Parents
Sign in to add mentor| Pierre Ladevèze | grad student | 1996 | Cachan, Ecole normale supérieure | |
| (Approche à grand incrément de temps en grandes transformations) | ||||
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Publications
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| Nachar S, Boucard P, Néron D, et al. (2020) Multi-fidelity bayesian optimization using model-order reduction for viscoplastic structures Finite Elements in Analysis and Design. 176: 103400 |
| Verwaerde R, Guidault P, Boucard P. (2020) A nonlinear finite element connector for the simulation of bolted assemblies Computational Mechanics. 63: 1531-1548 |
| Oumaziz P, Gosselet P, Boucard P, et al. (2019) A parallel non-invasive mixed domain decomposition - Implementation and applications to mechanical assemblies Finite Elements in Analysis and Design. 156: 24-33 |
| Vitse M, Néron D, Boucard P. (2019) Dealing with a nonlinear material behavior and its variability through PGD models: Application to reinforced concrete structures Finite Elements in Analysis and Design. 153: 22-37 |
| Laurent L, Riche RL, Soulier B, et al. (2019) An overview of gradient-enhanced metamodels with applications Archives of Computational Methods in Engineering. 26: 61-106 |
| Nachar S, Boucard P, Néron D, et al. (2019) Coupling multi-fidelity kriging and model-order reduction for the construction of virtual charts Computational Mechanics. 64: 1685-1697 |
| Oumaziz P, Gosselet P, Boucard P, et al. (2018) A parallel noninvasive multiscale strategy for a mixed domain decomposition method with frictional contact: Noninvasive parallel and multiscale mixed domain decomposition International Journal For Numerical Methods in Engineering. 115: 893-912 |
| Oumaziz P, Gosselet P, Boucard P, et al. (2017) A non-invasive implementation of a mixed domain decomposition method for frictional contact problems Computational Mechanics. 60: 797-812 |
| Courrier N, Boucard P, Soulier B. (2016) Variable-fidelity modeling of structural analysis of assemblies Journal of Global Optimization. 64: 577-613 |
| Néron D, Boucard P, Relun N. (2015) Time‐space PGD for the rapid solution of 3D nonlinear parametrized problems in the many‐query context International Journal For Numerical Methods in Engineering. 103: 275-292 |