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Latitudinal storm track shift in a reduced two-level model of the atmosphere

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posted on 2024-03-05, 16:11 authored by M Kobras, V Lucarini, MHP Ambaum
The eddy-driven jet stream and storm tracks in the mid-latitude atmosphere are known to shift in latitude on various timescales, but the physical processes that cause these shifts are still unclear. In this study, we introduce a minimal dynamical system derived from the classical Phillips two-level model with the goal of elucidating the essential mechanisms responsible for the interaction between eddies and mean flow. Specifically, we aim to understand the link between the structure of the eddies and the shift of the latitudinal maximum of the zonal flow. By varying the horizontal shape of the eddies, we find three distinct dynamical regimes whose occurrence depends on the intensity of the external baroclinic forcing: a purely zonal flow, a barotropic eddy regime with net poleward momentum flux, and a baroclinic eddy regime with both net poleward momentum and heat flux. For weak baroclinic forcing, the classical zonal flow solution with latitudinal maximum at the centre of the beta-channel is found. For strong forcing, if eddies are southwest-northeast tilted and zonally elongated, the system is in the baroclinic eddy regime, resulting in a poleward shift of the jet. The intermediate barotropic eddy regime also features a poleward shifted jet, yet with eddies structurally distinct from the baroclinic regime. Changing the parameters yields transitions between the regimes that can be either continuous or discontinuous in terms of the properties of the atmosphere. The findings of this study also provide insights into the properties of the storm track change between the jet entrance and jet exit regions of the North Atlantic.

History

Author affiliation

College of Science & Engineering/Comp' & Math' Sciences

Version

  • VoR (Version of Record)

Published in

Physica D: Nonlinear Phenomena

Volume

458

Pagination

133926 - 133926

Publisher

Elsevier BV

issn

0167-2789

Copyright date

2023

Available date

2024-03-05

Language

en

Deposited by

Professor Valerio Lucarini

Deposit date

2024-02-26

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