Cyril Touzé

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Olivier THOMASProfessor, Arts et Métiers / LISPEN EA 7515, Lille, FranceVerified email at ensam.eu
Olivier CADOTSchool of Engineering, University of LiverpoolVerified email at liverpool.ac.uk
Alessandra VizzaccaroUniversity of ExeterVerified email at exeter.ac.uk
Olivier DoaréProf., ENSTA-Paris, FranceVerified email at ensta-paris.fr
Stefan BilbaoProfessor, Acoustics and Audio Group, University of EdinburghVerified email at ed.ac.uk
Attilio FrangiFull Professor of Solid and Structural Mechanics, Politecnico di MilanoVerified email at polimi.it
Marco AmabiliCanada Research Chair professor, McGill University, Montreal, CanadaVerified email at mcgill.ca
Loic SallesUniversity of Liege; Imperial College LondonVerified email at uliege.be
Michele DucceschiUniversità di BolognaVerified email at unibo.it
Adrien PelatProfessor, Le Mans UniversityVerified email at univ-lemans.fr
Arezki BoudaoudLadHyX, Ecole polytechnique, on leave from ENS de LyonVerified email at polytechnique.edu
Andrea OpreniPolitecnico di MilanoVerified email at polimi.it
Jean-Loïc Le CarrouEquipe Lutheries-Acoustique-Musique, Institut d'Alembert, Sorbonne Université, ParisVerified email at sorbonne-universite.fr
Jean BoissonENSTA-ParisVerified email at ensta-paristech.fr
Vivien DenisLaboratoire de Mécanique Gabriel LaméVerified email at insa-cvl.fr
Christophe JosserandResearch Director, LadHyX, CNRS and Ecole PolytechniqueVerified email at polytechnique.edu
Stefania Lo FeudoISAE-Supméca - Vibroacoustics & StructuresVerified email at supmeca.fr
Dominique ChapelleSenior researcher, InriaVerified email at inria.fr
Marina VidrascuDirectrice de Recherche chez INRIA Paris-RocquencourtVerified email at inria.fr
Gwendal CumunelLaboratoire NavierVerified email at enpc.fr

Cyril Touzé

IMSIA, Institute of Mechanical Sciences and Industrial Applications, ENSTA Paris, CNRS-EDF-CEA

Verified email at ensta-paris.fr - Homepage

nonlinear vibrations of thin plates and shells nonlinear normal modes reduced-order modeling transition to chaos wave turbul


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Nonlinear normal modes for damped geometrically nonlinear systems: Application to reduced-order modelling of harmonically forced structures C Touzé, M Amabili Journal of sound and vibration 298 (4-5), 958-981, 2006	228	2006
Hardening/softening behaviour in non-linear oscillations of structural systems using non-linear normal modes C Touzé, O Thomas, A Chaigne Journal of Sound and Vibration 273 (1-2), 77-101, 2004	206	2004
Asymmetric non-linear forced vibrations of free-edge circular plates. Part 1: Theory C Touzé, O Thomas, A Chaigne Journal of Sound and Vibration 258 (4), 649-676, 2002	163	2002
Observation of wave turbulence in vibrating plates A Boudaoud, O Cadot, B Odille, C Touzé Physical review letters 100 (23), 234504, 2008	135	2008
Asymmetric non-linear forced vibrations of free-edge circular plates. Part II: experiments O Thomas, C Touzé, A Chaigne Journal of Sound and Vibration 265 (5), 1075-1101, 2003	122	2003
Non-linear vibrations of free-edge thin spherical shells: modal interaction rules and 1: 1: 2 internal resonance O Thomas, C Touzé, A Chaigne International Journal of Solids and Structures 42 (11-12), 3339-3373, 2005	112	2005
Reduced-order models for nonlinear vibrations of fluid-filled circular cylindrical shells: comparison of POD and asymptotic nonlinear normal modes methods M Amabili, C Touzé Journal of fluids and structures 23 (6), 885-903, 2007	102	2007
Reduced-order models for large-amplitude vibrations of shells including in-plane inertia C Touzé, M Amabili, O Thomas Computer methods in applied mechanics and engineering 197 (21-24), 2030-2045, 2008	81	2008
Transition to chaotic vibrations for harmonically forced perfect and imperfect circular plates C Touzé, O Thomas, M Amabili International Journal of non-linear Mechanics 46 (1), 234-246, 2011	79	2011
Nonlinear magnetic vibration absorber for passive control of a multi–storey structure SL Feudo, C Touzé, J Boisson, G Cumunel Journal of Sound and Vibration 438, 33-53, 2019	78	2019
Asymptotic non-linear normal modes for large-amplitude vibrations of continuous structures C Touzé, O Thomas, A Huberdeau Computers & structures 82 (31-32), 2671-2682, 2004	78	2004
Design of a magnetic vibration absorber with tunable stiffnesses S Benacchio, A Malher, J Boisson, C Touzé Nonlinear Dynamics 85, 893-911, 2016	72	2016
Nonlinear vibrations and chaos in gongs and cymbals A Chaigne, C Touzé, O Thomas Acoustical science and technology 26 (5), 403-409, 2005	71	2005
Direct finite element computation of non-linear modal coupling coefficients for reduced-order shell models C Touzé, M Vidrascu, D Chapelle Computational Mechanics 54 (2), 567-580, 2014	69	2014
Model order reduction methods for geometrically nonlinear structures: a review of nonlinear techniques C Touzé, A Vizzaccaro, O Thomas Nonlinear Dynamics 105 (2), 1141-1190, 2021	65	2021
Improvement of the acoustic black hole effect by using energy transfer due to geometric nonlinearity V Denis, A Pelat, C Touzé, F Gautier International Journal of Non-Linear Mechanics 94, 134-145, 2017	64	2017
Wave turbulence in vibrating plates: the effect of damping T Humbert, O Cadot, G Düring, C Josserand, S Rica, C Touzé Europhysics Letters 102 (3), 30002, 2013	63	2013
Direct computation of nonlinear mapping via normal form for reduced-order models of finite element nonlinear structures A Vizzaccaro, Y Shen, L Salles, J Blahoš, C Touzé Computer Methods in Applied Mechanics and Engineering 384, 113957, 2021	57	2021
A vibro-impact acoustic black hole for passive damping of flexural beam vibrations H Li, C Touzé, A Pelat, F Gautier, X Kong Journal of Sound and Vibration 450, 28-46, 2019	57	2019
Transition scenario to turbulence in thin vibrating plates C Touzé, S Bilbao, O Cadot Journal of Sound and Vibration 331 (2), 412-433, 2012	51	2012

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