THE BETA-INDUCED DRIFT OF SEPARATED BOUNDARY CURRENTS

Authors
Citation
D. Nof, THE BETA-INDUCED DRIFT OF SEPARATED BOUNDARY CURRENTS, Deep-sea research. Part 1. Oceanographic research papers, 40(11-12), 1993, pp. 2243-2257
Citations number
6
Categorie Soggetti
Oceanografhy
ISSN journal
09670637
Volume
40
Issue
11-12
Year of publication
1993
Pages
2243 - 2257
Database
ISI
SICI code
0967-0637(1993)40:11-12<2243:TBDOSB>2.0.ZU;2-Z
Abstract
Western boundary currents flow poleward from low latitudes until they ultimately separate from the coast and turn eastward into the ocean in terior. The separation is mainly due to either: (i) the variation of t he Coriolis parameter with latitude (P) which causes vanishing of the near-wall depth; (ii) vanishing wind stress curl over the ocean interi or which forces zero meridional transport; or (iii) opposing currents that flow toward the equator and force the northward flowing currents to turn offshore (AGRA and Nor, Deep Sea Research 1, 40, 2259-2282). H ere, we focus on the third kind of separated currents and show that, d ue to beta, such separated currents migrate along the wall. A nonlinea r ''reduced gravity'' one-and-a-half layer model is used to compute th e desired migration speed. Solutions of the primitive equations are co nstructed analytically assuming that the translation rate is steady. I t is found that the migration rate along the wall is given by beta R(d )(2) cos alpha/2 siny, where R(d) is the Rossby radius, alpha an angle that measures the inclination of the joint offshore currents relative to the north, and gamma is the angle between the axis of the joint of fshore currents and the wall. The migration meridional component can b e either northward or southward (depending on the inclination of the w all) but the zonal component is always westward. When the separated jo int offshore flow is in the east-west direction (i.e. alpha = pi/2 or 3 pi/2 so that the separated Bow is zonal) no migration is taking plac e. It turns out that the above migration formula is so robust that it also describes the migration rate in a two-and-a-half layer model wher e one current is allowed to, at least partially, dive under the other. For most separated currents the computed migration rate is a few cent imeters per second. Possible application of this theory to the conflue nce zone in the South Atlantic (where significant seasonal movement of the separation latitude has been observed) is discussed.