[1] Popp K, Stelter P. Nonlinear oscillations of structures induced by dry friction[A]. In: IUTAM Symposium on Nonlinear Dynamics in Engineering Systems [C]. Stuttgart, 1989.
[2] Feeny B F, Moon F C. Autocorrelation on symbol dynamics for a chaotic dry-friction oscillator[J].Phys Lett A, 1989,141: 397-400.
[3] Popp K. Some model problems showing stick-slip motion and chaos[A]. In: Ibrahim R A, Soom A Eds. Friction-Induced Vibration, Chatter, Squeal, and Chaos[C]. ASME D E,1992,49,1-12.
[4] Popp K. Nichtlineare Schwingungen mechanischer Strukturen mit Fuge-und Kontaktstellen [J]. Z Angew Math Mech , 1994,74(3):147-165.
[5] Popp K, Stelter P. Stick-slip vibrations and chaos[J]. Philos Trans Roy Soc London Ser A, 1990,332: 89-105.
[6] Popp K, Hinrichs N, Oestreich M. Analysis of a self-excited friction oscillator with external excitation[A].In: Guran A, Pfeiffer F, Popp KEds. Dynamics With Friction[C]. Singapore: World Scientific,1996.
[7] Feeny B F. The nonlinear dynamics of oscillators with stick-slip friction[A]. In: Guran A, Pfeiffer F, Popp KEds. Dynamics With Friction[C]. Singapore: World Scientific,1996.
[8] Feeny B F, Liang J W. Phase-space reconstructions of stick-slip systems[A]. In: Proc of 1995 Design Engineering Tech Conf, Vol.3A[C]. ASME D E, 1995,84-1,1049- 1060.
[9] Feeny B F, Liang J W. A decrement method for the simultaneous estimation of Coulomb and viscous damping[J]. J Sound Vib, 1996,195(1): 149-154.
[10] Nagarajaiah S, Reinhorn A M, Constatinou M C. Torional coupling in sliding base-isolated structures[J]. ASCE J Struc Enggrg, 1993, 119(1): 130-149.
[11] Kapitaniak T. Chaos in System With Noise [M]. Singapore: World Scientific, 1988.
[12] Ibrahim R A. Parametric Random Vibration[M]. New York: John Wiley & Sons,1985.
[13] Sheldon M Ross. Introduction to Probability Models[M]. New York, London: Academic Press INC, 1989.
[14] Moss F, McVlintock P V E. Noise in Nonlinear Dynamical Systems[M]. Vol 2. Cambridge:Cambridge University Press, 1985. |
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