| Copyright © 2009. National Academy of Sciences. All rights reserved. Terms of Use and Privacy Statement |
Below are the first 10 and last 10 pages of uncorrected machine-read text (when available) of this chapter, followed by the top 30 algorithmically extracted key phrases from the chapter as a whole.
Intended to provide our own search engines and external engines with highly rich, chapter-representative searchable text on the opening pages of each chapter.
Because it is UNCORRECTED material, please consider the following text as a useful but insufficient proxy for the authoritative book pages.
Do not use for reproduction, copying, pasting, or reading; exclusively for search engines.
OCR for page 73
Oceanography in 2025: Proceedings of a Workshop
Ageostrophic Circulation in the Ocean
Peter Niiler*
To understand ocean circulation from observations, large international projects have been undertaken in the past 50 years to measure the temperature, salinity and satellite sea level. These data are used to compute horizontal pressure gradients and the corresponding geostrophic circulation on 400 km scales over the globe and 1-10 km on scales locally. When direct near surface velocity observations are added to the momentum balance during this computation a 50 km spatial scale distribution of dynamically balanced sea level, or geostrophic circulation can be computed (Figure 1).
Every ocean GCM (OCGM) in operation today can ‘smoothly’ assimilate these temperature, salinity and sea level data and produce a ‘geostropic’ circulation from a balance of local horizontal pressure gradient and the Coriolis force over most of the water column.
But theory and observations both demonstrate that the circulation is not in geostrophic balance along lateral ocean boundaries, in straits and overflows and in the upper 200 m nearly everywhere. In this upper ocean column where momentum and vorticity is imparted by the wind stress, the principal exchanges of thermal energy and fresh water takes place and where most of the biological productivity occurs, the circulation is quite different as implied by the geostrophic contours of Figure 1.
A ‘streak line’ map of the 15 m-depth circulation can be constructed from the integration or drifter motion (Figure 2) that shows dramatic
*
Scripps Institution of Oceanography, University of California, San Diego
OCR for page 74
Oceanography in 2025: Proceedings of a Workshop
FIGURE 1 The 15 m-depth dynamic topography computed from application of the horizontal momentum balance to satellite sea level and drifter velocity observations. The geostrophic currents flow along contours of constant sea level, contoured in 10 cm intervals. From Maximenko et al., 2009.
departures from the geostrophic streamlines. The most notable is that while the geostrophic circulation moves water from the mid-latitudes toward the equator, the streak lines move water toward the pole. In the subtropical North Atlantic and North Pacific the ageostrophic velocity component to the north is at least twice as strong as is the geostrophic
FIGURE 2 Streak lines of the 15 m-depth velocity derived from the Lagrangian motion of drifters. The shade indicated the speed on a logarithmic scale and black arrows mark the direction of flow. Note the large scale convergent vortices on the both the northeast Pacific (a well known region of plastic accumulation) and a similar, and more stable vortex, in the southeast Pacific (from where no water property data has been garnered). From Maximenko et al., 2009.
OCR for page 75
Oceanography in 2025: Proceedings of a Workshop
velocity component to the south. The vertical structure of the ageostrophic velocity is not well measured in general and each OGCM will produce a vertical structure depending upon its vertical and horizontal turbulence models and the spatial resolutions in which these are applied. The ageostrophic component of the horizontal circulation contains the largest horizontal divergence, and hence vertical velocities, and thus every model will present a different vertical circulation.
Secondly, the greater part of the ocean contains both stationary and transient mesoscale features that commonly have local Rossby numbers of 0.1-0.2. Model calculations demonstrate that in such circumstances it is not appropriate to construct a map of upper ocean circulation from the arithmatic sum of a local Ekman Current and local geostrophic current. An ageostrophic current, or a secondary three-dimensional flow pattern, results from the non-linear interaction of the local wind-forced flow and the vorticity structure of the underlying mesoscale (Figure 3). This verti-
FIGURE 3 The 9-year mean sea level height and ageostrophic velocity at 15 m-depth of 5 km horizontal resolved Regional Ocean Model System (ROMS) of the California Current System (CCS) (left panel). As also observed, ROMS produces four semi-permanent cyclonic meanders of the sea level, or standing cold ‘geostrophic’ eddies in the CCS, even when driven with large scale COADS monthly mean winds. The ageostrophic velocity forms convergent and divergent patterns that are tied to the meanders. The right panel shows the ageostrophic surface velocity (black arrows) in a model of a symmetric cold eddy of the strength and vertical structure commonly observed in the CCS that is forced by a uniform wind. Note the similarity of the surface ageostrophic velocity in ROMS of the CCS and model of a single cold eddy-wind interaction. The contoured shades are changes in SST (C°) caused by this interaction. From Centurioni et al., 2008.
OCR for page 76
Oceanography in 2025: Proceedings of a Workshop
cal circulation, which extends to over 200 m depth, is produced from the ageostrophic horizontal velocity convergence. Model diagnostics show that this vertical circulation is a strong function of parameterizations of both horizontal and vertical mixing in the model.
Oceanography of 2025 will require observations and realistic modeling of the circulation patterns that contain the vertical motion of the upper 200 m. Models will be compared not by how well they assimilate or replicate the sea level or reproduce the geostrophic velocity, but rather by how their internal vorticity and thermal energy and fresh water balances maintain ageostrophic velocity structures and the associated vertical circulations. This task calls for development and implementation of continued new methods and instruments for direct velocity observations of the oceans.
REFERENCES
Maximenko et al. 2009 (in press). Mean dynamic topography of the ocean derived from satellite and drifting buoy data using three different techniques. Journal of Ocean and Atmospheric Technology.
Centurioni et al. 2008. Permanent Meanders in the California Current System. Journal of Physical Oceanography. 38(8): 1690-1710.