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Subskin SST : Comparable to in situ (buoy) measurements at night.
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| Figure 1 : Example of 0.05° resolution global SST product showing the contributing metagranules superimposed |
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| Figure 2 : example of 2 km resolution NAR SST product |
Access to the Low Earth Orbiter SST products in Near real time is indicated in the following table :
| Name of the product | Format | Access |
| MGR SST | L2P NetCDF | IFREMER FTP server |
| NAR SST | L3P NetCDF | IFREMER FTP server |
| NAR SST | GRIB2 | EUMETCAST |
| GLB SST | L3P NetCDF | IFREMER FTP server |
| GLB SST | GRIB2 | EUMETCAST |
L2P or L3P are the NetCDF format recommended by the GODAE High Resolution Sea Surface Temperature Pilot Project (GHRSST-PP), see Donlon, 2005. L2P and L3P are identical, “2” refer to products in satellite projection and “3” to gridded products.
°Kelvin. (generally displayed in ° Celsius in quicklooks)
The SST products are derived from the MetOp/AVHRR data acquired and processed at the CMS.
The processing chain includes the following main steps :
Based on previous experiences with GOES-East (Brisson et al., 2002) and SEVIRI (Le Borgne et al., 2006),
the following algorithms have been applied :
| NL : | SST = a T11 + (b TCLI + c Sθ)(T11 - T12) + d + eSθ + corr, for daytime |
| T37_1 : | SST = (a + b Sθ) T37 + (c + d Sθ) (T11 - T12) + e + fSθ + corr, for nightime |
T37, T11, T12 are the brightness temperatures at 3.7, 11 and 12 microns, respectively; corr is the correction term resulting from preliminary adjustment on the MDB; Sθ= sec(θ) –1, θ is the satellite zenith angle and TCLI is the mean climatological value.
In twilight conditions, SST is calculated through a weighted mean of daytime and nightime algorithms.