## Description

Modeling complex physical systems plays a vital role in many science and engineering domains where computational models, e.g., inform decisions and guide design, particularly when data is sparse. We develop a Graph-Informed Neural Network (GINN), which forms part of a broader strategy for incorporating domain knowledge into deep learning for complex physical systems. This framework utilizes probabilistic graphical models to embed expert knowledge, available data, and design constraints into a physics-based representation. Next, the hidden nodes of a neural network (i.e., learned features) replace computationally intensive nodes in the probabilistic graphical model. The resulting GINN is a learned statistical surrogate that can cheaply generate a large amount of output data for sensitivity analysis and further uncertainty quantification. Incorporating available domain knowledge into machine-learned models has the potential to reduce data requirements while accelerating training and prediction and enhancing the accuracy, interpretability, and defensibility of the surrogate. As a proof of concept, we build two GINNs of interest in energy storage: (1) a multiscale model of electrical double-layer capacitor dynamics and (2) a nonlinear dynamical system describing biomolecular adsorption.Period | 15 Feb 2021 |
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Event title | Dundee Mathematics Seminar |

Event type | Seminar |

Location | Dundee, United Kingdom |

Degree of Recognition | Local |