AGORA - CLS publications

An Improved mapping method of multi-satellite altimeter data:

ERS-1 orbit improvement using TOPEX/POSEIDON : The 2 cm challenge

P.-Y. Le Traon and F. Ogor - CLS Space Oceanography Division

Journal of Geophysical Research (in press)

June 1997

ABSTRACT: The ERS-1 orbit error reduction method using TOPEX/POSEIDON data as a reference (Le Traon et al., 1995a) has been applied to ERS-1 data from the first 35-day repeat mission and from the 168-day geodetic mission. The method has been refined and formal error on the estimation is now calculated. With the new T/P and ERS-1 data sets which include in particular JGM-3 orbits and CSR3.0 tidal model, the estimated accuracy of the ERS-1 orbit error estimation is now about 2 cm rms only. The adjustment has been systematically performed for the ERS-1 JGM-3 and D-PAF orbits. The E-E crossover differences are reduced from 17 cm (using the D-PAF orbit) or 11 cm (using the JGM-3 orbit) to only 7 cm rms for all processed cycles. Similarly the TP-E crossover differences are reduced from 13 cm (using the D-PAF orbit) or 10 cm (using the JGM-3 orbit) to only 7 cm rms. The adjusted D-PAF and JGM-3 orbit errors have a mean rms of 10 and 7 cm respectively. The corrected Sea Surface Heights for the D-PAF and JGM-3 orbits have an rms difference of about 1 cm rms only while it is about 11 cm before T/P orbit error correction. This shows that the adjustment is not sensitive to the initial ERS-1 orbit used. It also confirms the 2 cm accuracy of the method. Repeat-track analysis for the 35-day repeat cycles (cycles 6 to 18) is finally performed. Mean difference of sea level variance before and after orbit error correction is 34 cm2 (D-PAF orbit) and 17 cm2 (JGM-3 orbit). Without the correction, even with the recent ERS-1 JGM-3 orbits, the signal is thus still too much corrupted by orbit error to allow an analysis of the large scale oceanic signal and to be merged with T/P data. It is shown, on the other hand, that the corrected ERS-1 and T/P sea level variabilities are in excellent agreement.