DEOS Mass Transport model (DMT-1) based on GRACE satellite data: methodology and validation

The DEOS Mass Transport release 1 (DMT-1) model has been produced on the basis of intersatellite K-band ranging data acquired by the GRACE satellite mission. The functional model exploited in the data processing can be considered as a variant of the acceleration approach. Each element of the data ve...

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Bibliographic Details
Published in:Geophysical Journal International
Main Authors: Liu, X., Ditmar, P., Siemes, C., Slobbe, D. C., Revtova, E., Klees, R., Riva, R., Zhao, Q.
Format: Text
Language:English
Published: Oxford University Press 2010
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Online Access:http://gji.oxfordjournals.org/cgi/content/short/181/2/769
https://doi.org/10.1111/j.1365-246X.2010.04533.x
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Summary:The DEOS Mass Transport release 1 (DMT-1) model has been produced on the basis of intersatellite K-band ranging data acquired by the GRACE satellite mission. The functional model exploited in the data processing can be considered as a variant of the acceleration approach. Each element of the data vector is defined as a linear combination of three successive range measurements and can be interpreted as the line-of-sight projection of a weighted average of intersatellite accelerations. As such, the data vector can be directly linked to parameters of the gravitational field. In this way, a series of unconstrained monthly gravity field solutions is produced, each of which is defined as a set of spherical harmonic coefficients complete to degree 120. At the post-processing stage, the unconstrained solutions are filtered with a statistically optimal Wiener-type filter based on full covariance matrices of noise and signal. As such, the DMT-1 model is free from along-track artefacts, which are typical for many other GRACE gravity models. The accuracy of the DMT-1 model has been analysed in different ways. First, the signals observed in areas with minimal mass variations (Sahara, East Antarctica and the middle of the Pacific Ocean) are analysed and interpreted as an upper bound of the noise in the DMT-1 model. It is concluded that the pointwise errors after filtering are of the order of 2–3 cm in terms of equivalent water heights. For the mean mass variations in an area of 106 km2, the corresponding error reduces to 1.5–2 cm. Second, a time-series of mass variations in the Marie Byrd Land (Antarctica) has been analysed, where the true signal (mostly caused by postglacial rebound) is expected to be close to a linear trend. The rms of the post-fit residuals is found to be 3.3 cm, which is consistent with the error analysis in areas with minimal mass variations. Thirdly, the DMT-1 model has been applied to estimate mass variations in 2003–2006 in Lake Victoria (Africa), where a large drop of water level is observed in ...