CHOICE OF THE MODEL FOR VIBRO-IMPACT NONLINEAR SINK

Заголовок (англійською): 
CHOICE OF THE MODEL FOR VIBRO-IMPACT NONLINEAR SINK
Автор(и): 
P.P. Lizunov
O.S. Pogorelova
T.G. Postnikova
Автор(и) (англ): 
P.P. Lizunov
O.S. Pogorelova
T.G. Postnikova
Ключові слова (англ): 
nonlinear energy sink, impulsive loading, vibro-impact, primary structure, optimized, single-sided, double-sided
Анотація (англ): 
The nonlinear energy sink (NES) is defined as a single-degree-of-freedom structural element with relatively small mass and weak dissipation, attached to a primary structure via essentially nonlinear coupling. It is a passive energy dissipation device designed to rapidly absorb vibration energy (due to shock, blast, earthquakes, etc.) from a primary structure and locally dissipate it. The article contains a mini-review of the works on NESs. Design schemes for single-sided and double-sided vibro-impact NESs (SSVI and DSVI NESs) are proposed on the basis of conceptual and design NES schemes that exist in the world scientific literature. The motion equations and the impact rule are given. The quasistatic Hertz contact law is adopted as the impact rule. Various representations of the impulsive loading on the primary structure are discussed. These are excitations by initial velocities only, periodic excitation, a shock in the half-sine form, single-sided periodic impulses of a rectangular shape,wind, seismic and broadband excitation. The Tables of some numerical parameters that can be accepted for VI NES are given. Using the presented data, the authors intend to investigate both the efficiency of SSVI and DSVI NESs under different types of impulsive load, and their dynamical behavior with the changing in their parameters.
Публікатор: 
Київський національний університет будівництва і архітектури
Назва журналу, номер, рік випуску (укр): 
Опір матеріалів і теорія споруд, 2022, номер 108
Назва журналу, номер, рік випуску (англ): 
Strength of Materials and Theory of Structures, 2022, issue 108
Мова статті: 
English
Формат документа: 
application/pdf
Документ: 
04-108_lizunov_pogorelova_postnikova.pdf
Дата публікації: 
01 July 2022
Номер збірника: 
108
Університет автора: 
Kyiv National University of Construction and Architecture 31, Povitroflotskyave, Kyiv, Ukraine, 03680
References: 
  1. AL-Shudeifat M.A., Saeed A.S. Comparison of a modified vibro-impact nonlinear energy sink with other kinds of NESs //Meccanica. – 2021. – Т. 56. – №. 4. – С. 735-752.
  2. Ding H., Chen L.Q. Designs, analysis, and applications of nonlinear energy sinks //Nonlinear Dynamics. – 2020. – Т. 100. – №. 4. – С. 3061-3107.
  3. Gendelman O. V. Analytic treatment of a system with a vibro-impact nonlinear energy sink //Journal of Sound and Vibration. – 2012. – Т. 331. – №. 21. – С. 4599-4608.
  4. Vakakis A.F. Passive nonlinear targeted energy transfer //Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences. – 2018. – Т. 376. – №. 2127. – С. 20170132.
  5. Lu Z. et al. Particle impact dampers: Past, present, and future //Structural Control and Health Monitoring. – 2018. – Т. 25. – №. 1. – С. e2058.
  6. Lee Y.S. et al. Passive non-linear targeted energy transfer and its applications to vibration absorption: a review //Proceedings of the Institution of Mechanical Engineers, Part K: Journal of Multi-body Dynamics. – 2008. – Т. 222. – №. 2. – С. 77-134.
  7. Ibrahim R. A. Recent advances in nonlinear passive vibration isolators //Journal of sound and vibration. – 2008. – Т. 314. – №. 3-5. – С. 371-452.
  8. Wang J. et al. Track nonlinear energy sink for rapid response reduction in building structures //Journal of Engineering Mechanics. – 2015. – Т. 141. – №. 1. – С. 04014104.
  9. Lee Y.S. et al. Passive non-linear targeted energy transfer and its applications to vibration absorption: a review //Proceedings of the Institution of Mechanical Engineers, Part K: Journal of Multi-body Dynamics. – 2008. – Т. 222. – №. 2. – С. 77-134.
  10. Youssef B., Leine R.I. A complete set of design rules for a vibro-impact NES based on a multiple scales approximation of a nonlinear mode //Journal of Sound and Vibration. – 2021. – Т. 501. – С. 116043.
  11. Bergeot B., Bellizzi S., Berger S. Dynamic behavior analysis of a mechanical system with two unstable modes coupled to a single nonlinear energy sink //Communications in Nonlinear Science and Numerical Simulation. – 2021. – Т. 95. – С. 105623.
