Comparison of the performance and dynamics of the asymmetric single-sided and symmetric double-sided vibro-impact nonlinear energy sinks with optimized designs

Petro Lizunov , Olga Pogorelova , Tetyana Postnikova

International Journal of Mechanical System Dynamics ›› 2024, Vol. 4 ›› Issue (3) : 303 -316.

PDF (5729KB)
International Journal of Mechanical System Dynamics ›› 2024, Vol. 4 ›› Issue (3) : 303 -316. DOI: 10.1002/msd2.12126
RESEARCH ARTICLE

Comparison of the performance and dynamics of the asymmetric single-sided and symmetric double-sided vibro-impact nonlinear energy sinks with optimized designs

Author information +
History +
PDF (5729KB)

Abstract

The operation of symmetric double-sided and asymmetric single-sided vibro-impact nonlinear energy sinks (DSVI NES and SSVI NES) is considered in this study. The methodology of optimization procedures is described. It is emphasized that the execution of optimization procedures is ambiguous, allows for a great deal of arbitrariness, and requires experience and intuition on the part of the implementer. There are a lot of damper parameter sets providing similar attenuation of the primary structure (PS) vibrations. It is shown that the efficiency of such mitigation for both VI NES types with optimized parameters is similar. However, their dynamic behavior differs significantly. The system with the attached DSVI NES exhibits calm dynamics with periodic motion and symmetrical bilateral impacts on both obstacles. The system with attached SSVI NES exhibits rich complex dynamics when the exciting force frequency is varied. Periodic modes of different periodicity with different numbers of asymmetric impacts per cycle on the PS directly and on the obstacle alternate with various irregular regimes, namely, chaotic mode, intermittency, and crisis-induced intermittency. The regions of bilateral impacts are narrow and located near resonance; they are narrower for a system with an attached DSVI NES. In a system with an attached SSVI NES, there are wider areas of asymmetric unilateral impacts.

Keywords

vibro-impact / damper / nonlinear energy sink / single-sided / double-sided / vibrations / mitigation / optimization

Cite this article

Download citation ▾
Petro Lizunov, Olga Pogorelova, Tetyana Postnikova. Comparison of the performance and dynamics of the asymmetric single-sided and symmetric double-sided vibro-impact nonlinear energy sinks with optimized designs. International Journal of Mechanical System Dynamics, 2024, 4(3): 303-316 DOI:10.1002/msd2.12126

登录浏览全文

4963

注册一个新账户 忘记密码

References

[1]

Ding H, Chen LQ. Designs, analysis, and applications of nonlinear energy sinks. Nonlinear Dyn. 2020;100(4):3061-3107.

[2]

Saeed AS, Nasar RA, AL-Shudeifat MA. A review on nonlinear energy sinks: designs, analysis and applications of impact and rotary types. Nonlinear Dyn. 2023;111(1):1-37.

[3]

Lu Z, Wang Z, Zhou Y, Lu X. Nonlinear dissipative devices in structural vibration control: a review. J Sound Vib. 2018;423:18-49.

[4]

Wang J, Wierschem NE, Wang B, Spencer Jr., BF. Multi-objective design and performance investigation of a high-rise building with track nonlinear energy sinks. Struct Design Tall Special Build. 2020;29(2):e1692.

[5]

Gendelman OV. Transition of energy to a nonlinear localized mode in a highly asymmetric system of two oscillators. Normal Modes and Localization in Nonlinear Systems. Springer; 2001:237-253.

[6]

Vakakis AF, Gendelman O. Energy pumping in nonlinear mechanical oscillators: part II-resonance capture. J Appl Mech. 2001;68(1):42-48.

[7]

Kang X, Tang J, Xia G, Wei J, Zhang F, Sheng Z. Design, optimization, and application of nonlinear energy sink in energy harvesting device. Int J Energy Res. 2024;2024:1-33.

[8]

Lu Z, Wang Z, Masri SF, Lu X. Particle impact dampers: past, present, and future. Struct Control Health Monitor. 2018;25(1):e2058.

[9]

Ibrahim RA. Recent advances in nonlinear passive vibration isolators. J Sound Vib. 2008;314(3-5):371-452.

[10]

Lee YS, Vakakis AF, Bergman LA, et al. Passive non-linear targeted energy transfer and its applications to vibration absorption: a review. Proc Inst Mech Eng K J Multibody Dyn. 2008;222(2):77-134.

