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      Stick-slip vibration of a moving oscillator on an axially flexible beam

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      https://www.riss.kr/link?id=A106557011

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      다국어 초록 (Multilingual Abstract)

      This study investigates the stick-slip vibration between an axially flexible beam fixed at both ends and an oscillator moving on the beam. After deriving the equations of motion for the stick and slip states, the stick-slip vibrations between the oscillator and the beam are analyzed. In addition, to obtain the irregularly changed contact position due to the axial deformation of the beam and oscillator movement, a mathematical expression for the contact position is derived. It is found that the long-period stick-slip vibration is influenced mainly by the oscillator and the short-period vibration is influenced mainly by axial deformation of the beam.
      Furthermore, the dynamic responses show that even if a high damping ratio is applied to the oscillator, stick-slip vibration due to axial deformation of the beam can occur. Finally, the analysis shows that a kind of the internal resonance occurs between the oscillator and the beam when the harmonics of the natural frequency of the oscillator match the natural frequencies of the beam.
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      This study investigates the stick-slip vibration between an axially flexible beam fixed at both ends and an oscillator moving on the beam. After deriving the equations of motion for the stick and slip states, the stick-slip vibrations between the osci...

      This study investigates the stick-slip vibration between an axially flexible beam fixed at both ends and an oscillator moving on the beam. After deriving the equations of motion for the stick and slip states, the stick-slip vibrations between the oscillator and the beam are analyzed. In addition, to obtain the irregularly changed contact position due to the axial deformation of the beam and oscillator movement, a mathematical expression for the contact position is derived. It is found that the long-period stick-slip vibration is influenced mainly by the oscillator and the short-period vibration is influenced mainly by axial deformation of the beam.
      Furthermore, the dynamic responses show that even if a high damping ratio is applied to the oscillator, stick-slip vibration due to axial deformation of the beam can occur. Finally, the analysis shows that a kind of the internal resonance occurs between the oscillator and the beam when the harmonics of the natural frequency of the oscillator match the natural frequencies of the beam.

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      참고문헌 (Reference)

      1 C. Chevennement-Roux, "Wiper systems with flexible structures-instabilities analysis and correlation with a theoretical model" SAE 2005

      2 A. Koenen, "Tribological and vibroacoustic behavior of a contact between rubber and glass(application to wiper blade)" 40 : 1484-1491, 2007

      3 A. Papangelo, "Subcritical bifurcation in a self-excited single-degree-of-freedom system with velocity weakening-strengthening friction law: Analytical results and comparison with experiments" 90 : 2037-2046, 2017

      4 H. M. Sedighi, "Stick-slip vibrations of layered structures undergoing large deflection and dry friction at the interface" 135 : 061006-, 2013

      5 H. I. Won, "Stick-slip vibration of an oscillator with damping" 86 : 257-267, 2016

      6 J. Heilig, "Stability of a nonlinear brake system at high operating speeds" 34 : 235-247, 2003

      7 J. M. Gibert, "On the stick-slip dynamics in ultrasonic additive manufacturing" 332 : 4680-4695, 2013

      8 Fujie Xia, "On the Motion of the Structure Varying Multibody Systems with Two-Dimensional Dry Friction" 대한기계학회 19 (19): 927-935, 2005

      9 Z. Veraszto, "Nonlinear dynamics of hardwarein-the-loop experiments on stick-slip phenomena" 94 : 380-391, 2017

      10 S. Chatterjee, "Non-linear control of friction-induced selfexcited vibration" 42 : 459-469, 2007

      1 C. Chevennement-Roux, "Wiper systems with flexible structures-instabilities analysis and correlation with a theoretical model" SAE 2005

      2 A. Koenen, "Tribological and vibroacoustic behavior of a contact between rubber and glass(application to wiper blade)" 40 : 1484-1491, 2007

      3 A. Papangelo, "Subcritical bifurcation in a self-excited single-degree-of-freedom system with velocity weakening-strengthening friction law: Analytical results and comparison with experiments" 90 : 2037-2046, 2017

      4 H. M. Sedighi, "Stick-slip vibrations of layered structures undergoing large deflection and dry friction at the interface" 135 : 061006-, 2013

