Stabilization of the wave equation in port-Hamiltonian modelling
Authors
Birgit Jacob, Nathanael Skrepek
Abstract
We investigate the stability of the wave equation with spatial dependent coefficients on a bounded multidimensional domain.The system is stabilized via a scattering passive feedback law.We formulate the wave equation in a port-Hamiltonian fashion and show that the system is semi-uniformly stable.The authors are working in the ITN network ConFlex.
Citation
- Journal: MATHMOD 2022 Discussion Contribution Volume
- Year: 2022
- Volume:
- Issue:
- Pages: 91–92
- Publisher: ARGESIM Publisher Vienna
- DOI: 10.11128/arep.17.a17205
BibTeX
@inproceedings{Jacob_2022,
series={MATHMOD 2022},
title={{Stabilization of the wave equation in port-Hamiltonian modelling}},
DOI={10.11128/arep.17.a17205},
booktitle={{MATHMOD 2022 Discussion Contribution Volume}},
publisher={ARGESIM Publisher Vienna},
author={Jacob, Birgit and Skrepek, Nathanael},
year={2022},
pages={91--92},
collection={MATHMOD 2022}
}