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Oil plumes and dispersion in L angmuir, upper‐ocean turbulence: Large‐eddy simulations and K ‐profile parameterization
Author(s) -
Yang Di,
Chen Bicheng,
Chamecki Marcelo,
Meneveau Charles
Publication year - 2015
Publication title -
journal of geophysical research: oceans
Language(s) - English
Resource type - Journals
eISSN - 2169-9291
pISSN - 2169-9275
DOI - 10.1002/2014jc010542
Subject(s) - turbulence modeling , turbulence , eddy diffusion , dispersion (optics) , plume , mechanics , intermittency , meteorology , physics , geology , optics
Once oil plumes such as those originating from underwater blowouts reach the ocean mixed layer (OML), their near‐surface dispersion is influenced heavily by wind and wave‐generated Langmuir turbulence. In this study, the complex oil spill dispersion process is modeled using large‐eddy simulation (LES). The mean plume dispersion is characterized by performing statistical analysis of the resulting fields from the LES data. Although the instantaneous oil concentration exhibits high intermittency with complex spatial patterns such as Langmuir‐induced striations, it is found that the time‐averaged oil distribution can still be described quite well by smooth Gaussian‐type plumes. LES results show that the competition between droplet rise velocity and vertical turbulent diffusion due to Langmuir turbulence is crucial in determining both the dilution rate and overall direction of transport of oil plumes in the OML. The smoothness of the mean plume makes it feasible to aim at modeling the oil dispersion using Reynolds‐averaged type formulations, such as the K‐profile parameterization (KPP) with sufficient vertical resolution to capture vertical profiles in the OML. Using LES data, we evaluate the eddy viscosity and eddy diffusivity following the KPP framework. We assess the performance of previous KPP models for pure shear turbulence and Langmuir turbulence by comparing them with the LES data. Based on the assessment a modified KPP model is proposed, which shows improved overall agreement with the LES results for both the eddy viscosity and the eddy diffusivity of the oil dispersion under a variety of flow conditions and droplet sizes.