A. Sarafraz, A. Givois, I. Rosłoń, H. Liu, H. Brahmi, G. Verbiest, P. G. Steeneken, F. Alijani, Pressure-induced nonlinear resonance frequency changes for extracting Young's modulus of nanodrums, Nonlinear Dynamics, 111 (16), 14751–14761, 2023. doi
A. Givois, J.-F. Deü, O. Thomas, Dynamics of piezoelectric structures with geometric nonlinearities: A non-intrusive reduced order modelling strategy, Computers & Structures, 253, 106575 (23 pages), 2021. doi
A. Givois, C. Giraud-Audine, J.-F. Deü, O. Thomas, Experimental analysis of nonlinear resonances in piezoelectric plates with geometric nonlinearities, Nonlinear Dynamics, 102 (3), 1451–1462, 2020. doi
A. Vizzaccaro, A. Givois, P. Longobardi, Y. Shen, J.-F. Deü, L. Salles, C. Touzé, O. Thomas, Non-intrusive reduced order modelling for the dynamics of geometrically nonlinear flat structures using three-dimensional finite elements, Computational Mechanics, 66 (6), 1293–1319, 2020. doi
V. Guillot, A. Givois, M. Colin, O. Thomas, A. Ture Savadkoohi, C.-H. Lamarque, Theoretical and experimental investigation of a 1:3 internal resonance in a beam with piezoelectric patches, Journal of Vibration and Control, 26 (13-14), 1119–1132, 2020. doi
A. Givois, J.-J. Tan, C. Touzé, O. Thomas, Backbone curves of coupled cubic oscillators in one-to-one internal resonance: Bifurcation scenario, measurements and parameter identification, Meccanica, 55 (3), 481–503, 2020. doi
A. Givois, A. Grolet, O. Thomas, J.-F. Deü, On the frequency response computation of geometrically nonlinear flat structures using reduced-order finite element models, Nonlinear Dynamics, 97 (2), 1747–1781, 2019. doi
A. Givois, O. Thomas, J.-F. Deü. Finite element reduced-order models to predict the geometrically nonlinear dynamics of piezoelectric laminated structures. Proceedings of the 9th ECCOMAS Thematic Conference on Smart Structures and Materials, SMART 2019, Paris, France, July 8-11, 2019.
O. Thomas, A. Givois, A. Grolet, J.-F. Deü. Finite elements based reduced order models for nonlinear dynamics of piezoelectric structures. Proceedings of the 7th International Conference on Nonlinear Vibrations, Localization and Energy Transfer, Marseille, France, July 1-4, 2019.
O. Thomas, A. Givois, A. Grolet, J.-F. Deü, C. Fuinel, F. Mathieu, B. Legrand, L. Nicu. Finite elements based reduced order models for nonlinear dynamics of piezoelectric and dielectric laminated micro/nanostructures. Proceedings of the EUROMECH Colloquium 603: Dynamics of micro and nano electromechanical systems: Multi-field modelling and analysis, Porto, Portugal, September 5-7, 2018.
A. Givois, O. Thomas, J.-F. Deü. Étude des vibrations non-linéaires de nano-structures électromécaniques par une démarche de réduction de modèles. Actes du 23ème Congrès Français de Mécanique, CFM 2017, Lille, France, 28 août - 1er septembre 2017. lien
O. Thomas, A. Vizzacarro, A. Givois, A. Grolet, L. Salles, J.-F. Deü, C. Touzé. Finite elements based reduced order models for geometrically nonlinear and piezoelectric thin structures: Validation and three-dimensional effects. The 10th European Nonlinear Dynamics Conference, ENOC 2022, Lyon, France, July 17-22, 2022.
J.-F. Deü, A. Givois, O. Thomas. Reduced-order models for nonlinear vibrations of piezoelectric micro-electro-mechanical systems (MEMS). The SPIE Smart Structures + Nondestructive Evaluation, SPIE 2022, Long Beach, California, USA, March 6-9, 2022.
O. Thomas, A. Givois, A. Vizzaccaro, P. Longobardi, A. Grolet, L. Salles, J.-F. Deü, Y. Shen, C. Touzé. Finite-elements based reduced order models for geometrically nonlinear and piezoelectric thin structures: Validation and three-dimensional effects. The 14th World Congress on Computational Mechanics and the 8th European Congress on Computational Methods in Applied Sciences and Engineering, WCCM-ECCOMAS 2020, online, Paris, France, January 11-15, 2021.
O. Thomas, C. Giraud-Audine, A. Givois, J.-F. Deü. Finite elements based reduced order models for piezoelectric structures with geometrical nonlinearities. The Winter Conference Piezoelectrics for End Users XI, PIEZO2021, online, Sassari, Italy, February 21-24, 2021.
A. Givois, Analyse numérique et expérimentale de vibrations non linéaires de structures élastiques et piézoélectriques. Modèles réduits et interactions modales. Thèse de doctorat, Lille, France, 4 décembre 2019.
