Single and multiple TMD optimization to control seismic response of nonlinear structures

被引:2
|
作者
Domizio, Martín [1 ,2 ]
Garrido, Hernán [1 ,2 ]
Ambrosini, Daniel [1 ,2 ]
机构
[1] Universidad Nacional de Cuyo, Facultad de Ingeniería, Mendoza, Argentina
[2] CONICET, Argentina
关键词
D O I
暂无
中图分类号
学科分类号
摘要
Tuned mass dampers (TMDs) are control devices used for supplemental energy dissipation in civil structures. In the case of structures that exhibit a nonlinear dynamic response under seismic action, their performance is affected by both the duration of the dynamic excitation and the detuning effect. In order to improve the TMD effectiveness in this scenario, the parameters of three different TMD configurations are optimized in the present work using the particle swarm algorithm. In the optimization process, two different objective functions are considered. The performance of the three optimal TMD configurations is evaluated on three single-degree-of-freedom structures with different fundamental periods subjected to a set of far-field records and a set of near-fault ground motions with strong velocity pulses. From the results of this analysis, it is found that in general, the configuration with two TMDs in series tuned to a frequency of 50% of the fundamental frequency of the healthy structure obtained the highest effectiveness when the ductility demand is greater than 5. In the case of medium-period structures with the highest ductility demand imposed by far-field ground motions, a reduction in the median ductility demand of 26% is achieved with a mass ratio of 25%. A lower effectiveness is observed against near-fault records, especially in short-period structures. Finally, the effect of the optimized TMD on multi-degree-of-freedom structures is analyzed. © 2021 Elsevier Ltd
引用
收藏
相关论文
共 50 条
  • [21] Seismic and Wind response Control of Cantilevered Highway Sign Support using a TMD
    de Barros, Rui Carneiro
    Paiva, Fabio
    2018 13TH APCA INTERNATIONAL CONFERENCE ON CONTROL AND SOFT COMPUTING (CONTROLO), 2018, : 368 - 373
  • [22] A novel nonlinear gas-spring TMD for the seismic vibration control of a MDOF structure
    Rong, Kunjie
    Lu, Zheng
    STRUCTURAL ENGINEERING AND MECHANICS, 2022, 83 (01) : 31 - 43
  • [23] Seismic response control of nonlinear base isolated structures using variable fluid dampers
    Wongprasert, N
    Symans, MD
    SMART STRUCTURES AND MATERIALS 2001: SMART SYSTEMS FOR BRIDGES, STRUCTURES, AND HIGHWAYS, 2001, 4330 : 333 - 344
  • [24] Study on seismic response control of self-anchored suspension bridge with TMD
    Zhang, Lianzhen
    Chen, Tianliang
    Xiong, Wei
    ADVANCES IN CIVIL STRUCTURES, PTS 1 AND 2, 2013, 351-352 : 1293 - 1297
  • [25] On the evaluation of seismic response of structures by nonlinear static methods
    Bosco, Melina
    Ghersi, Aurelio
    Marino, Edoardo M.
    EARTHQUAKE ENGINEERING & STRUCTURAL DYNAMICS, 2009, 38 (13): : 1465 - 1482
  • [26] Evaluation of Nonlinear Seismic Response of Reinforced Concrete Structures
    Bouyakoub, Samira
    Branci, Taieb
    APPLIED MECHANICS, BEHAVIOR OF MATERIALS, AND ENGINEERING SYSTEMS, 2017, : 345 - 353
  • [27] Simplified procedure to assess the seismic response of nonlinear structures
    Albanesi, T.
    Nuti, C.
    Vanzi, I.
    Earthquake Spectra, 2000, 16 (04) : 715 - 734
  • [28] NONLINEAR SEISMIC RESPONSE OF ANTENNA-SUPPORTING STRUCTURES
    GUEVARA, E
    MCCLURE, G
    COMPUTERS & STRUCTURES, 1993, 47 (4-5) : 711 - 724
  • [29] STOCHASTIC SEISMIC RESPONSE AND GLOBAL RELIABILITY OF NONLINEAR STRUCTURES
    Chen, Jian-Bing
    Li, Jie
    Xu, Jun
    PROCEEDINGS OF THE ELEVENTH INTERNATIONAL SYMPOSIUM ON STRUCTURAL ENGINEERING, VOL I AND II, 2010, : 2041 - 2047
  • [30] Seismic response prediction of reinforced concrete single barrel shell structures by nonlinear static analysis
    Pathak, R.
    Khare, R.K.
    Indian Concrete Journal, 2017, 91 (10): : 61 - 68