Dr. Linus Wunderlich
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ma.tum.deResearch interest
Modern finite element methods with applications:- Isogeometric mortar methods
- Reduced basis methods
- Shape optimization and parameter identification
- Nonconforming and discontinuous Galerkin method
- Signorini and contact problems
Projects
- Former doctoral researcher of the DFG-Project Hybrid discontinuous Galerkin methods in solid mechanics
within the SPP 1748 ”Reliable Simulation Techniques in Solid Mechanics. Development of Non-standard Discretisation Methods, Mechanical and Mathematical Analysis”.
- Former associated graduate student of the International Research Training Group IGDK .
- Former member of the elite graduate program TopMath.
Talks and Workshops
- Research Seminar at the Computational Mechanics & Advanced Materials Group, Università di Pavia (2017)
- Modern Finite Element Technologies 2017, Bad Honnef (2017)
- Austrian Numerical Analysis Day, Salzburg (2017)
- USACM Conference on Isogeometric Analysis and Meshfree Methods, La Jolla, California (2016)
- MFO Workshop: Computational Engineering, Oberwolfach (2015)
- Research Seminar at the Institute of Applied Mechanics, TU Braunschweig (2015)
- TopMath Talk, TUM (2013)
- 26th Chemnitz FEM Symposium 2013
- Summerschool "Reduced Basis Methods - Fundamentals and Applications" (2013)
- Reduced Basis Methods Workshop, Freudenstadt im Schwarzwald (2012)
- CIME-EMS Summer School in applied mathematics: IsoGeometric Analysis: a New Paradigm in the Numerical Approximation of PDEs, Cetraro, Italy (2012)
Publications
| Note: | For published articles, the provided PostScript files are preprints only. The published article usually varies from the preprint version to some extent. |
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| Author(s) | Title | Appeared In | Year | Type | Download |
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| Thomas Horger, Alessandro Reali, Barbara Wohlmuth, Linus Wunderlich | A hybrid isogeometric approach on multi-patches with applications to Kirchhoff plates and eigenvalue problems | Comput. Methods Appl. Mech. Engrg. | 2019 | Article in Journal |
Abstract
Link
Bibtex |
| Markus Muhr, Vanja Nikolic, Barbara Wohlmuth, Linus Wunderlich | Isogeometric shape optimization for nonlinear ultrasound focusing | AIMS Evolution Equations and Control Theory | 2019 | Article in Journal |
Abstract
Link
Bibtex |
| Hamid Bayat, Julian Kramer, Stefanie Reese, Christian Wieners, Barbara Wohlmuth, Stephan Wulfinghoff, Linus Wunderlich | Numerical evaluation of discontinuous and nonconforming finite element methods in nonlinear solid mechanics | Computational Mechanics | 2018 | Article in Journal |
Abstract
Link
Bibtex |
| Mert Deniz Alaydin, Alexander Popp, Alexander Seitz, Barbara Wohlmuth, Linus Wunderlich | Biorthogonal splines for optimal weak patch-coupling in isogeometric analysis with applications to finite deformation elasticity | Comp. Meth. Appl. Mech. Engrg. | 2018 | Article in Journal |
Abstract
Link
Bibtex |
| Thomas Horger, Barbara Wohlmuth, Linus Wunderlich | Reduced basis isogeometric mortar approximations for eigenvalue problems in vibroacoustics | Model Reduction of Parametrized Systems | 2017 | Article in Journal |
Abstract
Link
Bibtex |
| Ericka Brivadis, Annalisa Buffa, Barbara Wohlmuth, Linus Wunderlich | Isogeometric mortar methods | Comput. Meth. Appl. Mech. Eng., 284, 292–319 | 2015 | Article in Journal |
Abstract
Link
Bibtex |
| Olaf Steinbach, Barbara Wohlmuth, Linus Wunderlich | Trace and flux a priori error estimates in finite element approximations of Signorni-type problems | IMA J. Numer. Anal. | 2015 | Article in Journal |
Abstract
Link
Bibtex |
| Ericka Brivadis, Annalisa Buffa, Barbara Wohlmuth, Linus Wunderlich | The Influence of Quadrature Errors on Isogeometric Mortar Methods | IGAA Proceedings | 2015 | Article in Conference Proceedings |
Abstract
Link
Bibtex |
collection for publicly available preprint versions.
Teaching (as student assistant)
WS 2014/15
SS 2014
WS 2013/14
SS 2013
- Advanced Finite Element Methods (MA4303)
- Numerische Behandlung Partieller Differentialgleichungen (MA 9804)
- Einführung in Matlab (MA8202)
