2012
DOI: 10.1175/jpo-d-11-016.1
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Shelf Impact on Buoyant Coastal Current Instabilities

Abstract: The impact of shelf slope on the linear stability of buoyant coastal currents and on the nonlinear formation of coastal meanders and eddies is investigated. The authors consider a simplified two-layer stratification in cylindrical geometry where a buoyant surface current flows along the coast above a denser water, with a flat bottom or steep shelves. Simulations were performed using the Nucleus for European Modelling of the Ocean (NEMO) ocean global circulation model. The initial state of these simulations was… Show more

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Cited by 28 publications
(30 citation statements)
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“…Thus, the concept of a ''residual'' circulation, in which mean and eddy components exactly oppose each other to leading order (e.g., Marshall and Speer 2012) does not hold in this shelf-slope system. This is consistent with previous studies that point to suppression of baroclinic instability over steeply sloping topography (e.g., Pennel et al 2012;Isachsen 2011;Stewart and Thompson 2013). Both u and S vary substantially along the isopycnals crossing the continental slope (see Figs.…”
Section: Role Of Eddies In Cross-slope Exchangesupporting
confidence: 92%
“…Thus, the concept of a ''residual'' circulation, in which mean and eddy components exactly oppose each other to leading order (e.g., Marshall and Speer 2012) does not hold in this shelf-slope system. This is consistent with previous studies that point to suppression of baroclinic instability over steeply sloping topography (e.g., Pennel et al 2012;Isachsen 2011;Stewart and Thompson 2013). Both u and S vary substantially along the isopycnals crossing the continental slope (see Figs.…”
Section: Role Of Eddies In Cross-slope Exchangesupporting
confidence: 92%
“…We stress here that what we call the non-linear saturation parameter returns only the saturation of the cross-shore perturbations, and does not take into account the along-shore perturbations (which never reach finite-amplitude values). Similar analyses were performed by Pennel et al (2012) and Geheniau et al (2017) using the surface kinetic energy because only the surface velocity field, derived with a good accuracy from particle image velocimetry (PIV), is available in laboratory experiments. We now present the impact that a variable s and/or H have on the growth rate of the instabilities of a buoyant current.…”
Section: The Effect Of Variable Topographic Slope (S) and Depth (H )mentioning
confidence: 79%
“…In order to estimate the most unstable wavenumber, we perform, as in Pennel et al (2012), a Fourier decomposition of the cross-shore velocity at the surface (z = 0). We then select the unstable mode k m that both follows an exponential growth and reaches the highest amplitude.…”
Section: The Role Of the Topographic Parameter T Pmentioning
confidence: 99%
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