Követés
Michael H. Gfrerer
Cím
Hivatkozott rá
Hivatkozott rá
Év
Isogeometric parametrization inspired by large elastic deformation
A Shamanskiy, MH Gfrerer, J Hinz, B Simeon
Computer Methods in Applied Mechanics and Engineering 363, 112920, 2020
192020
Wave propagation in elastic trusses: An approach via retarded potentials
D Pölz, MH Gfrerer, M Schanz
Wave Motion 87, 37-57, 2019
172019
Mindlin theory for the bending of porous plates
J Sladek, V Sladek, M Gfrerer, M Schanz
Acta Mechanica 226, 1909-1928, 2015
162015
A high‐order FEM with exact geometry description for the Laplacian on implicitly defined surfaces
MH Gfrerer, M Schanz
International journal for numerical methods in engineering 114 (11), 1163-1178, 2018
132018
Fiber-based modeling and simulation of skeletal muscles
MH Gfrerer, B Simeon
Multibody system dynamics 52 (1), 1-30, 2021
122021
Code verification examples based on the method of manufactured solutions for Kirchhoff–Love and Reissner–Mindlin shell analysis
MH Gfrerer, M Schanz
Engineering with Computers 34, 775-785, 2018
112018
Geometrically exact isogeometric Bernoulli–Euler beam based on the Frenet–Serret frame
A Borković, MH Gfrerer, B Marussig
Computer Methods in Applied Mechanics and Engineering 405, 115848, 2023
72023
High order exact geometry finite elements for seven-parameter shells with parametric and implicit reference surfaces
MH Gfrerer, M Schanz
Computational mechanics 64 (1), 133-145, 2019
72019
A coupled FEM‐MFS method for the vibro‐acoustic simulation of laminated poro‐elastic shells
MH Gfrerer, M Schanz
International journal for numerical methods in engineering 121 (19), 4235-4267, 2020
52020
A -continuous Trace-Finite-Cell-Method for linear thin shell analysis on implicitly defined surfaces
MH Gfrerer
Computational Mechanics 67 (2), 679-697, 2021
32021
A unified approach to shape and topological sensitivity analysis of discretized optimal design problems
P Gangl, MH Gfrerer
Applied Mathematics & Optimization 88 (2), 46, 2023
22023
Vibro-acoustic simulation of poroelastic shells
MH Gfrerer
Monographic Series TU Graz, Computation in Engineering and Science, 2018
22018
The Numerical Assembly Technique for arbitrary planar beam structures based on an improved homogeneous solution
T Kramer, MH Gfrerer
PAMM 23 (1), e202200059, 2023
12023
The Numerical Assembly Technique for arbitrary planar systems based on an alternative homogeneous solution
T Kramer, MH Gfrerer
arXiv preprint arXiv:2204.11688, 2022
12022
A coupled FEM-MFS framework for the vibro-acoustic simulation of laminated poro-elastic shells
MH Gfrerer, M Schanz
Institute of Applied Mechanics, 1-44, 2020
12020
Code verification in shell analysis by the method of manufactured solutions
M Gfrerer, M Schanz
Proceedings of the VII European Congress on Computational Methods in Applied …, 2016
12016
A numerical assembly technique for free vibration of plane frames using a shifted and deflated Newton method
T Kramer, MH Gfrerer
Journal of Sound and Vibration, 118435, 2024
2024
A novel section-section potential for short-range interactions between plane beams
A Borković, MH Gfrerer, RA Sauer, B Marussig, TQ Bui
arXiv preprint arXiv:2404.04408, 2024
2024
Multiphasic model of early stage hydration in concrete using the theory of porous media
S Prskalo, MH Gfrerer, M Schanz
PAMM 23 (4), e202300220, 2023
2023
Rigorous code verification for non-linear Kirchhoff–Love shells based on tangential differential calculus with application to Isogeometric Analysis
MH Gfrerer
Finite Elements in Analysis and Design 227, 104041, 2023
2023
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Cikkek 1–20