Publikationsdatum:
2022-05-25
Beschreibung:
Author Posting. © The Author(s), 2009. This is the author's version of the work. It is posted here by permission of Elsevier B.V. for personal use, not for redistribution. The definitive version was published in Ocean Modelling 30 (2009): 155-168, doi:10.1016/j.ocemod.2009.06.009.
Beschreibung:
A new high-resolution Eulerian numerical method is proposed for modelling quasigeostrophic ocean
dynamics in eddying regimes. The method is based on a novel, second-order non-dissipative and lowdispersive
conservative advection scheme called CABARET. The properties of the new method are
compared with those of several high-resolution Eulerian methods for linear advection and gas
dynamics. Then, the CABARET method is applied to the classical model of the double-gyre ocean
circulation and its performance is contrasted against that of the common vorticity-preserving Arakawa
method. In turbulent regimes, the new method permits credible numerical simulations on much coarser
computational grids.
Beschreibung:
Supports from the Royal Society of London and from the Mary Sears Visitor Grant are
acknowledged by SK with gratitude. The work of VG was supported by the Russian Foundation for
Basic Research (RFBR), grant 06-01-00819a. Funding for PB was provided by the NSF grant 0725796.
Schlagwort(e):
Mesoscale ocean dynamics
;
Eddy resolving simulations
;
High-resolution schemes
Repository-Name:
Woods Hole Open Access Server
Materialart:
Preprint
Format:
application/pdf
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