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Turbulent entrainment in a strongly stratified barrier layer

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Large-eddy simulation (LES) is used to investigate how turbulence in the wind-driven ocean mixed layer erodes the stratification of barrier layers. The model consists of a stratified Ekman layer that… Click to show full abstract

Large-eddy simulation (LES) is used to investigate how turbulence in the wind-driven ocean mixed layer erodes the stratification of barrier layers. The model consists of a stratified Ekman layer that is driven by a surface wind. Simulations at a wide range of N0/f are performed to quantify the effect of turbulence and stratification on the entrainment rate. Here, N0 is the buoyancy frequency in the barrier layer and f is the Coriolis parameter. The evolution of the mixed layer follows two stages: a rapid initial deepening and a late-time growth at a considerably slower rate. During the first stage, the mixed layer thickens to the depth that is proportional u*/fN0 to where u* is the frictional velocity. During the second stage, the turbulence in the mixed layer continues to entrain further into the barrier layer, and the turbulent length scale is shown to scale with u*/N0, independent of f. The late-time entrainment rate E follows the law of E= 0.035Ri*−1/2 where Ri* is the Richardson number. The exponent is identical and the coefficient of 0.035 is much smaller relative to the corresponding power law in the non-rotating boundary layer. Simulations using the KPP model (version applicable to this simple case without additional effects of Langmuir turbulence or surface buoyancy flux) also yield the entrainment scaling of E∝Ri*−1/2; however, the proportionality coefficient varies with the stratification. The structure of the Ekman current is examined to illustrate the strong effect of stratification in the limit of large N0/f. This article is protected by copyright. All rights reserved.

Keywords: mixed layer; layer turbulent; layer; barrier layer; turbulence; entrainment

Journal Title: Journal of Geophysical Research
Year Published: 2017

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