Abstract
Abstract Hydrographic station data from 24°N, 8°N, 8°S and 24°S in the Atlantic Ocean are used to calculate geostrophic transport in eight layers separated by isopycnal surfaces. In the upper ocean, the geostrophic transport is strongly northward across 8°S and strongly southward across 8°N resulting in a geostrophic convergence of ?25 ? 106 m2 s?1 in water of density less than ? = 26.8. This is equal to the magnitude of the Ekman divergence calculated from observed wind. Similarly, geostrophic divergences of surface layers between 8°N and 24°N and between 8°S and 24°S are balanced by estimated Ekman convergences in those areas. The net upper-ocean transport across each latitude, given by the sum of Ekman transport plus upper ocean geostrophic transport, is ?10 ? 106 m3 s?1 northward. This transport is a component of the large-scale meridional cell which carries surface water and heat northward in both hemispheres of the Atlantic, with a return flow of cold water at depth.
Cite
CITATION STYLE
Roemmich, D. (1983). The Balance of Geostrophic and Ekman Transports in the Tropical Atlantic Ocean. Journal of Physical Oceanography, 13(8), 1534–1539. https://doi.org/10.1175/1520-0485(1983)013<1534:tbogae>2.0.co;2
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