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Sandra Klinge
Sandra Klinge
Professor in Computational Mechanics, SMB Department, TU Berlin, Germany
Bestätigte E-Mail-Adresse bei tu-berlin.de - Startseite
Titel
Zitiert von
Zitiert von
Jahr
Application of the multiscale FEM to the modeling of cancellous bone
S Ilic, K Hackl, R Gilbert
Biomechanics and modeling in mechanobiology 9, 87-102, 2010
782010
Application of the multiscale FEM to the modeling of nonlinear composites with a random microstructure
S Klinge, K Hackl
International Journal for Multiscale Computational Engineering 10 (3), 2012
392012
Application of the multiscale FEM to the modeling of nonlinear multiphase materials
S Ilic, K Hackl
Journal of theoretical and applied mechanics 47 (3), 537-551, 2009
352009
Reissner-mindlin based isogeometric finite element formulation for piezoelectric active laminated shells
P Milić, D Marinković, S Klinge, Ž Ćojbašić
Tehnički vjesnik 30 (2), 416-425, 2023
282023
Modeling of curing processes based on a multi-field potential. Single-and multiscale aspects
S Klinge, A Bartels, P Steinmann
International Journal of Solids and Structures 49 (17), 2320-2333, 2012
272012
The multiscale approach to the curing of polymers incorporating viscous and shrinkage effects
S Klinge, A Bartels, P Steinmann
International Journal of Solids and Structures 49 (26), 3883-3900, 2012
242012
Coupling of the phase field approach to the Armstrong-Frederick model for the simulation of ductile damage under cyclic load
S Aygün, T Wiegold, S Klinge
International Journal of Plasticity 143, 103021, 2021
162021
Application of a biphasic representative volume element to the simulation of wave propagation through cancellous bone
S Ilic, K Hackl, RP Gilbert
Journal of Computational Acoustics 19 (02), 111-138, 2011
162011
Inverse analysis for multiphase nonlinear composites with random microstructure
S Klinge
International Journal for Multiscale Computational Engineering 10 (4), 2012
152012
Inverse analysis for heterogeneous materials and its application to viscoelastic curing polymers
S Klinge, P Steinmann
Computational Mechanics 55, 603-615, 2015
122015
Continuum mechanical modeling of strain-induced crystallization in polymers
S Aygün, S Klinge
International Journal of Solids and Structures 196, 129-139, 2020
112020
A mechanical model for dissolution–precipitation creep based on the minimum principle of the dissipation potential
S Klinge, K Hackl, J Renner
Proceedings of the Royal Society A: Mathematical, Physical and Engineering …, 2015
102015
Multiscale FEM simulations of cross‐linked actin network embedded in cytosol with the focus on the filament orientation
S Klinge, S Aygün, RP Gilbert, GA Holzapfel
International journal for numerical methods in biomedical engineering 34 (7 …, 2018
82018
Determination of the geometry of the RVE for cancellous bone by using the effective complex shear modulus
S Klinge
Biomechanics and modeling in mechanobiology 12, 401-412, 2013
82013
Parameter identification for two-phase nonlinear composites
S Klinge
Computers & structures 108, 118-124, 2012
82012
Homogenisation of random composites via the multiscale finite‐element method
S Ilić, K Hackl
PAMM: Proceedings in Applied Mathematics and Mechanics 4 (1), 326-327, 2004
82004
Numerical analysis of the impact of cytoskeletal actin filament density alterations onto the diffusive vesicle-mediated cell transport
DC Haspinger, S Klinge, GA Holzapfel
PLOS Computational Biology 17 (5), e1008784, 2021
72021
Investigation of the influence of reflection on the attenuation of cancellous bone
S Klinge, K Hackl, RP Gilbert
Biomechanics and modeling in mechanobiology 12, 185-199, 2013
72013
Application of the multiscale FEM to the determination of macroscopic deformations caused by dissolution precipitation creep
S Klinge, K Hackl
International Journal for Multiscale Computational Engineering 14 (2), 2016
52016
Homogenization theories and inverse problems
RP Gilbert, A Vasilic, S Ilic
Bone Quantitative Ultrasound, 229-263, 2011
52011
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