Zonal Variations of Eddy Diffusivities in an ACC-like Channel: Discrete Transport Corridors.
Abstract:
For each simulation, we decompose the overturning circulation into mean, standing and transient components. As the surface wind stress increases, the standing component balances a larger portion of the mean overturning. This in turn leads to an increasing departure from zonally-symmetric eddy characteristics. A zonal-mean, or net, eddy diffusivity Κnet is defined as the eddy diffusivity required to exactly balance the mean overturning based on the zonal-mean isopycnal slope, s. This gives Κnet=τ/ρ0fs, where τ is the wind stress, ρ0 is a reference density and f is the Coriolis parameter. Κnet is compared to local eddy diffusivities, Κlocal, diagnosed directly from the divergent component of the eddy buoyancy flux divided by the local isopycnal slope. We find that with a simple topographic ridge and moderate wind forcing, along-stream averages of Κlocal diverge from Κnet, and are typically smaller than Κnet. Strong “transport corridors," where Κlocal≥Κnet develop in the lee of topography. We explore the sensitivity of the Κlocal distribution and meander structure to wind forcing and to channel length, and we discuss the challenges this presents for eddy flux parameterizations.
