The authors investigate the nonlinear dynamics of almost inviscid, thermall
y forced, divergent circulations in situations that are not axisymmetric. I
n shallow-water numerical calculations, asymmetry is imposed on a locally f
orced anticyclone by imposition of a mean wind, or a planetary vorticity gr
adient. Behavior is similar in the two cases. With weak asymmetry, the forc
ed anticyclone is distorted but remains intact and is qualitatively unchang
ed from the symmetric response. For sufficiently large asymmetry, however,
the elongated anticyclone becomes unstable and periodically sheds eddies. T
his behavior shows how the circulation constraint can be satisfied, even wh
en the time-mean absolute vorticity remains finite in the divergent region,
and provides a continuous evolution between the nonlinear (symmetric) and
linear (highly asymmetric) limits.
Westward shedding of anticyclones from the Tibetan anticyclone is indeed ev
ident in NCEP reanalysis data. These eddies are trapped near the tropopause
. Cutoff potential vorticity features are confined to within about 20 K of
the tropopause; in geopotential, they extend somewhat further, but not belo
w about 400 hPa.