The importance of the long midlatitude Rossby waves to the seasonal cycle in the Tropical Atlantic is investigated. An analytical model of the baroclinic Rossby waves is forced with the annual and semiannual components of the climatological wind stress in the reopica (20 ¿S to 20 ¿N), excluding the Equator. The Rossby waves are fast enough in the tropics to influence the ocean on the seasonal timescale. The seasonal migrations of the sea surface troughs (lows) and ridges (highs) are linked to the forced Rossby waves and to their latitudinal speed dependency. The sea surface height of the analytical Rossby wave solutions are compared to data from the TOPEX/Poseidon satellite, the Levitus et al. <1994> climatology, a high-resolution ocean general circulation model, a baroclinic primitive equation model, and a numerical solution of the Rossby wave equation. The regions where the Rossby waves seem to play an important role are those with the strongest observed seasonal variability, in particular the region just north of Brazil. The forced Rossby wave is composed of one free Rossby wave part and one part due to the local forcing, both of equal importance in the whole region. The observed phase propagation is westward and decreases with latitude but not as much and as clearly as the theoretical Rossby waves do. ¿ 1999 American Geophysical Union