Leiter Fachgebiet Baumechanik und Numerische Methoden
Gastprofessor Dr.-Ing. habil. Geralf Hütter
BTU Cottbus-Senftenberg
Lehrgebäude 2A, Raum A1.25
T: +49 (0) 355 69 3492
geralf.huetter(at)b-tu.de
Sprechzeiten nach Vereinbarung
Kurzlebenslauf
| seit 10/2021 | Leitung des Fachgebiet Baumechanik und Numerische Methoden an der BTU Cottbus - Senftenberg als Gastprofessor |
| 2019 | Habilitation mit einer Schrift zum Thema "A theory for the homogenisation towards micromorphic media and its application to size effects and damage", TU Bergakademie Freiberg |
| 2013 | Promotion mit einer Dissertationsschrift "Multi-scale simulation of crack propagation in the ductile-brittle transition region", TU Bergakademie Freiberg |
| seit 2008 | wissenschaftlicher Mitarbeiter am Lehrstuhl für Technische Mechanik - Festkörpermechanik an der TU Bergakademie Freiberg |
| 2003 - 2008 | Studium des Maschinenbaus an der TU Dresden, Vertiefungsrichtung Angewandte Mechanik |
Forschungsschwerpunkte
- Mehrskalensimulation und Homogenisierung
- generalisierte Kontinuumstheorien
- Bruch- und Schädigungsmechanik
- Werkstoffmechanik
Publikationen
Wichtigste Publikationen:
- G. Rizzi, G. Hütter, A. Madeo, P. Neff: Analytical solutions of the cylindrical bending problem for the relaxed micromorphic continuum and other generalized continua, Continuum Mechanics and Thermodynamics 33 (2021), 1505-1539, preprint
- N. Lange, G. Hütter, B. Kiefer: An efficient monolithic solution scheme for FE² problems, Computer Methods in Applied Mechanics and Engineering 382 (2021), 113886, preprint
- C. Settgast, G. Hütter, M. Kuna, M. Abendroth: A hybrid approach to simulate the homogenized irreversible elastic-plastic deformations and damage of foams by neural networks, International Journal of Plasticity 126 (2020), 102624, preprint
- G. Hütter, K. Sab, S. Forest: Kinematics and constitutive relations in the stress-gradient theory: interpretation by homogenization, International Journal of Solids and Structures 193-194 (2020), 90-97, preprint
- G. Hütter: Coleman–Noll Procedure for Classical and Generalized Continuum Theories, In: Altenbach, Öchsner (Eds.): Encyclopedia of Continuum Mechanics, Springer, 2019
- A. Seupel, G. Hütter, M. Kuna: An efficient FE-implementation of implicit gradient-enhanced damage models to simulate ductile failure, Engineering Fracture Mechanics 199 (2018), 41-60, preprint
- M. Lukhi, M. Kuna, G. Hütter: Numerical investigation of low cycle fatigue mechanism in nodular cast iron, International Journal of Fatigue 113 (2018), 290-298, preprint
- G. Hütter: Homogenization of a Cauchy continuum towards a micromorphic continuum, Journal of the Mechanics and Physics of Solids, 99 (2017), 394-408, PDF
- G. Hütter, L. Zybell, M. Kuna: Micromechanisms of fracture in nodular cast iron: From experimental findings towards modeling strategies – A review, Engineering Fracture Mechanics, 144 (2015), 118-141 pdf
- S. Roth, G. Hütter, M. Kuna: Simulation of fatigue crack growth with a cyclic cohesive zone model, International Journal of Fracture, 188 (2014), 23-45 PDF
- G. Hütter, L. Zybell, U. Mühlich, M. Kuna: Consistent Simulation of Ductile Crack Propagation with Discrete 3D Voids, Computational Materials Science 80 (2013), 61-70
- G. Hütter, T. Linse, U. Mühlich, M. Kuna: Simulation of Ductile Crack Initiation and Propagation by means of a Non-local GTN-model under Small-Scale Yielding, International Journal of Solids and Structuctures 50 (2013), 662-671
Vollständige Publikationsliste:
Google Scholar , ORCID (0000-0003-3860-2843) , Scopus (36859430700) , Web of Science (I-6649-2019)