A Deep Learning Earth System Model for Efficient Simulation of the Observed Climate
Nathaniel Cresswell-Clay, Bowen Liu, Dale Durran, Zihui Liu, Zachary I. Espinosa, Raul Moreno, Matthias Karlbauer
TL;DR
This work introduces the Deep Learning Earth System Model (DLESyM), a parsimonious coupled atmosphere-ocean DL framework designed to reproduce the current Earth climate with long, drift-free rollouts. By deploying two U-net based prognostic networks for the atmosphere and ocean, plus a separate precipitation-diagnosis module, and training on short-term data from ERA5 and ISCCP, the model achieves 1000-year equilibrated climate simulations in about 12 hours. DLESyM demonstrates realistic representations of seasonal and interannual variability, including tropical cyclones, atmospheric blocking, NAM/SAM modes, and the Indian Summer Monsoon, with fidelity competitive to CMIP6 models at similar resolution. The approach lowers computational barriers and enables extensive long-range climate analysis and S2S forecasting, while highlighting pathways for future improvements such as a more sophisticated ocean component and forcing schemes for future climate scenarios.
Abstract
A key challenge for computationally intensive state-of-the-art Earth System models is to distinguish global warming signals from interannual variability. Here we introduce DLESyM, a parsimonious deep learning model that accurately simulates the Earth's current climate over 1000-year periods with no smoothing or drift. DLESyM simulations equal or exceed key metrics of seasonal and interannual variability--such as tropical cyclogenesis over the range of observed intensities, the cycle of the Indian Summer monsoon, and the climatology of mid-latitude blocking events--when compared to historical simulations from four leading models from the 6th Climate Model Intercomparison Project. DLESyM, trained on both historical reanalysis data and satellite observations, is an accurate, highly efficient model of the coupled Earth system, empowering long-range sub-seasonal and seasonal forecasts while using a fraction of the energy and computational time required by traditional models.
