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NONLINER VIBRATION ANALYSIS OF THE PLATE WITH DRY FRICTION SUPPORT CONDITION

NONLINER VIBRATION ANALYSIS OF THE PLATE WITH DRY FRICTION SUPPORT CONDITION
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摘要 The rigid-interface friction model is usually used in the nonlinear vibrationof the rectangular plate with dry friction support edges. The present study provides an extensionby using a hysteretic spring friction model and taking account of the stick-slip motion of theplate. Results for a range of problem parameters have been obtained. The results show that thenonlinear frequency response behavior of the system can be quite different from the rigid-interfacefriction model. The effects of the stiffness at friction interfaces and the stick-slip motion on thenonlinear vibration of the plate are significant and hence cannot be neglected. The rigid-interface friction model is usually used in the nonlinear vibrationof the rectangular plate with dry friction support edges. The present study provides an extensionby using a hysteretic spring friction model and taking account of the stick-slip motion of theplate. Results for a range of problem parameters have been obtained. The results show that thenonlinear frequency response behavior of the system can be quite different from the rigid-interfacefriction model. The effects of the stiffness at friction interfaces and the stick-slip motion on thenonlinear vibration of the plate are significant and hence cannot be neglected.
出处 《Chinese Journal of Mechanical Engineering》 SCIE EI CAS CSCD 2005年第2期169-173,共5页 中国机械工程学报(英文版)
关键词 PLATE Dry friction Nonlinear vibration Plate Dry friction Nonlinear vibration
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参考文献6

  • 1Sathyamoorthy M. Nonlinear vibration analysis of plate: a review and survey of current development. Applied Mechanics Review, 1987, 40:1553-1561.
  • 2Beards C F. The damping of structural vibration by controlled interfacial slip in joints. ASME Journal of Vibration, Acoustics, Stress and Reliability in Design. 1983. 105:369-373.
  • 3Jezequel L. Structural damping by slip in joints, In: Presented at the Design Engineering Technical Conference, Harford, Connecticut, 1981 : 81 - 139.
  • 4Dowell E H. Damping in beams and plates due to slipping at the support boundaries. Journal of Sound and Vibration,1986, 105:243-253.
  • 5Tang D M, Dowell E H. Damping in beams and plates due to slipping at the support boundaries, Part 2: Numerical and experimental study. Journal of Sound and Vibration, 1986, 108:509-522.
  • 6Chia C Y. Nonlinear Analysis of Plates. New York: McGraw - Hi11,1980.

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