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      An experiment investigation on the effect of Coulomb friction on the displacement transmissibility of a quasi-zero stiffness isolator

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      https://www.riss.kr/link?id=A105975676

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      다국어 초록 (Multilingual Abstract)

      The effect of the Coulomb friction on a quasi-zero stiffness (QZS) isolator which configured by combining an Euler buckled beam negative stiffness corrector and a linear isolator is presented in this paper. Assuming friction damping provided by linear...

      The effect of the Coulomb friction on a quasi-zero stiffness (QZS) isolator which configured by combining an Euler buckled beam negative stiffness corrector and a linear isolator is presented in this paper. Assuming friction damping provided by linear roller guider, the dynamic responses of the vibration isolation system and the equivalent linear one are obtained by using harmonic balance method (HBM).
      The static and dynamic characteristics of the QZS isolator are both investigated. For the linear isolator, the resonance frequency will increase and the peak transmissibility will decrease with the increasing of Coulomb friction or the decreasing of the excitation amplitude.
      However, in the case of QZS isolator, the natural frequency is decreased with the help of the negative stiffness mechanism and the amplification factor at the resonance is not obvious with the presence of the friction damping. Theory and experiment show good accordance.
      Therefore, it is recommend that one should add light Coulomb friction damping into the system to get better performance when using the QZS isolator in practice. The results present here can be a useful guideline when design such kind of vibration isolator.

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      참고문헌 (Reference)

      1 X. Sun, "Vibration isolation via a scissor-like structured platform" 333 (333): 2404-2420, 2014

      2 T. Zhu, "Vibration isolation using six degree-of-freedom quasi-zero stiffness magnetic levitation" 358 : 48-73, 2015

      3 D. Xu, "Theoretical and experimental analyses of a nonlinear magnetic vibration isolator with quasi-zero-stiffness characteristic" 332 (332): 3377-3389, 2013

      4 X. Gao, "Static and dynamic analysis of a high static and low dynamic stiffness vibration isolator utilising the solid and liquid mixture" 99 : 205-213, 2015

      5 A. Carrella, "Static analysis of a passive vibration isolator with quasi-zero-stiffness characteristic" 301 (301): 678-689, 2007

      6 C. Liu, "Recent advances in micro-vibration isolation" 56 : 55-80, 2015

      7 X. Liu, "On the characteristics of a quasi-zero stiffness isolator using Euler buckled beam as negative stiffness corrector" 332 (332): 3359-3376, 2013

      8 A. Carrella, "Numerical and experimental analysis of a square bistable plate" 14 : 16-, 2008

      9 J. Zhou, "Nonlinear dynamic characteristics of a quasi-zero stiffness vibration isolator with cam-roller-spring mechanisms" 346 : 53-69, 2015

      10 D. L. Platus, "Negative-stiffness-mechanism vibration isolation systems, SPIE—Vibration Control in Microelectronics" 1619 : 44-54, 1991

      1 X. Sun, "Vibration isolation via a scissor-like structured platform" 333 (333): 2404-2420, 2014

      2 T. Zhu, "Vibration isolation using six degree-of-freedom quasi-zero stiffness magnetic levitation" 358 : 48-73, 2015

      3 D. Xu, "Theoretical and experimental analyses of a nonlinear magnetic vibration isolator with quasi-zero-stiffness characteristic" 332 (332): 3377-3389, 2013

      4 X. Gao, "Static and dynamic analysis of a high static and low dynamic stiffness vibration isolator utilising the solid and liquid mixture" 99 : 205-213, 2015

      5 A. Carrella, "Static analysis of a passive vibration isolator with quasi-zero-stiffness characteristic" 301 (301): 678-689, 2007

      6 C. Liu, "Recent advances in micro-vibration isolation" 56 : 55-80, 2015

      7 X. Liu, "On the characteristics of a quasi-zero stiffness isolator using Euler buckled beam as negative stiffness corrector" 332 (332): 3359-3376, 2013

      8 A. Carrella, "Numerical and experimental analysis of a square bistable plate" 14 : 16-, 2008

      9 J. Zhou, "Nonlinear dynamic characteristics of a quasi-zero stiffness vibration isolator with cam-roller-spring mechanisms" 346 : 53-69, 2015

      10 D. L. Platus, "Negative-stiffness-mechanism vibration isolation systems, SPIE—Vibration Control in Microelectronics" 1619 : 44-54, 1991

      11 X. Wang, "Force transmissibility of a two-stage vibration isolation system with quasi-zero stiffness" 87 (87): 633-646, 2017

      12 C. Cheng, "Force and displacement transmissibility of a quasi-zero stiffness vibration isolator with geometric nonlinear damping" 87 (87): 2267-2279, 2017

      13 Z. Lu, "Experimental investigation of a two-stage nonlinear vibration isolation system with high-static-low-dynamic stiffness" 84 (84): 021001-, 2016

      14 X. Huang, "Effects of stiffness and load imperfection on the isolation performance of a high-static-low-dynamic-stiffness non-linear isolator under base displacement excitation" 65 : 32-43, 2014

      15 W. Li, "Design and experiments of an active isolator for satellite microvibration" 27 : 1461-1468, 2014

      16 C. C. Lan, "Design and experiment of a compact quasi-zero-stiffness isolator capable of a wide range of loads" 333 (333): 4843-4858, 2014

      17 W. Zhou, "Analysis and testing of microvibrations produced by momentum wheel assemblies" 25 : 640-649, 2012

      18 안형준, "An integrated design of quasi-zero stiffness mechanism" 대한기계학회 30 (30): 1071-1075, 2016

      19 I. Kovacic, "A study of a nonlinear vibration isolator with a quasi-zero stiffness characteristic" 315 (315): 700-711, 2008

      20 J. Zhou, "A novel quasi-zero-stiffness strut and its applications in six-degreeof-freedom vibration isolation platform" 349 : 57-74, 2017

      21 A. D. Shaw, "A nonlinear spring mechanism incorporating a bistable composite plate for vibration isolation" 332 (332): 6265-6275, 2013

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