Keil T, Kleikamp H, Lorentzen R, Oguntola M, Ohlberger M
Research article (journal) | Peer reviewedIn this contribution, we develop an efficient surrogate modeling frame- work for simulation-based optimization of enhanced oil recovery, where we particularly focus on polymer flooding. The computational approach is based on an adaptive training procedure of a neural network that directly approximates an input-output map of the underlying PDE- constrained optimization problem. The training process thereby focuses on the construction of an accurate surrogate model solely related to the optimization path of an outer iterative optimization loop. True evalua- tions of the objective function are used to finally obtain certified results. Numerical experiments are given to evaluate the accuracy and efficiency of the approach for a heterogeneous five-spot benchmark problem.
| Keil, Tim | Institute for Analysis and Numerics |
| Kleikamp, Hendrik | Professorship of Applied Mathematics, especially Numerics (Prof. Ohlberger) |
| Ohlberger, Mario | Professorship of Applied Mathematics, especially Numerics (Prof. Ohlberger) |
| Parametrized optimal control and transport-dominated problems: Reduced basis methods, nonlinear reduction strategies and data driven surrogates Candidate: Kleikamp, Hendrik | Supervisors: Ohlberger, Mario | Reviewers: Ohlberger, Mario; Breiten, Tobias Period of time: 01/01/2021 - 19/12/2024 Doctoral examination procedure finished at: Doctoral examination procedure at University of Münster |