The effect of topography on the evolution of a disturbance in a barocl
inically unstable mean flow is studied using a three-dimensional primi
tive equation model. A procedure is developed to compare control integ
rations with no topography with integrations that contain topography.
It is found that lee cyclogenesis is caused primarily by the superposi
tion of a growing baroclinic wave with a steady, orographically forced
wave of the same scale. Some additional lee growth is found that may
be orographically enhanced, or it may be related to certain small prob
lems in the experimental set up. As the disturbances move over the rid
ge, they are deflected to the north on the upwind side before returnin
g to their original latitudes on the lee side. The numerical results i
n this paper are in general agreement with the authors' previous analy
tic study.