      5 H. I. Won, "Stick-slip vibration of an oscillator with damping" 86 : 257-267, 2016

      6 J. Heilig, "Stability of a nonlinear brake system at high operating speeds" 34 : 235-247, 2003

      7 J. M. Gibert, "On the stick-slip dynamics in ultrasonic additive manufacturing" 332 : 4680-4695, 2013

      8 Fujie Xia, "On the Motion of the Structure Varying Multibody Systems with Two-Dimensional Dry Friction" 대한기계학회 19 (19): 927-935, 2005

      9 Z. Veraszto, "Nonlinear dynamics of hardwarein-the-loop experiments on stick-slip phenomena" 94 : 380-391, 2017

      10 S. Chatterjee, "Non-linear control of friction-induced selfexcited vibration" 42 : 459-469, 2007

      11 M. Pascal, "New limit cycles of dry friction oscillators under harmonic load" 70 : 1435-1443, 2012

      12 M. Pascal, "New events in stick-slip oscillators behaviour" 75 : 283-288, 2011

      13 J. J. Sinou, "Mode coupling instability in friction-induced vibrations and its dependency on system parameters including damping" 26 : 106-122, 2007

      14 A. Saha, "Investigation of two different friction models from the perspective of friction-induced vibrations" 90 : 185-197, 2015

      15 A. Ammar, "Investigate stick-slip intervals with one equation of motion and analyse the effect of the friction noise" 2 : 96-111, 2013

      16 D. Tonazzi, "Instability scenarios between elastic media under frictional contact" 40 : 754-766, 2013

      17 H. Ouyang, "Friction-induced vibration of an elastic slider on a vibrating disc" 41 : 325-336, 1999

      18 Z. Li, "Friction-induced vibration of an elastic disc and a moving slider with separation and reattachment" 87 : 1045-1067, 2017

      19 H. Ouyang, "Friction-induced parametric resonances in discs : effect of a negative friction-velocity relationship" 209 : 251-264, 1998

      20 S. Yamagishi, "Friction vibration modeling with detachment and adhesion by Cellular Automata" 11 : 226-232, 2015

      21 J. Wojewoda, "Estimation of Lyapunov exponents for a system with sensitive friction model" 79 : 667-677, 2009

      22 Liping Tang, "Effects of weight on bit on torsional stick-slip vibration of oilwell drill string" 대한기계학회 31 (31): 4589-4597, 2017

      23 N. Hoffmann, "Effects of damping on mode-coupling instability in friction induced oscillations" 83 : 524-534, 2003

      24 U. Galvanetto, "Dynamics of a simple damped oscillator undergoing stick-slip vibrations" 34 : 337-347, 1999

      25 Jia-lin Tian, "Dynamic characteristics and test analysis of a new drilling downhole tool with anti-stick-slip features" 대한기계학회 32 (32): 4941-4949, 2018

      26 V. N. Pilipchuk, "Disc brake ring-element modeling involving friction-induced vibration" 8 : 1085-1104, 2002

      27 M. Sparham, "Cutting force analysis to estimate the friction force in linear guideways of CNC machine" 85 : 65-79, 2016

      28 M. A. Heckl, "Curve squeal of train wheels, part 1: Mathematical model for its generation" 229 : 669-693, 2000

      29 Z. Wang, "Control of chaotic vibration in automotive wiper systems" 39 : 168-181, 2009

      30 S. C. Chang, "Chaos attitude motion and chaos control in an automotive wiper system" 41 : 3491-3504, 2004

      31 A. Saha, "An analytical study of time-delayed control of friction-induced vibrations in a system with a dynamic friction model" 63 : 60-70, 2014

      32 J. Chung, "A time integration algorithm for structural dynamics with improved numerical dissipation : The generalized-α method" 60 : 371-375, 1993

      33 M. Pascal, "A new model of dry friction oscillator colliding with a rigid obstacle" 91 : 2541-2550, 2018

      34 A. Saha, "A modified LuGre friction model for an accurate prediction of friction force in the pure sliding regime" 80 : 122-131, 2016

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      2012-11-05 학술지명변경 한글명 : 대한기계학회 영문 논문집 -> Journal of Mechanical Science and Technology KCI등재
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      2006-01-19 학술지명변경 한글명 : KSME International Journal -> 대한기계학회 영문 논문집
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