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Wind-Stress Wind-Stress Curl (Chelton et al., 2004)

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Presentation on theme: "Wind-Stress Wind-Stress Curl (Chelton et al., 2004)"— Presentation transcript:

1 Wind-Stress Wind-Stress Curl (Chelton et al., 2004)

2 Ekman Pumping due to Wind-Stress Curl Blue regions: Ekman pumping (wind curl is negative in northern hemisphere and positive in southern hemisphere, leading to Ekman convergence) Yellow-red regions: Ekman suction (vice versa) Ekman transport convergence = downwelling = “Ekman pumping” Ekman transport divergence = upwelling = “Ekman suction”

3 Depth-integrated Sverdrup transport applied globally using the wind stress from Hellerman and Rosenstein (1983). Contour interval is 10 Sverdrups. From Tomczak and Godfrey (1994).

4 v(y) = -1/(     H) ∂ y  (x)  (x) =  (x) (y) 3-D Sketch of Sverdrup Balance


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