Data-Driven Models for the Spatio-Temporal Interpolation of Satellite-Derived SST Fields

• Published in: IEEE transactions on computational imaging Vol. 3; no. 4; pp. 647 - 657
• Main Authors: Fablet, Ronan, Phi Huynh Viet, Lguensat, Redouane
• Format: Journal Article
• Language: English
• Published: IEEE 01.12.2017
• Subjects: Analog and exemplar-based models; Computational modeling; Data assimilation; Data models; Engineering Sciences; Interpolation; multi-scale decomposition; ocean remtote sensing data; Ocean, Atmosphere; optimal interpolation; patch-based representation; Principal component analysis; Sciences of the Universe; Sea surface; Signal and Image processing
• ISSN: 2573-0436; 2333-9403; 2333-9403
• DOI: 10.1109/TCI.2017.2749184

Satellite-derived products are of key importance for the high-resolution monitoring of the ocean surface on a global scale. Due to the sensitivity of spaceborne sensors to the atmospheric conditions as well as the associated spatio-temporal sampling, ocean remote sensing data may be subject to high-missing data rates. The spatio-temporal interpolation of these data remains a key challenge to deliver L4 gridded products to end-users. Whereas operational products mostly rely on model-driven approaches, especially optimal interpolation based on Gaussian process priors, the availability of large-scale observation and simulation datasets calls for the development of novel data-driven models. This study investigates such models. We extend the recently introduced analog data assimilation to high-dimensional spatio-temporal fields using a multiscale patch-based decomposition. Using an observing system simulation experiment for sea surface temperature, we demonstrate the relevance of the proposed data-driven scheme for the real missing data patterns of the high-resolution infrared METOP sensor. It has resulted in a significant improvement w.r.t. state-of-the-art techniques in terms of interpolation error (about 50% of relative gain) and spectral characteristics for horizontal scales smaller than 100 km. We further discuss the key features and parameterizations of the proposed data-driven approach as well as its relevance with respect to classical interpolation techniques.