A model for the interaction between the midlatitude ocean gyres and the win
d stress is formulated for a shallow-water, spherical hemisphere with finit
e thermocline displacement and the latitudinal dependence of the long Rossb
y wave speed. The oceanic currents create a temperature front at the midlat
itude intergyre boundary that is strongest near the western part of the bas
in. The intergyre temperature front affects the atmospheric temperature gra
dient in the storm track region, increasing the eddy transport of heat and
the surface westerlies. The delayed adjustment of the gyres to the wind str
ess causes the westerly maximum to migrate periodically in time with a deca
dal period. The behavior of the model in a spherical geometry is qualitativ
ely similar to that in a quasigeostrophic setting except that here the coup
led oscillation involves oceanic temperature anomalies that circulate aroun
d the subpolar gyre, whereas the quasigeostrophic calculations favor the su
btropical gyre. Another difference is that here there is a linear relations
hip between the period of the coupled oscillation and the delay time for th
e adjustment of ocean gyres to changes in the wind stress. This result depa
rts from the quasigeostrophic result, in which the advection timescale also
influences the period of the decadal oscillation.