Eddy formation and interaction in a baroclinic frontal geostrophic model

Citation
Mk. Reszka et Ge. Swaters, Eddy formation and interaction in a baroclinic frontal geostrophic model, J PHYS OCEA, 29(12), 1999, pp. 3025-3042
Citations number
47
Categorie Soggetti
Aquatic Sciences","Earth Sciences
Journal title
JOURNAL OF PHYSICAL OCEANOGRAPHY
ISSN journal
00223670 → ACNP
Volume
29
Issue
12
Year of publication
1999
Pages
3025 - 3042
Database
ISI
SICI code
0022-3670(199912)29:12<3025:EFAIIA>2.0.ZU;2-V
Abstract
The authors investigate the behavior of buoyancy-driven coastal currents in a series of numerical experiments based on a two-layer frontal geostrophic model. The model focuses on baroclinic instability, allows for finite ampl itude variations in the upper-layer thickness, and includes a topographic b ackground vorticity gradient. Simulations of isolated fronts demonstrate me andering of the frontal outcropping, filamentation, and the development of both warm core and cold core eddies. Eddies can merge with each other, sepa rate, or be reabsorbed into the current. Despite the assumption of only two layers, it is found that growth rates and length scales of the emergent fe atures are in agreement with results of studies based on more sophisticated primitive equation models. It is determined that the cross-front topograph ic slope has a significant effect on the instability. In particular, a bott om that slopes in the same sense as the fluid interface hinders the growth of perturbations. Simulations with two outcroppings (i.e., coupled fronts) are also described. The authors found that such currents break up into dist inct vortices that propagate very little but exhibit merging and splitting, behavior consistent with previous numerical studies involving similar mode ls as well as laboratory experiments. Finally, an analytical nonlinear wave -packet stability theory for a marginally unstable flow with a simple linea rly varying height profile is presented. The authors show that the unstable modes can saturate as solitons.