Leonid Manevitch
Leonid Manevitch
Semenov Institute of Chemical Physics, Russian Academy of Sciences
Adresse e-mail validée de center.chph.ras.ru
TitreCitée parAnnée
Normal modes and localization in nonlinear systems
LI Manevitch, YV Mikhlin, VN Pilipchuk, AA Zevin
Kluwer Academic Publishers, 2001
Energy pumping in nonlinear mechanical oscillators: Part I—Dynamics of the underlying Hamiltonian systems
O Gendelman, LI Manevitch, AF Vakakis, R M’closkey
Journal of Applied Mechanics 68 (1), 34-41, 2001
Asymptotic approaches in nonlinear dynamics: New trends and applications
J Awrejcewicz, IV Andrianov, LI Manevitch
Springer Science & Business Media, 2012
Dynamics of linear discrete systems connected to local, essentially non-linear attachments
AF Vakakis, LI Manevitch, O Gendelman, L Bergman
Journal of Sound and Vibration 264 (3), 559-577, 2003
The description of localized normal modes in a chain of nonlinear coupled oscillators using complex variables
LI Manevitch
Nonlinear Dynamics 25 (1-3), 95-109, 2001
Nonlinear observer control for full-state projective synchronization in chaotic continuous-time systems
G Wen, D Xu
Chaos, Solitons & Fractals 26 (1), 71-77, 2005
Nonlinear dynamics of topological solitons in DNA
LV Yakushevich, AV Savin, LI Manevitch
Physical Review E 66 (1), 016614, 2002
New approach to beating phenomenon in coupled nonlinear oscillatory chains
L Manevitch
Archive of Applied Mechanics 77 (5), 301-312, 2007
Asymptotical mechanics of thin-walled structures
IV Andrianov, J Awrejcewicz, LI Manevitch
Springer Science & Business Media, 2013
The method of normal oscillation for essentially nonlinear systems
LI Manevich, YV Mikhlin, VN Pilipchuk
Nauka, Moscow (in Russian), 1989
The mechanics of nonlinear systems with internal resonances
M Leonid, M Arkadiy
World Scientific, 2005
Complex representation of dynamics of coupled nonlinear oscillators
LI Manevitch
Mathematical models of non-linear excitations, transfer, dynamics, and …, 1999
Mechanics of periodically heterogeneous structures
LI Manevitch, IV Andrianov, VG Oshmyan
Springer Science & Business Media, 2013
The method of normal oscillation for essentially nonlinear systems
LI Manevich, YV Mikhlin, VN Pilipchuk
Nauka, Moscow (in Russian), 1989
Resonance captures and targeted energy transfers in an inertially-coupled rotational nonlinear energy sink
G Sigalov, OV Gendelman, MA Al-Shudeifat, LI Manevitch, AF Vakakis, ...
Nonlinear dynamics 69 (4), 1693-1704, 2012
Limiting phase trajectories and the origin of energy localization in nonlinear oscillatory chains
LI Manevitch, VV Smirnov
Physical Review E 82 (3), 036602, 2010
Towards the design of an optimal energetic sink in a strongly inhomogeneous two-degree-of-freedom system
LI Manevitch, E Gourdon, CH Lamarque
Journal of Applied Mechanics 74 (6), 1078-1086, 2007
Rupture of thin polymer films
LK Pakhomova, NS Grineva, IB Bavykin, AA Berlin, LI Manevich
Polymer Science USSR 23 (2), 447-454, 1981
Dynamics of coupled linear and essentially nonlinear oscillators with substantially different masses
OV Gendelman, DV Gorlov, LI Manevitch, AI Musienko
Journal of Sound and Vibration 286 (1-2), 1-19, 2005
Dynamics of an eccentric rotational nonlinear energy sink
OV Gendelman, G Sigalov, LI Manevitch, M Mane, AF Vakakis, ...
Journal of applied mechanics 79 (1), 011012, 2012
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