A Physics-Informed Variational Inference Framework for Identifying Attributions of Extreme Stress Events in Low-Grain Polycrystals
Yinling Zhang, Samuel D. Dunham, Curt A. Bronkhorst, Nan Chen

TL;DR
This paper introduces a physics-informed variational inference framework that effectively identifies microstructural features leading to extreme stress events in low-grain polycrystals, combining extreme value statistics with physical models.
Contribution
It develops a novel variational inference approach integrating physics-based models and extreme value theory to better identify rare failure events in complex microstructures.
Findings
Reliable prediction of extreme stress events in polycrystals
Identification of microstructural features associated with failure
Framework provides physical insights with uncertainty quantification
Abstract
Polycrystalline metal failure often begins with stress concentration at grain boundaries. Identifying which microstructural features trigger these events is important but challenging because these extreme damage events are rare and the failure mechanisms involve multiple complex processes across scales. Most existing inference methods focus on average behavior rather than rare events, whereas standard sample-based methods are computationally expensive for high-dimensional complex systems. In this paper, we develop a new variational inference framework that integrates a recently developed computationally efficient physics-informed statistical model with extreme value statistics to significantly facilitate the identification of material failure attributions. First, we reformulate the objective to emphasize observed exceedances by incorporating extreme-value theory into the likelihood,…
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