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Response of a magneto-rheological fluid damper subjected to periodic forcing in a high frequency limitLITAK, Grzegorz; BOROWIEC, Marek; KASPEREK, Rafal et al.Zeitschrift für angewandte Mathematik und Mechanik. 2008, Vol 88, Num 12, pp 1000-1004, issn 0044-2267, 5 p.Article

An on-line combined linear-nonlinear fatigue crack detection techniqueVANLANDUIT, Steve; PARLOO, Eli; GUILLAUME, Patrick et al.NDT & E international. 2004, Vol 37, Num 1, pp 41-45, issn 0963-8695, 5 p.Article

Hopf bifurcation of a nonlinear restrained curved pipe conveying fluid by differential quadrature methodWANG LIN; NI QIAO; HUANG YUYING et al.Acta mechanica solida sinica. 2003, Vol 16, Num 4, pp 345-352, issn 0894-9166, 8 p.Article

Nonlinear analysis of sheet flutter subjected to a leakage flow based on multibody dynamics : Special issue on multibody dynamicsWU, Xiaoshan; KANEKO, Shigehiko.JSME international journal. Series C, Mechanical systems, machine elements and manufacturing. 2003, Vol 46, Num 2, pp 500-507, issn 1344-7653, 8 p.Article

High-efficiency compressive-mode energy harvester enhanced by a multi-stage force amplification mechanismZHENGBAO YANG; JEAN ZU.Energy conversion and management. 2014, Vol 88, pp 829-833, issn 0196-8904, 5 p.Article

Nonlinear vibration analysis of a rotor system using component mode synthesis methodIWATSUBO, T; SHIMBO, K; KAWAMURA, Sh et al.Archive of applied mechanics (1991). 2003, Vol 72, Num 11-12, pp 843-855, issn 0939-1533, 13 p.Article

A review of the vibrations of plates and shellsALHAZZA, Khaled A; ALHAZZA, Abdulsalam A.The Shock and vibration digest. 2004, Vol 36, Num 5, pp 377-395, issn 0583-1024, 19 p.Article

NONLINEAR VIBRATIONS OF A VISCOELASTIC PLATE WITH CONCENTRATED MASSESKHODZHAEV, D. A; ESHMATOV, B. Kh.Journal of applied mechanics and technical physics. 2007, Vol 48, Num 6, pp 905-914, issn 0021-8944, 10 p.Article

APPROXIMATE ANALYTICAL METHOD FOR DETERMINING THE VIBRATION-DIAGNOSTIC PARAMETER INDICATING THE PRESENCE OF A CRACK IN A DISTRIBUTED-PARAMETER ELASTIC SYSTEM AT SUPER- AND SUBHARMONIC RESONANCESMATVEEV, V. V; BOGINICH, O. E; YAKOVLEV, A. P et al.Strength of materials. 2010, Vol 42, Num 5, pp 528-543, issn 0039-2316, 16 p.Article

General form of steady response and periodic solution for an impact oscillator having no stickingIMAMURA, Hitoshi; SUZUKI, Kohei.JSME international journal. Series C, Mechanical systems, machine elements and manufacturing. 2003, Vol 46, Num 4, pp 1456-1463, issn 1344-7653, 8 p.Article

Boundary Stabilization of Parachute Dams in Contact With FluidNAJAFI, Ali; EGHTESAD, Mohammad; DANESHMAND, Farhang et al.Journal of vibration and acoustics. 2011, Vol 133, Num 6, issn 1048-9002, 061009.1-061009.6Article

APPROXIMATE ANALYTICAL DETERMINATION OF VIBRODIAGNOSTIC PARAMETERS OF A CRACKED ELASTIC BODY UNDER SUBHARMONIC RESONANCE. PART 1. WEAK RESONANCEMATVEEV, V. V; BOVSUNOVSKII, O. A.Strength of materials. 2008, Vol 40, Num 2, pp 180-191, issn 0039-2316, 12 p.Article

Nonlinear vibrations of viscoelastic composite cylindrical panelsESHMATOV, Bakhtiyor; MUKHERJEE, Subrata.Journal of vibration and acoustics. 2007, Vol 129, Num 3, pp 285-296, issn 1048-9002, 12 p.Conference Paper

Small amplitude radial oscillations of an incompressible, isotropic elastic spherical shellBEATTY, Millard F.Mathematics and mechanics of solids. 2011, Vol 16, Num 5, pp 492-512, issn 1081-2865, 21 p.Article

Influences on nonlinear judder vibrations of railway brakesHECKMANN, Andreas; KURZECK, Bernhard; CARRARINI, Antonio et al.Vehicle system dynamics. 2010, Vol 48, Num 6, pp 659-674, issn 0042-3114, 16 p.Article

APPROXIMATE ANALYTICAL DETERMINATION OF VIBRODIAGNOSTIC PARAMETERS OF A CRACKED ELASTIC BODY UNDER SUBHARMONIC RESONANCE. PART 2.STRONG RESONANCEMATVEEV, V. V; BOVSUNOVSKII, O. A.Strength of materials. 2008, Vol 40, Num 3, pp 283-291, issn 0039-2316, 9 p.Article

Nonlinear Dynamics of Magnetic Bearing SystemsJI, J. C; HANSEN, Colin H; ZANDER, Anthony C et al.Journal of intelligent material systems and structures. 2008, Vol 19, Num 12, pp 1471-1491, issn 1045-389X, 21 p.Article

Oscillations for Liénard type equationsHERRMANN, Leopold.Journal de mathématiques pures et appliquées. 2008, Vol 90, Num 1, pp 60-65, issn 0021-7824, 6 p.Article

Nonlinear vibration and dynamic response of shear deformable laminated plates in hygrothermal environmentsHUANG, Xiao-Lin; SHEN, Hui-Shen; ZHENG, Jian-Jun et al.Composites science and technology. 2004, Vol 64, Num 10-11, pp 1419-1435, issn 0266-3538, 17 p.Article

Vibrational control of a class of nonlinear systems by nonlinear multiplicative vibrationsBENTSMAN, J.IEEE transactions on automatic control. 1987, Vol 32, Num 8, pp 711-716, issn 0018-9286Article

Experimental and Numerical Studies on Nonlinear Dynamic Behavior of Rotor System Supported by Ball BearingsCHANGQING BAI; HONGYAN ZHANG; QINGYU XU et al.Journal of engineering for gas turbines and power. 2010, Vol 132, Num 8, issn 0742-4795, 082502.1-082502.5Article

Crack identification by multifractal analysis of a dynamic rotor responseLITAK, Grzegorz; SAWICKI, Jerzy T.Zeitschrift für angewandte Mathematik und Mechanik. 2009, Vol 89, Num 7, pp 587-592, issn 0044-2267, 6 p.Article

Essentially nonlinear vibration absorber in a parametrically excited systemSHIROKY, I. B; GENDELMAN, O. V.Zeitschrift für angewandte Mathematik und Mechanik. 2008, Vol 88, Num 7, pp 573-596, issn 0044-2267, 24 p.Article

INVESTIGATION INTO NONLINEAR VIBRATIONS OF COMPOSITE PLATES USING THE R-FUNCTION THEORYKURPA, L. V; TIMCHENKO, G. N.Strength of materials. 2007, Vol 39, Num 5, pp 529-538, issn 0039-2316, 10 p.Article

Dynamics of MEMS Arches of Flexible SupportsALKHARABSHEH, Sami A; YOUNIS, Mohammad I.Journal of microelectromechanical systems. 2013, Vol 22, Num 1, pp 216-224, issn 1057-7157, 9 p.Article

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