A review on phase-field models of brittle fracture and a new fast hybrid formulation M Ambati, T Gerasimov, L De Lorenzis
Computational Mechanics 55, 383-405, 2015
1219 2015 Phase-field modeling of ductile fracture M Ambati, T Gerasimov, L De Lorenzis
Computational Mechanics 55, 1017-1040, 2015
688 2015 A line search assisted monolithic approach for phase-field computing of brittle fracture T Gerasimov, L De Lorenzis
Computer Methods in Applied Mechanics and Engineering 312, 276-303, 2016
252 2016 On penalization in variational phase-field models of brittle fracture T Gerasimov, L De Lorenzis
Computer Methods in Applied Mechanics and Engineering 354, 990-1026, 2019
139 2019 Comparison of phase-field models of fracture coupled with plasticity R Alessi, M Ambati, T Gerasimov, S Vidoli, L De Lorenzis
Advances in computational plasticity: A book in honour of D. Roger J. Owen, 1-21, 2018
138 2018 A non-intrusive global/local approach applied to phase-field modeling of brittle fracture T Gerasimov, N Noii, O Allix, L De Lorenzis
Advanced modeling and simulation in engineering sciences 5, 1-30, 2018
69 2018 Stochastic phase-field modeling of brittle fracture: computing multiple crack patterns and their probabilities T Gerasimov, U Römer, J Vondřejc, HG Matthies, L De Lorenzis
Computer Methods in Applied Mechanics and Engineering 372, 113353, 2020
51 2020 Numerical implementation of phase-field models of brittle fracture L De Lorenzis, T Gerasimov
Modeling in Engineering Using Innovative Numerical Methods for Solids and …, 2020
48 2020 An explicit residual‐type error estimator for‐quadrilateral extended finite element method in two‐dimensional linear elastic fracture mechanics T Gerasimov, M Rüter, E Stein
International Journal for Numerical Methods in Engineering 90 (9), 1118-1155, 2012
37 2012 Goal-oriented explicit residual-type error estimates in XFEM M Rüter, T Gerasimov, E Stein
Computational Mechanics 52 (2), 361-376, 2013
24 2013 Second-order phase-field formulations for anisotropic brittle fracture T Gerasimov, L De Lorenzis
Computer Methods in Applied Mechanics and Engineering 389, 114403, 2022
23 2022 Corners give problems when decoupling fourth order equations into second order systems T Gerasimov, A Stylianou, G Sweers
SIAM Journal on Numerical Analysis 50 (3), 1604-1623, 2012
17 2012 Convergence study of the h -adaptive PUM and the hp -adaptive FEM applied to eigenvalue problems in quantum mechanics D Davydov, T Gerasimov, JP Pelteret, P Steinmann
Advanced Modeling and Simulation in Engineering Sciences 4, 1-23, 2017
16 2017 Constant‐free explicit error estimator with sharp upper error bound property for adaptive FE analysis in elasticity and fracture T Gerasimov, E Stein, P Wriggers
International Journal for Numerical Methods in Engineering 101 (2), 79-126, 2015
16 2015 Some studies on the deformation of the membrane in an RF MEMS switch VR Ambati, A Asheim, JB van den Berg, Y van Gennip, T Gerasimov, ...
Proceedings of the sixty-third European Study Group Mathematics with …, 2008
8 2008 On the D Davydov, T Gerasimov, JP Pelteret, P Steinmann
arXiv preprint arXiv:1612.02305, 2016
5 2016 Explicit and implicit residual-type goal-oriented error estimators for xfem in lefm E Stein, T Gerasimov, M Rüter
International Conference on Adaptive Modeling and Simulation, ADMOS, 2011
4 2011 Error-controlled adaptive multiscale analysis for crack initiation and propagation in brittle materials E Stein, T Gerasimov, M Rüter
Adaptive Modeling and Simulation, 26, 2013
3 2013 Regularity for a clamped grid equation u_ {xxxx}+ u_ {yyyy}= f on a domain with a corner GH Sweers, T Gerasimov
Electronic Journal of Differential Equations 2009 (47), 1-54, 2009
2 * 2009 The clamped elastic grid, a fourth order equation on a domain with corner T Gerasimov
Analysis group, Delft Institute of Applied Mathematics Delft University of …, 2009
1 2009 
Laura De LorenzisETH ZürichEmail được xác minh tại ethz.ch
