The interaction of a monopolar vortex with a cosine-shaped topographic ridg
e at the equator is investigated with a two-dimensional numerical model, wh
ere the (cyclonic) monopole has a self-induced northwest-ward motion due to
the beta-effect. The Fate of the monopole depends on the width and height
of the ridge, but, more importantly, on the orientation of the ridge. Where
as monopoles are always seen to cross an east-west or northeast-southwest r
idge, a north-south ridge can cause such deformations in the monopole's sha
pe that it either splits into two parts (where the associated secondary vor
tex may or may not also cross the ridge) or it is destroyed. The computatio
ns show that the monopole can only cross the top of the ridge once it has g
athered sufficient positive potential vorticity at its (north)west side. Th
e vortex achieves this by moving along the ascending side of the ridge, wes
tward for the east-west ridge and northward for the north-south ridge, befo
re crossing the summit.