The Rossby radius of deformation characterizes the horizontal length scale at which rotational (Coriolis) effects become comparable to buoyancy/gravity wave effects, given by LR = √(gH')/f (or its equatorial analogue near the equator where f→0). For the tropical/equatorial atmosphere, using a typical equivalent depth of around 400 m for the free troposphere, this yields an unusually large deformation radius (compared to midlatitude values) due to the vanishing Coriolis parameter near the equator.
In midlatitudes, the Rossby radius of deformation for the atmosphere is typically around 1000 km, reflecting the synoptic scale of extratropical cyclones. However, near the...
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