Dynamics of a two degree of freedom vibroimpact system with multiple motion limiting constraints
 Publisher: WorldScientific

References
(25)
Budd, C. J. & Dux, F. [1994]. Chattering and related behaviour in impact oscillators. Phil. Trans. Roy. Soc. London A 347, 365389.
Chatterjee, S., Mallik, A. K. & Ghosh, A. [1995]. On impact dampers for nonlinear vibrating systems. J. Sound and Vibration 187(3), 403420.
Cusumano, J. P. & Bai, BY. [1993]. Periodinfinity periodic motions, chaos and spatial coherence in a 10 degree of freedom impact oscillator. Chaos, Solitons and Fractals 3, 515536.
Di Benardo, M., Johansson, K. H. & Vasca, F. [2001]. Selfoscillations and sliding in relay feedback systems:symmetry and bifurcations. Int. J. Bifurcation and Chaos 4(11), 1121 1140.
Galvanetto, U. [2001]. Some discontinuous bifurcations in a two block stickslip system. J. Sound and Vibration 248(4), 653669.
Gladwell, G. M. L. [1986]. Inverse problems in vibration. Dordrecht: Kluwer.
Hogan, S. J. & Homer, M. E. [1999]. Graph theory and piecewise smooth dynamical systems of arbitary dimension. Chaos, Solitions and Fractals 10(11), 18691880.
Luo, G. W. & Xie, J. H. [1998]. Hopf bifurcation of a twodegreeoffreedom vibroimpact system. J. Sound and Vibration 213, 391408.
Luo, G. W. & Xie, J. H. [2002]. Hopf bifurcations and chaos of a twodegreeoffreedom vibroimpact system in two strong resonance cases. Nonlinear Mechanics 37, 1934.
Masri, S. F. [1972]. Theory of the dynamic vibration neutraliser with motionlimiting stops. Trans. A. Soc. Mech. Eng., J. Applied Mechanics 39, 563568.

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