Abstract
Abstract. The climatology of residual mean circulation – a main component of the
Brewer–Dobson circulation – and the potential contribution of gravity waves
(GWs) are examined for the annual mean state and each season in the whole
stratosphere based on the transformed-Eulerian mean zonal momentum equation
using four modern reanalysis datasets. Resolved and unresolved waves in the
datasets are respectively designated as Rossby waves and GWs, although
resolved waves may contain some GWs. First, the potential contribution of
Rossby waves (RWs) to residual mean circulation is estimated from
Eliassen–Palm flux divergence. The rest of residual mean circulation, from
which the potential RW contribution and zonal mean zonal wind tendency are
subtracted, is examined as the potential GW contribution, assuming that the
assimilation process assures sufficient accuracy of the three components used
for this estimation. The GWs contribute to drive not only the summer
hemispheric part of the winter deep branch and low-latitude part of shallow
branches, as indicated by previous studies, but they also cause a
higher-latitude extension of the deep circulation in all seasons except for
summer. This GW contribution is essential to determine the location of the
turn-around latitude. The autumn circulation is stronger and wider than that
of spring in the equinoctial seasons, regardless of almost symmetric RW and
GW contributions around the Equator. This asymmetry is attributable to the
existence of the spring-to-autumn pole circulation, corresponding to the
angular momentum transport associated with seasonal variation due to the
radiative process. The potential GW contribution is larger in
September-to-November than in March-to-May in both hemispheres. The upward
mass flux is maximized in the boreal winter in the lower stratosphere, while
it exhibits semi-annual variation in the upper stratosphere. The boreal
winter maximum in the lower stratosphere is attributable to stronger RW
activity in both hemispheres than in the austral winter. Plausible
deficiencies of current GW parameterizations are discussed by comparing the
potential GW contribution and the parameterized GW forcing.
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