  12. Saeed A.S. et al. Two-dimensional nonlinear energy sink for effective passive seismic mitigation //Communications in Nonlinear Science and Numerical Simulation. – 2021. – Т. 99. – С. 105787.
  13. Luo J. et al. Large-scale experimental evaluation and numerical simulation of a system of nonlinear energy sinks for seismic mitigation //Engineering Structures. – 2014. – Т. 77. – С. 34-48.
  14. Qiu D., Seguy S., Paredes M. Design criteria for optimally tuned vibro-impact nonlinear energy sink //Journal of Sound and Vibration. – 2019. – Т. 442. – С. 497-513.
  15. Li T. et al. Chaotic characteristic of a linear oscillator coupled with vibro-impact nonlinear energy sink //Nonlinear Dynamics. – 2018. – Т. 91. – №. 4. – С. 2319-2330.
  16. Li T. et al. Activation characteristic of a vibro-impact energy sink and its application to chatter control in turning //Journal of Sound and Vibration. – 2017. – Т. 405. – С. 1-18.
  17. Wierschem N.E. et al. Response attenuation in a large-scale structure subjected to blast excitation utilizing a system of essentially nonlinear vibration absorbers //Journal of Sound and Vibration. – 2017. – Т. 389. – С. 52-72.
  18. Li T., Seguy S., Berlioz A. On the dynamics around targeted energy transfer for vibro-impact nonlinear energy sink //Nonlinear Dynamics. – 2017. – Т. 87. – №. 3. – С. 1453-1466.
  19. Li T., Seguy S., Berlioz A. On the dynamics around targeted energy transfer for vibro-impact nonlinear energy sink //Nonlinear Dynamics. – 2017. – Т. 87. – №. 3. – С. 1453-1466.
  20. Al-Shudeifat M. A. et al. Numerical and experimental investigation of a highly effective single-sided vibro-impact non-linear energy sink for shock mitigation //International journal of non-linear mechanics. – 2013. – Т. 52. – С. 96-109.
  21. Wei Y.M. et al. Enhanced targeted energy transfer by vibro impact cubic nonlinear energy sink //International Journal of Applied Mechanics. – 2018. – Т. 10. – №. 06. – С. 1850061.
  22. Feudo S.L. et al. Finite contact duration modeling of a Vibro-Impact Nonlinear Energy Sink to protect a civil engineering frame structure against seismic events. – 2020.
  23. Bazhenov V., Pogorelova O., Postnikova T. Analysis of dynamic conduct of the vibroshock different typing systems // LAPLAMBERTAcademicPubl. GmbH & Co. KG Dudweiler, Germany. – 2013.
  24. Bazhenov V., Pogorelova O., Postnikova T. Crisis-Induced Intermittency and Other Nonlinear Dynamics Phenomena in Vibro-impact System with Soft Impact //Nonlinear Mechanics of Complex Structures. – Springer, Cham, 2021. – С. 185-203.
  25. Bazhenov V.A., Pogorelova O.S., Postnikova T.G. Nonlinear Events in Dynamic Behavior of Unusual Vibro-impact System – Platform-vibrator with Shock. – LAP LAMBERT Academic Publ //GmbH and Co. KG Dudweiler, Germany. 2021.
  26. Johnson, K.L. Contact Mechanics. Cambridge University Press, Cambridge. – 1985.
  27. Gourc E. et al. Theoretical and experimental study of an harmonically forced vibro-impact nonlinear energy sink //International Design Engineering Technical Conferences and Computers and Information in Engineering Conference. – American Society of Mechanical Engineers, 2013. – Т. 55973. – С. V07BT10A033.
  28. Gourc E. et al. Experimental investigation and design optimization of targeted energy transfer under periodic forcing //Journal of Vibration and Acoustics. – 2014. – Т. 136. – №. 2.
  29. Karayannis I., Vakakis A. F., Georgiades F. Vibro-impact attachments as shock absorbers //Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science. – 2008. – Т. 222. – №. 10. – P. 1899-1908.
  30. Dukart A.V., Byn’ F.Т. Stationary vibrations of the system with a shock extinguisher at the action of periodic impulses of eventual duration // Vestnik MGSU. – 2012. – №. 4. – P. 44-50.
  31. Guo H. et al. Galloping suppression of a suspended cable with by wind loading a nonlinear energy sink //Archive of Applied Mechanics. – 2017. – Т. 87. – №. 6. – С. 1007-1018.]
  32. Augusti G., Baratta A., Casciati F. Probabilistic methods in structural engineering. – CRC Press, 1984.
  33. Bazhenov V., Dehtiaruk Ye. Probabilistic methods of calculation of constructions. Casual vibrations of the resilient systems. – К.: KNUBA, 2005. – 420 p.
  34. Wang J. et al. Seismic response mitigation of building structures with a novel vibro-impact dual-mass damper //Engineering Structures. – 2020. – Т. 215. – С. 110673.