| Normal modes and localization in nonlinear systems LI Manevitch, YV Mikhlin, VN Pilipchuk, AA Zevin Kluwer Academic Publishers, 2001 | 902 | 2001 |
| Energy pumping in nonlinear mechanical oscillators: part I—dynamics of the underlying Hamiltonian systems O Gendelman, LI Manevitch, AF Vakakis, R M’Closkey J. Appl. Mech. 68 (1), 34-41, 2001 | 717 | 2001 |
| Asymptotic approaches in nonlinear dynamics: new trends and applications J Awrejcewicz, IV Andrianov, LI Manevitch Springer Science & Business Media, 2012 | 299 | 2012 |
| The description of localized normal modes in a chain of nonlinear coupled oscillators using complex variables LI Manevitch Nonlinear Dynamics 25, 95-109, 2001 | 286 | 2001 |
| 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 | 285 | 2003 |
| The mechanics of nonlinear systems with internal resonances AI Manevich, LI Manevich World Scientific, 2005 | 192 | 2005 |
| Nonlinear dynamics of topological solitons in DNA LV Yakushevich, AV Savin, LI Manevitch Physical Review E 66 (1), 016614, 2002 | 178 | 2002 |
| New approach to beating phenomenon in coupled nonlinear oscillatory chains L Manevitch Archive of Applied Mechanics 77 (5), 301-312, 2007 | 168 | 2007 |
| Asymptotical mechanics of thin-walled structures IV Andrianov, J Awrejcewicz, LI Manevitch Springer Science & Business Media, 2013 | 165* | 2013 |
| 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, 1693-1704, 2012 | 145 | 2012 |
| Dynamics of an eccentric rotational nonlinear energy sink OV Gendelman, G Sigalov, LI Manevitch, M Mane, AF Vakakis, ... | 139 | 2012 |
| Complex representation of dynamics of coupled nonlinear oscillators LI Manevitch Mathematical models of non-linear excitations, transfer, dynamics, and …, 1999 | 139 | 1999 |
| The method of normal oscillation for essentially nonlinear systems LI Manevich, YV Mikhlin, VN Pilipchuk Nauka, Moscow, 1989 | 139* | 1989 |
| Mechanics of periodically heterogeneous structures LI Manevitch, IV Andrianov, IV Andrianov, VG Oshmyan Springer Science & Business Media, 2002 | 119 | 2002 |
| Dynamics of a linear oscillator coupled to a bistable light attachment: analytical study LI Manevitch, G Sigalov, F Romeo, LA Bergman, A Vakakis Journal of Applied Mechanics 81 (4), 041011, 2014 | 111 | 2014 |
| Towards the design of an optimal energetic sink in a strongly inhomogeneous two-degree-of-freedom system LI Manevitch, E Gourdon, CH Lamarque | 101 | 2007 |
| The method of normal oscillation for essentially nonlinear systems LI Manevich, YV Mikhlin, VN Pilipchuk Nauka, Moscow, 1989 | 100 | 1989 |
| 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 | 94 | 2005 |
| Limiting phase trajectories and the origin of energy localization in nonlinear oscillatory chains LI Manevitch, VV Smirnov Physical Review E 82 (3), 036602, 2010 | 92 | 2010 |
| Asymptotology: ideas, methods, and applications IV Andrianov, LI Manevitch Springer Science & Business Media, 2002 | 92 | 2002 |
Oleg GendelmanFaculty of Mechanical Engineering, TechnionVerified email at tx.technion.ac.il
