1 of 1

Parametric Sensitivities of Oceans Using Neural Surrogates

1

Scientific Achievement

Developed neural network surrogates for an idealized wind-driven ocean model to investigate its parametric sensitivity. Focused on four parameters and their impact on the prognostic variables using reverse-mode auto-differentiation of the surrogate models.

Significance and Impact

Oceans are essential in mitigating climate change by transporting heat and carbon dioxide. Understanding the impact of parameters, such as salinity, is crucial for accurate forecasting of the ocean dynamics. Our work bypasses the expensive, non-differentiable first principle-based simulations and leverages the expressivity and differentiability of neural networks to calculate the parametric sensitivities.

Technical Approach

- A perturbed parameter ensemble of Simulating Ocean Mesoscale Activity (SOMA) generates data for surrogate training and evaluation.

- Fourier Neural Operator-based learners are trained to forecast one-step forward dynamics with varying ocean parameters.

- Adjoint sensitivities of the parameters are obtained via reverse-mode auto-differentiation of the trained surrogates.

PI(s)/Facility Lead(s): Sri Hari Krishna Narayanan

Collaborating Institutions: Argonne National Lab, Los Alamos National Lab, University of Texas, Austin.

ASCR Program: SciDAC Partnership

ASCR PM: Lali Chatterjee, Kalyan Perumalla

Publication(s): Sun, Y., et al, "Parametric Sensitivities of a Wind-driven Baroclinic Ocean using Neural Surrogates," in the Platform for Advanced Scientific Computing Conference, 2024, in press.

Fig 2: One-step forward predictions from the trained FNO for all five prognostic variables at a depth of approximately 43 m in the circular basin of SOMA and at timestep 15 (days).

Sun, Y., et al, "Parametric Sensitivities of a Wind-driven Baroclinic Ocean using Neural Surrogates," in the Platform for Advanced Scientific Computing Conference, 2024, in press.�

Fig 1: Fourier Neural Operator for single time-stepping forecast. The input consists of the prognostic variables at the current time and the physical model parameter. The output is the same variables at the next time step.

With ImPACTS Partnership (BES)