[11]

Wang J, Wierschem NE, Spencer Jr., BF, Lu X. Track nonlinear energy sink for rapid response reduction in building structures. J Eng Mech. 2015;141(1):04014104.

[12]

Wierschem NE, Spencer Jr., BF. Targeted energy transfer using nonlinear energy sinks for the attenuation of transient loads on building structures. Newmark Structural Engineering Laboratory Report Series 045. Newmark Structural Engineering Laboratory. University of Illinois at Urbana-Champaign; 2015. https://www.ideals.illinois.edu/items/89701

[13]

Geng XF, Ding H, Ji JC, Wei KX, Jing XJ, Chen LQ. A state-of-the-art review on the dynamic design of nonlinear energy sinks. Eng Struct. 2024;313(118228):118228.

[14]

Kumar R, Kuske R, Yurchenko D. Exploring effective TET through a vibro-impact nonlinear energy sink over broad parameter regimes. J Sound Vib. 2024;570(118131):118131.

[15]

Li H, Li A, Kong X, Xiong H. Dynamics of an electromagnetic vibro-impact nonlinear energy sink, applications in energy harvesting and vibration absorption. Nonlinear Dyn. 2022;108(2):1027-1043.

[16]

Wang Q, Wu H, Qiao H, Yu X, Huang P. Asymmetric and cubic nonlinear energy sink inerters for mitigating wind-induced responses of high-rise buildings. Struct Control Health Monitor. 2023;2023:1-22.

[17]

Liu Z, Wang J, Tan P, Chen Y. Numerical investigations of asymmetric inerter nonlinear energy sink for vibration control. Int J Struct Stabil Dyn. 2023;23(13):2350148.

[18]

Zhang Z, Gao Y, Zhang YW, Fang B. A negative stiffness inertial nonlinear energy sink. Res Square. Published online 2022.

[19]

Zuo H, Bi K, Zhu S, Ma R, Hao H. On the dynamic characteristics of using track nonlinear energy sinks for structural vibration control. Eng Struct. 2024;302(117436):117436.

[20]

Jun W, Zi-Jian Y, Yun-Hao Z, Jian-Chao Z. Energy transfer and dissipation in combined-stiffness nonlinear energy sink systems. J Comput Nonlinear Dyn. 2024;19(3):031001.

[21]

Al-Shudeifat MA, Saeed AS. Comparison of a modified vibro-impact nonlinear energy sink with other kinds of NESs. Meccanica. 2021;56(4):735-752.

[22]

Li T, Seguy S, Berlioz A. On the dynamics around targeted energy transfer for vibro-impact nonlinear energy sink. Nonlinear Dyn. 2017;87(3):1453-1466.

[23]

Li T. Study of Nonlinear Targeted Energy Transfer by Vibro-Impact. Institut National des Sciences Appliquées de Toulouse; 2016.

[24]

Lizunov P, Pogorelova O, Postnikova T. The synergistic effect of the multiple parameters of vibro-impact nonlinear energy sink. J Appl Math. 2023;1(3):199.

[25]

Lizunov P, Pogorelova O, Postnikova T. The influence of various optimization procedures on the dynamics and efficiency of nonlinear energy sink with synergistic effect consideration. Phys D Nonlinear Phenom. 2024;463(134167):134167.

[26]

Boroson E, Missoum S. Stochastic optimization of nonlinear energy sinks. Struct Multidiscip Optim. 2017;55(2):633-646.

[27]

Snoun C, Bergeot B, Berger S. Robust optimization of nonlinear energy sinks used for mitigation of friction-induced limit cycle oscillations. Eur J Mech A Solids. 2022;93(104529):104529.

[28]

Qiu D, Seguy S, Paredes M. Design criteria for optimally tuned vibro-impact nonlinear energy sink. J Sound Vib. 2019;442:497-513.

[29]

Zhang J, Yin S, Guo B, Liu Y. Vibro-impact dynamics of an experimental rig with two-sided constraint and bidirectional drift. J Sound Vib. 2024;571(118021):118021.

[30]

Li T, Seguy S, Berlioz A. Optimization mechanism of targeted energy transfer with vibro-impact energy sink under periodic and transient excitation. Nonlinear Dyn. 2017;87(4):2415-2433.

