Forced Vibration of a Nonlinear Stationary System with a Friction Clutch, Structural Friction Being Taken Into Consideration
The considerations are concerned with a nonlinear discrete stationary system containing a multiple-disc friction clutch, structural friction being taken into consideration. The system vibrates under harmonic excitation. Nonuniform distribution of pressure between the friction discs is taken into account. The influence of the dynamic system parameters upon the amplitude, vibration frequency and the phase shift angle is analysed. The equation of motion of the system is solved by the Van der Pol method.
T.K.CAUGHEY, Sinusoidal excitation of a system with bilinear hysteresis, Trans. ASME, 27, p.640, 1960.
J.GIERGIEL, Problems of structural friction in dynamic machinery [in Polish], Zesz, Nauk. AGH, nr 44, p.49, 1970.
W.D.IWAN, The steady-state response of a two-degree-of-freedom bilinear hysteresis system, J. Appl. Mech., 1965.
J.MAURIN, Comments on the dynamic and damping properties of a layered system with dry friction, Zagadnienia Drgań Nielin., 14, 1973.
Z.OSIŃSKI, A.KOSIOR, The influence of structural friction on the resonance curves of a system under harmonic excitation [in Polish], The X-th JPBM Conference of Machine Dynamics, Warsaw Technical University, 197.6.
Z.SKUP, Analysis of a multi-plate clutch operated by magnetic means, structural friction being taken into consideration [in Polish], Prace JPBM, nr 15, 1987.
Z.SKUP, Natural vibration of a friction damper of torsional vibration, structural friction being taken into consideration [in Polish], Prace IPBM1 nr 9, 1976.
O.WILLIAMS, Method of damping out bending vibrations of Beern-like structure by dry or Coulomb friction, J. Mech. Eng., 2, 2, 1960.
Copyright © 2014 by Institute of Fundamental Technological Research
Polish Academy of Sciences, Warsaw, Poland