfactory results in terms of the turbulent kinetic energy levels. The depth of the layer where the vertical momentum flux is deposited, however, is underestimated, leading to an overestimated gravity wave drag in the layer.
机译:复杂地形上分层流体的流动可能导致流体受底部障碍物的明显拖曳。使用2 m分辨率的三维非静水数值海洋模型,研究了在实际的1 m分辨率地形(插值到模型分辨率)上分层流中的阻力和相关混合。在174m水中典型的12m山高,浮力频率从0.6×10〜(-2)s〜(-1)到1.2×10〜(-2)s〜(-1),解决了地形特征引线通过三个不同过程对流动施加的广泛阻力:(i)重力波阻力,(ii)气动或阻塞流动阻力,以及(iii)水力阻力。基于线性二维静水波解的内部波浪阻力的参数化在湍动能级方面提供了令人满意的结果。但是,沉积垂直动量通量的层的深度被低估了,导致该层中重力波阻力被高估了。

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