Markus Kästner
Markus Kästner
Institute of Solid Mechanics, TU Dresden
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Cited by
Cited by
A numerical study on magnetostrictive phenomena in magnetorheological elastomers
P Metsch, KA Kalina, C Spieler, M Kästner
Computational Materials Science 124, 364-374, 2016
A nonlinear fractional viscoelastic material model for polymers
S Müller, M Kästner, J Brummund, V Ulbricht
Computational Materials Science 50 (10), 2938-2949, 2011
Inelastic material behavior of polymers–Experimental characterization, formulation and implementation of a material model
M Kästner, M Obst, J Brummund, K Thielsch, V Ulbricht
Mechanics of Materials 52, 40-57, 2012
Bézier extraction and adaptive refinement of truncated hierarchical NURBS
P Hennig, S Müller, M Kästner
Computer Methods in Applied Mechanics and Engineering 305, 316-339, 2016
XFEM modeling and homogenization of magnetoactive composites
C Spieler, M Kästner, J Goldmann, J Brummund, V Ulbricht
Acta Mechanica 224 (11), 2453-2469, 2013
Multiscale XFEM‐modelling and simulation of the inelastic material behaviour of textile‐reinforced polymers
M Kästner, G Haasemann, V Ulbricht
International journal for numerical methods in engineering 86 (4‐5), 477-498, 2011
Development of a quadratic finite element formulation based on the XFEM and NURBS
G Haasemann, M Kästner, S Prüger, V Ulbricht
International Journal for Numerical Methods in Engineering 86 (4‐5), 598-617, 2011
Isogeometric analysis of the Cahn–Hilliard equation–a convergence study
M Kästner, P Metsch, R De Borst
Journal of Computational Physics 305, 360-371, 2016
Microscale modeling and simulation of magnetorheological elastomers at finite strains: A study on the influence of mechanical preloads
KA Kalina, P Metsch, M Kästner
International Journal of Solids and Structures 102, 286-296, 2016
On the numerical handling of fractional viscoelastic material models in a FE analysis
S Müller, M Kästner, J Brummund, V Ulbricht
Computational Mechanics 51 (6), 999-1012, 2013
Higher‐order extended FEM for weak discontinuities–level set representation, quadrature and application to magneto‐mechanical problems
M Kästner, S Müller, J Goldmann, C Spieler, J Brummund, V Ulbricht
International Journal for Numerical Methods in Engineering 93 (13), 1403-1424, 2013
Phase-field modelling of interface failure in brittle materials
AC Hansen-Dörr, R de Borst, P Hennig, M Kästner
Computer Methods in Applied Mechanics and Engineering 346, 25-42, 2019
Modeling of magnetic hystereses in soft MREs filled with NdFeB particles
KA Kalina, J Brummund, P Metsch, M Kästner, DY Borin, JM Linke, ...
Smart Materials and Structures 26 (10), 105019, 2017
Projection and transfer operators in adaptive isogeometric analysis with hierarchical B-splines
P Hennig, M Ambati, L De Lorenzis, M Kästner
Computer Methods in Applied Mechanics and Engineering 334, 313-336, 2018
A convergence study of phase-field models for brittle fracture
T Linse, P Hennig, M Kästner, R de Borst
Engineering Fracture Mechanics 184, 307-318, 2017
Theoretical models for magneto-sensitive elastomers: a comparison between continuum and dipole approaches
D Romeis, P Metsch, M Kästner, M Saphiannikova
Physical Review E 95 (4), 042501, 2017
Adaptive mesh refinement strategies in isogeometric analysis—A computational comparison
P Hennig, M Kästner, P Morgenstern, D Peterseim
Computer Methods in Applied Mechanics and Engineering 316, 424-448, 2017
Experimental characterisation and numerical modelling of cutting processes in viscoelastic solids
M Boisly, S Schuldt, M Kästner, Y Schneider, H Rohm
Journal of Food Engineering 191, 1-9, 2016
Skalenübergreifende Modellierung und Simulation des mechanischen Verhaltens von textilverstärktem Polypropylen unter Nutzung der XFEM
M Kästner
Multi-scale modelling and simulation of textile reinforced materials
G Haasemann, M Kästner, V Ulbricht
III European Conference on Computational Mechanics, 510-510, 2006
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