| 1 |
Optimal observations for variational data assimilation: |
| 2 |
Determining the overturning in the North Atlantic |
| 3 |
|
| 4 |
Armin Koehl |
| 5 |
|
| 6 |
An important aspect of ocean state estimation is the design of an |
| 7 |
observing system that allows to efficiently study climate aspects |
| 8 |
in the ocean. A solution of a design problem is presented |
| 9 |
here in terms of optimal observations that emerge as nondimensionalized |
| 10 |
singular vectors of the data resolution matrix. It is demonstrated |
| 11 |
that such optimal observations when applied to determining the strength |
| 12 |
of the overturning stream-function in the North Atlantic at 30 N in 900 m |
| 13 |
perform significantly better than section data in a 1 degree model. |
| 14 |
Preferred locations for hydrographic observations are primarily located |
| 15 |
along the western boundary north of 30N and along the eastern boundary |
| 16 |
south of 30 N and in the Iberian Sea. |
| 17 |
|
| 18 |
By revealing the main processes that accompany anomalies of the overturning, |
| 19 |
optimal observations are ideally suited for studying causes and effects of |
| 20 |
anomalies. The response on short time-scales is mainly wind driven and |
| 21 |
accounts for about two thirds of the anomaly, it includes Eckman transport |
| 22 |
and coastal up- and down-welling. A small part of the response is buoyancy |
| 23 |
driven and a slow response to primarily winter time anomalies in the Labrador |
| 24 |
Sea. Temperature and salinity anomalies in the initial conditions manifests |
| 25 |
induce alterations of the western boundary currents. The overall picture for |
| 26 |
year 1997 is an east west density contrast that manifests primarily along |
| 27 |
the boundaries in the upper 1000 m. |
| 28 |
|
| 29 |
|