Pierre Ladevèze
Affiliations: | Cachan, Ecole normale supérieure |
Area:
, Vtcr, Vibrations, Proper Generalized Decomposition, LaTIn method, Hyper-Reduction method, Saint-Venant’s principle, Geometric parameters, Mechanical behavior, Strict upper boundsGoogle:
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Publications
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Alameddin S, Fau A, Néron D, et al. (2019) Toward Optimality of Proper Generalised Decomposition Bases Mathematical & Computational Applications. 24: 30 |
Bhattacharyya M, Fau A, Desmorat R, et al. (2019) A kinetic two-scale damage model for high-cycle fatigue simulation using multi-temporal Latin framework European Journal of Mechanics a-Solids. 77: 103808 |
Ladevèze P, Néron D, Gerbaud P. (2019) Data-driven computation for history-dependent materials Comptes Rendus Mecanique. 347: 831-844 |
Paillet C, Néron D, Ladevèze P. (2018) A door to model reduction in high-dimensional parameter space Comptes Rendus Mecanique. 346: 524-531 |
Le MQ, Bainier H, Néron D, et al. (2018) On matrix cracking and splits modeling in laminated composites Composites Part a-Applied Science and Manufacturing. 115: 294-301 |
Bhattacharyya M, Fau A, Nackenhorst U, et al. (2018) A multi-temporal scale model reduction approach for the computation of fatigue damage Computer Methods in Applied Mechanics and Engineering. 340: 630-656 |
Li H, Ladevèze P, Riou H. (2018) On wave based weak Trefftz discontinuous Galerkin approach for medium-frequency heterogeneous Helmholtz problem Computer Methods in Applied Mechanics and Engineering. 328: 201-216 |
Bhattacharyya M, Fau A, Nackenhorst U, et al. (2018) A LATIN-based model reduction approach for the simulation of cycling damage Computational Mechanics. 62: 725-743 |
Chinesta F, Ladeveze P, Ibanez R, et al. (2017) Data-Driven Computational Plasticity Procedia Engineering. 207: 209-214 |
Friderikos O, Baranger E, Ladevèze P. (2017) Multiscale GFEM with superposition of crack enrichment functions driven by finite fracture mechanics: Theory, first computation and open problems Composite Structures. 164: 145-157 |