1990
DOI: 10.1038/348227a0
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Large variations in potential vorticity at small spatial scales in the upper ocean

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1990
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Cited by 54 publications
(38 citation statements)
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“…(9), which contains the most important result concerning SST, whenever a QG flow is present. This result, which relates SST to subsurface temperature and vorticity is akin to the suggestion by Pollard and Regier (1990) that QG potential vorticity is the key to the physics of the structure of the surface layer, although it is proven here that more relevant quantities are actually the depth-integrated components of potential vorticity, which are respectively, the depth-integrated QG vortex stretching (i.e., subsurface temperature) and depth-integrated relative vorticity, and that the dynamics depend on the local Burger number.…”
Section: Resultssupporting
confidence: 73%
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“…(9), which contains the most important result concerning SST, whenever a QG flow is present. This result, which relates SST to subsurface temperature and vorticity is akin to the suggestion by Pollard and Regier (1990) that QG potential vorticity is the key to the physics of the structure of the surface layer, although it is proven here that more relevant quantities are actually the depth-integrated components of potential vorticity, which are respectively, the depth-integrated QG vortex stretching (i.e., subsurface temperature) and depth-integrated relative vorticity, and that the dynamics depend on the local Burger number.…”
Section: Resultssupporting
confidence: 73%
“…), Pedlosky, 1987) and a the thermal expansion coefficient. Using these two relations, (7) can be written as: The order of magnitude of the SST variability is directly proportional to the Rossby number E. Moreover (9) shows that, when a] -a2' the SST variability should resemble the potential vorticity of the QG flow vertically integrated over the surface layer, thus reinforcing the findings of Woods (1988) and Pollard and Regier (1990). However reality is more complex: SST variability is clearly linked to the vorticity and to the stretching of the QG flow in the surface layer, but the relative influence of the two strongly depends on the coefficients al and a2' i.e., on the amplitude of the ML deepening.…”
Section: Journal Of Marine Researchsupporting
confidence: 57%
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“…Considerable variability and patchiness in the distribution of phytoplankton populations have been observed in regions where nutrient-rich water is carried up into the mixed layer of the oceans (Gower, Denman & Holyer, 1980;Pollard & Regier, 1990). These respond to the motion of water masses of different temperature and salinity as isolation of surface water results in declining phytoplankton populations through nutrient consumption, whereas active vertical water motion results in increasing populations through nutrient recovery.…”
Section: D Final Remarksmentioning
confidence: 99%
“…The results of this study are valid for the upper layers of the ocean at midlatitude, where the inertial energy is large, and for small-scale energetic eddies such as those observed by Pollard and Regier (1990) and Rudnick (2001). To extend their robustness, it is necessary to explore a larger region of the parameter space and in particular to consider smaller horizontal diffusivity.…”
Section: Resultsmentioning
confidence: 99%