4.6 Article

Systematic Bias Correction in Ocean Mesoscale Forecasting Using Machine Learning

Journal

Publisher

AMER GEOPHYSICAL UNION
DOI: 10.1029/2022MS003426

Keywords

bias correction; machine learning; mesoscale forecast; Gulf of Mexico

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This paper proposes a machine learning approach to improve the output of an ocean circulation model by learning and predicting its systematic biases. The method utilizes a sequence-to-sequence model to improve the representation of sea surface anomalies in model outputs using satellite altimeter data. The proposed method outperforms persistence in forecasting the systematic bias in the ocean circulation model and offers potential for further development of hybrid modeling tools.
The ocean circulation is modulated by meandering currents and eddies. Forecasting their evolution is a key target of operational models, but their forecast skill remains limited. We propose a machine learning approach that improves the output of an ocean circulation model by learning and predicting its systematic biases. This method can be applied a priori to any region, and is tested in the Gulf of Mexico, where the Loop Current (LC) and the large anticyclonic eddies that detach from it are major forecasting targets. The LC dynamics are recurrent and lie on a low-dimensional dynamical attractor. Building upon the information gained analyzing this low dimensional attractor, we improve the representation of sea surface anomalies in model outputs through information from satellite altimeter data using a Sequence-to-Sequence model, which is a special class of Recurrent Neural Network. Building upon the HYCOM-NCODA analysis system, we deliver a correction to the forecast at the observation resolution. For at least 15 days the proposed method learns to forecast the systematic bias in the HYCOM-NCODA, outperforming persistence, and improving the forecast. This data-driven approach is fast and can be implemented as an added step to any dynamical hindcasting or forecasting model. It offers an interesting avenue for further developing hybrid modeling tools. In these tools, fundamental physical conservations are preserved through the integration of partial differential equations which obey them. In addition, the method highlights specific deficiencies of the hindcast system that deserve further investigation in the future.

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