Developments in Machine Learning Across Earth System Modeling: Subgrid-Scale Parameterizations, Emulation, and Hybrid Modeling
Developments in Machine Learning Across Earth System Modeling: Subgrid-Scale Parameterizations, Emulation, and Hybrid Modeling
Session ID#: 280793
Session Description:
Machine learning is reshaping the representation of complex physical processes in Earth system models, offering new avenues for parameterization, emulation, and hybrid modeling. This session focuses on the use of machine learning to emulate computationally expensive or unresolved processes, accelerate physical simulations, enable data-driven discoveries, and improve representation across domains such as convection, turbulence, radiation, hydrology, sea ice, and other Earth system components. Topics include (but are not limited to):
- Subgrid-scale parameterizations via machine learning
- Emulators of physical processes, model components, or whole weather and climate models (including end-to-end learning and foundation models)
- Data-driven discoveries
- Hybrid ML-physics modeling frameworks
- Physics-informed neural networks, neural operators, and differentiable programming
- Reinforcement learning and other approaches for ensuring physical consistency, stability, and optimizing model behavior
- Calibration and parameter optimization using ML
- Verification and explainability (XAI) of data-driven models (including AI forecasting)
- Coupling of ML models with physical models
- Cross-domain applications (atmosphere, ocean, cryosphere, land).
Co-Sponsor(s):
- A - Atmospheric Sciences
- C - Cryosphere
- IN - Informatics
- OS - Ocean Sciences
Index Terms:
0545 Modeling [COMPUTATIONAL GEOPHYSICS]
1622 Earth system modeling [GLOBAL CHANGE]
1942 Machine learning [INFORMATICS]
4430 Complex systems [NONLINEAR GEOPHYSICS]
Primary Convener: Simon Driscoll, University of Cambridge, Department of Applied Mathematics and Theoretical Physics, Cambridge, United Kingdom
Conveners: Sara Shamekh, New York University, Center for Atmosphere Ocean Science, Courant Institute of Mathematical Sciences, New York, United States, Ching-Yao Lai, Stanford University, Department of Geophysics, Stanford, United States and Karan Jakhar, Pravāh, San Francisco, United States
See more of: Nonlinear Geophysics