This is not the latest version of this item. The latest version can be found at: https://kops.uni-konstanz.de/handle/123456789/49272.2
Type of Publication: | Contribution to a collection |
Publication status: | Submitted |
URI (citable link): | http://nbn-resolving.de/urn:nbn:de:bsz:352-2-2km8ph06rlld8 |
Author: | Banholzer, Stefan; Fabrini, Giulia; Grüne, Lars; Volkwein, Stefan |
Year of publication: | 2020 |
To Appear in: | Recent Trends in Multiobjective Optimization and Optimal Control |
Summary: |
In the present paper a multiobjective optimal control problem governed by a linear parabolic advection-diffusion-reaction equation is considered. The optimal controls are computed by applying model predictive control (MPC), which is a method for controlling dynamical systems over long or infinite time horizons by successively computing optimal controls over a moving finite time horizon. Numerical experiments illustrate that the proposed solution approach can be successfully applied although some of the assumptions made in [1,2] can not be guaranteed for the studied tests.
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Subject (DDC): | 510 Mathematics |
Link to License: | In Copyright |
BANHOLZER, Stefan, Giulia FABRINI, Lars GRÜNE, Stefan VOLKWEIN, 2020. Multiobjective model predictive control of a parabolic advection-diffusion-reaction equation. In: Recent Trends in Multiobjective Optimization and Optimal Control
@incollection{Banholzer2020Multi-49272, title={Multiobjective model predictive control of a parabolic advection-diffusion-reaction equation}, year={2020}, booktitle={Recent Trends in Multiobjective Optimization and Optimal Control}, author={Banholzer, Stefan and Fabrini, Giulia and Grüne, Lars and Volkwein, Stefan} }
Banholzer_2-2km8ph06rlld8.pdf | 139 |