Localized Reduced Basis Approximation of a Nonlinear Finite Volume Battery Model with Resolved Electrode Geometry
Ohlberger M, Rave S
Research article (book contribution) | Peer reviewedAbstract
In this contribution we present first results towards localized model order reduction for spatially resolved, three-dimensional lithium-ion battery models. We introduce a localized reduced basis scheme based on non-conforming local approximation spaces stemming from a finite volume discretization of the analytical model and localized empirical operator interpolation for the approximation of the model’s nonlinearities. Numerical examples are provided indicating the feasibility of our approach.
Details about the publication
Editors: Benner P., Ohlberger M., Patera A., Rozza G., Urban K.
Book title: Model Reduction of Parametrized Systems (Volume 2016)
Page range: 201-212
Publisher: Springer International Publishing
Place of publication: Cham
Title of series: MS&A (Modeling, Simulation and Applications)
Volume of series: 17
Status: Published
Release year: 2017
Language in which the publication is written: English
ISBN: 978-3-319-58785-1
Authors from the University of Münster
| Ohlberger, Mario | Professorship of Applied Mathematics, especially Numerics (Prof. Ohlberger) Center for Nonlinear Science Center for Multiscale Theory and Computation (CMTC) |
| Rave, Stephan | Mathematical Institute |