Model of deep zonal flows in giant planets
Open Access
- 7 October 2025
- journal article
- Published by American Physical Society (APS) in Physical Review Fluids
- Vol. 10 (10)
Abstract
A mechanism by which the surface zonal flows of giant planets can be gradually attenuated with depth is explored. The zonal flow is driven by an imposed forcing in a thin layer near the surface. A meridional circulation is set up, analogous to the Ferrel-like cells observed in Jupiter's atmosphere. Acting on a stably stratified thin surface layer, the meridional flow induces a horizontal temperature anomaly which leads to a gradual reduction of the zonal winds with depth, governed by the thermal wind equation. Our model is a Boussinesq plane layer, with gravity acting parallel to the rotation axis. A suite of fully three-dimensional time-dependent numerical simulations has been performed to investigate the model behavior. Below the forced stable layer, convection is occurring, typically in the form of tall thin cells. The fluctuating components of the three-dimensional flow can be driven by either the convection or the Reynolds stresses associated with the jet shear flow. When fluctuations are mainly driven by convection in the form of tall thin columns and the forcing is relatively weak, the horizontal temperature anomaly persists much deeper into the interior than when it is driven by shear flow. The zonal jets can therefore extend deep into the interior, consistent with the Juno gravity data.Keywords
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Funding Information
- Science and Technology Facilities Council (ST/X001083/1, ST/Y002296/1)
- Durham University
- University of Leicester
- Department for Business, Energy and Industrial Strategy, UK Government
- UK Research and Innovation
- Isaac Newton Institute for Mathematical Sciences
- Engineering and Physical Sciences Research Council (EP/R014604/1)
- Science and Technology Facilities Council (ST/X001083/1, ST/Y002296/1)
- Durham University
- University of Leicester
- Department for Business, Energy and Industrial Strategy, UK Government
- UK Research and Innovation
- Isaac Newton Institute for Mathematical Sciences
- Engineering and Physical Sciences Research Council (EP/R014604/1)
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