Integrating Score-Based Diffusion Models with Machine Learning-Enhanced Localization for Advanced Data Assimilation in Geological Carbon Storage
Gabriel Serr\~ao Seabra (1, 2), Nikolaj T. M\"ucke (1), Vinicius Luiz Santos Silva (2, 4), Alexandre A. Emerick (2), Denis Voskov (1, 5), Femke Vossepoel (1) ((1) Faculty of Civil Engineering, Geosciences, TU Delft, Delft, Netherlands, (2) Petroleo Brasileiro S.A. (Petrobras)

TL;DR
This paper presents a novel framework combining score-based diffusion models with machine learning-enhanced localization to improve data assimilation and uncertainty quantification in geological carbon storage, especially in channelized reservoirs.
Contribution
It introduces an integrated approach that leverages diffusion models and machine learning for better covariance estimation in GCS data assimilation.
Findings
ML-based localization maintains more ensemble variance.
Achieves comparable data-matching quality with improved uncertainty quantification.
Framework applicable to real GCS scenarios for risk assessment.
Abstract
Accurate characterization of subsurface heterogeneity is important for the safe and effective implementation of geological carbon storage (GCS) projects. This paper explores how machine learning methods can enhance data assimilation for GCS with a framework that integrates score-based diffusion models with machine learning-enhanced localization in channelized reservoirs during CO injection. We employ a machine learning-enhanced localization framework that uses large ensembles () with permeabilities generated by the diffusion model and states computed by simple ML algorithms to improve covariance estimation for the Ensemble Smoother with Multiple Data Assimilation (ESMDA). We apply ML algorithms to a prior ensemble of channelized permeability fields, generated with the geostatistical model FLUVSIM. Our approach is applied on a CO injection scenario simulated using the…
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Taxonomy
TopicsCO2 Sequestration and Geologic Interactions · Reservoir Engineering and Simulation Methods · Advanced Mathematical Modeling in Engineering
