6.4 Poleward migration of eddy-driven jets

Tuesday, 16 June 2015: 11:15 AM
Meridian Ballroom (The Commons Hotel)
Yohai Kaspi, Weizmann Institute of Science, Rehovot, Israel; and R. Chemke

The slow poleward migration of temporal anomalies of zonal winds in the upper troposphere was shown in several observational studies. We show that a similar poleward migration of the eddy-driven jets themselves occurs in the extratropics when the subtropical and eddy-driven jets are clearly separated. We find that the poleward propagation of the eddy driven baroclinic jets over time is consistent with variation of baroclinicity across the width of the jet. We demonstrate this using a high resolution idealized GCM where we systematically examine the eddy driven jets over a wide range of rotation rates, which allows separating in the model the subtropical and eddy-driven jets. Different than the Earth-like rotation rate case, where the eddy driven jet and the subtropical jet are often merged, at higher rotation rates the eddy driven jets are clearly separated from the subtropical jets and migrate poleward, while the subtropical jets remain at a constant latitude over time. We propose that the poleward migration of the jets may be caused because baroclinicity, estimated through measures such as Eady growth rate and supercriticality, have a poleward bias due to the variation of the Coriolis parameter across the jet. This is found to be consistent with poleward biased eddy momentum flux convergence relative to the mean jet, which overtime deflects the jet poleward. As the rotation rate is increased, and more (narrower) jets emerge, the migration rate becomes smaller due to less eddy momentum flux convergence over the narrower baroclinic zones. We find a linear relation between the migration rate of the jets and the eddy momentum flux convergence across the jets. Moreover, the jet migration allows analyzing continuously the latitudinal dependence of jet width and energy cascades. We find that over a wide range of conditions the jet width is consistent with the Rhines scale.
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