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Nowadays, vibration energy absorption devices are widely implemented in many buildings subjected to severe vibration due to natural hazards, such as earthquakes, strong winds, and typhoons. Recently, viscous dampers have been commonly used in many structures as the most conventional damper type. However, the high maintenance cost resulting from oil leakage from cylinder seals has prompted researchers to seek an alternative system to viscous damper systems. Therefore, the main aim of this research is to develop a new rubber bracing damper (RBD) system by implementing high damping rubber material as a viscoelastic material to be installed in framed structures as diagonal bracing members. This will help dissipate vibration effects on the structure. To achieve this, the initial design for the RBD device has been developed, and finite-element simulation has been conducted to evaluate the behavior of the proposed RBD under various dynamic loading conditions. To define the viscoelastic material properties in finite-element modeling, high damping rubber material has been produced and experimentally tested to determine the numerical model of the material. Subsequently, the test data were utilized to develop the analytical model of the RBD device, and its performance was evaluated by applying cyclic loads and conducting nonlinear analysis. Furthermore, a series of cyclic dynamic tests with various displacement amplitudes and frequencies have been conducted on the prototype of the RBD device based on the finite-element results. Finally, to analyze the dynamic behavior of the structure equipped with RBD, a finite-element model of a three-story reinforced concrete frame structure furnished with RBD dampers has been developed. The response of the structure has been evaluated under seismic loads, and a parametric study has been conducted to investigate the response of the structures with various rubber properties. The numerical analysis results indicated that the implementation of the RBD device leads to a reduction in the occurrence of plastic hinges and lateral displacements of the structure by up to 69%. This demonstrates the efficiency of the RBD device in diminishing the seismic load effect on the structure’s response.
Czasopismo
Rocznik
Tom
Strony
art. no. e46, 2024
Opis fizyczny
Bibliogr. 25 poz., fot., rys., wykr.
Twórcy
autor
- Faculty of Environment and Technology, The University of the West England, Bristol, UK
autor
- Department of Civil Engineering, Faculty of Engineering, University Putra Malaysia, Serdang, Malaysia
autor
- Department of Civil Engineering, Faculty of Engineering, University Putra Malaysia, Serdang, Malaysia
Bibliografia
- 1. Bartera F, Dezi L, Giacchetti R. Cyclic behaviour of a reinforcedconcrete braced frame with high damping rubber devices. WITTrans Built Environ. 2004. https://doi.org/10.2495/SU040411.
- 2. Fang X, Zhou Y, Bi K, Hao H, Wang T. Experimental study onthe cyclic behaviors of an innovative lead-viscoelastic couplingbeam damper (LVCBD). J Build Eng. 2023;64:105596.
- 3. Farahpour H, Hejazi F. Development of integrated semi-activeadaptive vibration control system for bridges subjected to trafficloads. Structures. 2023;51:1773–94.
- 4. Gauron O, Girard O, Paultre P, Proulx J. Design and performanceof autonomous chevron-brace systems with elastomeric-dampersfor steel frames. J Constr Steel Res. 2015;115:34–46.
- 5. Hristov JY. Linear viscoelastic responses: The Prony decomposi-tion naturally leads into the Caputo-Fabrizio fractional operator.Front Phys. 2018;6:135.
- 6. Hejazi F, Farahpour H, Ayyash N, Chong T. Development ofa volumetric compression restrainer for structures subjected tovibration. J Build Eng. 2022;46:103735.
- 7. Ishikawa S, Tanaka K, Yano D, Kijimoto S. Design of a disc-shaped viscoelastic damping material attached to a cylindrical pipe as a dynamic absorber or Houde dampe. J Sound Vib.2020;475:115272.
- 8. Li HN, Fu X, Li YL, Liu HJ. Mechanical model and structuralcontrol performance of a new rotation-magnified viscoelasticdamper. Eng Struct. 2022;252:113569.
- 9. Lu X, Zhou Y, Yan F. Shaking table test and numerical analysis of RC frames with viscous wall dampers. J Struct Eng.2008;134(1):64–76.
- 10. Modhej A, Zahrai SM. Numerical study of visco-hyperelasticdamper with high axial damping rubber subjected to harmonicloading. Structures. 2021;29:1550–61.
- 11. Ismail M. An elastoplastic bracing system for structural vibrationcontrol. Eng Struct. 2019;200(1): 109671.
- 12. Ramakrishna U, Mohan SC. Performance of low-cost viscoelasticdamper for coupling adjacent structures subjected dynamic loads.Mater Today: Proc. 2019;28:1024–9.
- 13. Ranaei O, Aghakouchak AA. A new hybrid energy dissipationsystem with viscoelastic and flexural yielding strips dampers for multi-level vibration control. Arch Civ Mech Eng.2019;19(2):584–97.
- 14. Rahnavard R, Rebelo C, Craveiro HD, Napolitano R. Numerical investigation of the cyclic performance of reinforced concrete frames equipped with a combination of a rubber core and aU-shaped metallic damper. Eng Struct. 2020;225: 111307.
- 15. Sheikhi J, Fathi M, Rahnavard R, Napolitano R. Numericalanalysis of natural rubber bearing equipped with steel and shapememory alloys dampers. Structures. 2021;32:1839–55.
- 16. Shu Z, Li G, Xu Q, Leng Y. Rotational viscoelastic dampers forsteel buckling-restrained braced frames: concept, validation, andevaluation. J Build Eng. 2023;74: 106597 (Available online 11May 2023).
- 17. Soltanabadi R, Mamazizi A, Behnamfar F. Evaluating the performance of chevron braced frame with RSCD viscoplastic damper.Eng Struct. 2020;206: 110190.
- 18. Thanoon WA, Paul DK, Jaafar MS, Trikha DN. Influence of torsion on the inelastic response of three-dimensional R. C frames.2004;40:611–28.
- 19. Uang CM, Bertero VV. Evaluation of seismic energy in structures.Earthq Eng Struct Dyn. 1990;19(1):77–90.
- 20. Xiang Y, Xie HR. Probabilistic effectiveness of visco-elasticdampers considering earthquake excitation uncertainty and ambient temperature fluctuation. Eng Struct. 2021;226: 111379.
- 21. Xu ZD, Yang Y, Zhu YN, Ge T. Experimental study and mathematical modeling of viscoelastic dampers with wider temperaturerange based on blended rubber matrix. J Build Eng. 2023;70(1):106414.
- 22. Zhang S, Hou H, Qu B, Zhu Y, Li K, Fu X. Tests of a novel recentering damper with SMA rods and friction wedges. Eng Struct.2021;236: 112125.
- 23. Zhou L, Alam MS, Song A, Ye A. Probability-based residual displacement estimation of unbonded laminated rubber bearing supported highway bridges retrofitted with Transverse Steel Damper.Eng Struct. 2022;272: 115053.
- 24. Zienkiewicz OC, Taylor RL, Fox D. The finite element method for solid and structural mechanics. 7th ed. Elsevier; 2014. https://doi.org/10.1016/B978-1-85617-634-7.00004-1.
- 25. Zeynali K, Monir HS, Mirzai NM, Hu JW. Experimental andnumerical investigation of lead-rubber dampers in chevron concentrically braced frames. Arch Civ Mech Eng. 2018;18:162–78.
Uwagi
Opracowanie rekordu ze środków MNiSW, umowa nr POPUL/SP/0154/2024/02 w ramach programu "Społeczna odpowiedzialność nauki II" - moduł: Popularyzacja nauki (2025)
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-6795e13d-655c-4990-b821-6d504283e2c0
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