[31]

Costa D, Kuske R, Yurchenko D. Qualitative changes in bifurcation structure for soft vs hard impact models of a vibro-impact energy harvester. Chaos. 2022;32(10):103120.

[32]

Lo Feudo S, Job S, Cavallo M, Fraddosio A, Piccioni MD, Tafuni A. Finite contact duration modeling of a vibro-impact nonlinear energy sink to protect a civil engineering frame structure against seismic events. Eng Struct. 2022;259(114137):114137.

[33]

Okolewski A, Blazejczyk-Okolewska B. Hard vs soft impacts in oscillatory systems’modeling revisited. Chaos. 2021;31(8):083110.

[34]

Blazejczyk-Okolewska B, Czolczynski K, Kapitaniak T. Classification principles of types of mechanical systems with impacts-fundamental assumptions and rules. Eur J Mech A Solids. 2004;23(3):517-537.

[35]

Andreaus U, Chiaia B, Placidi L. Soft-impact dynamics of deformable bodies. Continuum Mech Therm. 2013;25(2-4):375-398.

[36]

Bazhenov VA, Pogorelova OS, Postnikova TG. Comparison of two impact simulation methods used for nonlinear vibroimpact systems with rigid and soft impacts. J Nonlinear Dyn. 2013;2013:1-12.

[37]

Bazhenov V, Pogorelova O, Postnikova T. Crisis-induced intermittency and other nonlinear dynamics phenomena in vibro-impact system with soft impact. In: A Holm, A Marco, Y Mikhlin, eds. Nonlinear Mechanics of Complex Structures. Springer Nature;2021:185-203.

[38]

Johnson KL. Contact Mechanics. Cambridge University Press; 1987.

[39]

Goldsmith W. The Theory and Physical Behaviour of Colliding Solids. Edward Arnold Publishers Ltd; 1960.

[40]

Lizunov P, Pogorelova O, Postnikova T. Optimization of a vibro-impact damper design using MATLAB tools. Strength Mater Theory Struct. 2024;112:3-18.

[41]

Lizunov P, Pogorelova O, Postnikova T. Dynamic behavior and efficie quasiperiodic route to transient ncy of vibro-impact dampers with different optimized designs. J Appl Mech Mater. Forthcoming 2024.

[42]

Ma S, Ning X, Wang L, Jia W, Han P. A novel method for solving response of stochastic vibro-impact systems with two-sided barriers. Res Square. 2022;558:117778.

[43]

Andreaus U, De Angelis M. Nonlinear dynamic response of a base-excited SDOF oscillator with double-side unilateral constraints. Nonlinear Dyn. 2016;84(3):1447-1467.

[44]

Yan Y, Liu Y, Liao M. A comparative study of the vibro-impact capsule systems with one-sided and two-sided constraints. Nonlinear Dyn. 2017;89(2):1063-1087.

[45]

Foale S, Bishop SR. Bifurcations in impact oscillations. Nonlinear Dyn. 1994;6(3):285-299.

[46]

Bazhenov VA, Pogorelova OS, Postnikova TG. Contact impact forces at discontinuous 2-DOF vibroimpact. Appl Math Nonlinear Sci. 2016;1(1):183-196.

[47]

Lizunov PP, Pogorelova O, Postnikova T. Vibro-impact damper dynamics depending on system parameters. Res Square. Published online 2023.

[48]

Saeed AS, Al-Shudeifat MA, Cantwell WJ, Vakakis AF. Two-dimensional nonlinear energy sink for effective passive seismic mitigation. Commun Nonlinear Sci Numerical Simul. 2021;99:105787.

[49]

Youssef B, Leine RI. A complete set of design rules for a vibro-impact NES based on a multiple scales approximation of a nonlinear mode. J Sound Vib. 2021;501:116043.

[50]

Gendelman OV. Targeted energy transfer in systems with external and self-excitation. Proc Inst Mech Eng, Part C. 2011;225(9):2007-2043.

[51]

Gendelman OV, Alloni A. Forced system with vibro-impact energy sink: chaotic strongly modulated responses. Proc IUTAM. 2016;19:53-64.

RIGHTS & PERMISSIONS

2024 The Author(s). International Journal of Mechanical System Dynamics published by John Wiley & Sons Australia, Ltd on behalf of Nanjing University of Science and Technology.

AI Summary AI Mindmap
PDF (5729KB)

487

Accesses

0

Citation

Detail

Sections
Recommended

AI思维导图

/