Page 104 - 《振动工程学报》2026年第3期
P. 104

704                                振   动   工   程   学   报                               第 39 卷

              量和质量比对系统的能量转化及振动抑制性能具有                                 mode  decomposition  in  fault  diagnosis  of  rotating  ma⁃
              显著影响。通过理论分析对质量比和 EC⁃DVA 单                              chinery[J].  Mechanical  systems  and  signal  processing,
              元数量进行优化调整,可以有效提升主系统的振动                                 2013,35(1⁃2): 108⁃126.
              控制效果。                                             [9] NGUYEN K V, TRAN H T. Multi⁃cracks detection of
                                                                     a  beam⁃like  structure  based  on  the  on⁃vehicle  vibration
                 (3) 小单元质量比的双稳态 EC⁃DVA 阵列在实
                                                                     signal and wavelet analysis[J]. Journal of Sound and Vi⁃
              现较高能量转化效率和冲击能量吸收效率的同时,
                                                                     bration, 2010,329(21): 4455⁃4465.
              还能够确保主系统具备优良的抗冲击鲁棒性与稳定
                                                                [10] NGUYEN S D, LAM B D, CHOI S B. Smart damp⁃
              性。因此,通过优化阵列式 EC⁃DVAs 的单元质量                             ers-based  vibration  control-part  2:  fractional⁃order  slid⁃
              比,可以显著提升宽幅冲击激励下的机械部件振动                                 ing control for vehicle suspension system[J]. Mechani⁃
              控制效果。                                                  cal Systems and Signal Processing, 2021,148: 107145.
                 (4) 基于 EC⁃DVA 单元数量的优化策略有助于                     [11] LIU M F, CHANG T P, ZENG D Y. The interactive
              提高主系统的冲击能量吸收和能量转化效率。具体                                 vibration  behavior  in  a  suspension  bridge  system  under
              而言,当双稳态势垒较大时,减少单元数量能够提高                                moving  vehicle  loads  and  vertical  seismic  excitations
                                                                    [J].  Applied  Mathematical  Modelling,  2011,35(1):
              振动抑制性能和能量转化效率;而当双稳态势垒较
                                                                     398⁃411.
              小时,增加单元数量并减小质量比有助于实现最佳
                                                                [12] CAO Y, CAO D, HE G, et al. Thermal alternation in⁃
              的振动抑制效果。
                                                                     duced  vibration  analysis  of  spacecraft  with  lateral  solar
                                                                     arrays  in  orbit[J].  Applied  Mathematical  Modelling,
              参考文献:                                                  2020,86: 166⁃184.

                                                                [13] PENG  H,  LIU  Y  H,  CHEN  H  F,  et  al.  Shakedown
             [1] TSE K T, KWOK K C S, TAMURA Y. Performance          analysis  of  engineering  structures  under  multiple  vari⁃
                   and  cost  evaluation  of  a  smart  tuned  mass  damper  for   able mechanical and thermal loads using the stress com⁃
                   suppressing wind⁃induced lateral⁃torsional motion of tall   pensation method[J]. International Journal of Mechani⁃
                   structures[J]. Journal of Structural Engineering, 2012,  cal Sciences, 2018,140: 361⁃375.
                   138(4): 514⁃525.                             [14] KIM S Y, LEE C H. Optimum design of linear multi⁃
             [2] TIWARI N D, GOGOI A, HAZRA B, et al. A shape        ple  tuned  mass  dampers  subjected  to  white⁃noise  base
                   memory alloy⁃tuned mass damper inerter system for pas⁃  acceleration considering practical configurations[J]. En⁃
                   sive  control  of  linked⁃SDOF  structural  systems  under   gineering Structures, 2018,171: 516⁃528.
                   seismic  excitation[J].  Journal  of  Sound  and  Vibration,   [15] GAO P, LIU H, YAN P F, et al. Optimization of the
                   2021,494: 115893.                                 frequency tracking scheme for an adaptively tuned vibra⁃
             [3] LU  Z,  HUANG  B,  ZHANG  Q,  et  al.  Experimental   tion  absorber[J].  Journal  of  Sound  and  Vibration,
                   and  analytical  study  on  vibration  control  effects  of   2021, 512: 116376.
                   eddy⁃current  tuned  mass  dampers  under  seismic  excita⁃  [16] 周 力 ,张 天 琦 ,罗 雁 云 . 基 于 多 模 态 控 制 理 论 的 箱 梁
                   tions[J].  Journal  of  Sound  and  Vibration,  2018,421:   MDVA 参数优化及对低频振动影响分析[J]. 振动与
                   153⁃165.                                          冲击,2020,39(23):107⁃113.
             [4] WANG J L, GENG L F, DING L, et al. The state-of-    ZHOU  Li,  ZHANG  Tianqi,  LUO  Yanyun.  MDVA
                   the⁃art  review  on  energy  harvesting  from  flow⁃induced   parametric  optimization  in  box  girder  based  on  multi-
                   vibrations[J]. Applied Energy, 2020,267: 114902.  mode control theory and its effets on low frequency vi⁃
             [5] QIN B, ALAM M M, JI C, et al. Flow⁃induced vibra⁃   bration[J].  Journal  of  Vibration  and  Shock,  2020,  39
                   tions  of  two  cylinders  of  different  natural  frequencies  (23): 107⁃113.
                  [J]. Ocean Engineering, 2018,155: 189⁃200.    [17] 陈东阳,顾超杰,朱卫军,等 . 抑制柱体结构涡激振动的
             [6] ZHOU J, XU M L, YANG Z C, et al. Suppression of     非线性能量阱减振装置优化设计[J]. 工程力学,2020,
                   panel flutter response in supersonic airflow using a non⁃  37(9):240⁃247.
                   linear  vibration  absorber[J].  International  Journal  of   CHEN  Dongyang,  GU  Chaojie,  ZHU  Weijun,  et  al.
                   Non⁃Linear Mechanics, 2021,133: 103714.           An  optimum  design  of  nonlinear  energy  sink  vibration
             [7] HENG  A,  ZHANG  S,  TAN  A  C  C,  et  al.  Rotating   absorbing  device  for  suppressing  vortex⁃induced  vibra⁃
                   machinery prognostics: state of the art, challenges and   tion  of  cylindrical  structures[J].  Engineering  Mechan⁃
                   opportunities[J].  Mechanical  Systems  and  Signal  Pro⁃  ics, 2020, 37(9): 240⁃247.
                   cessing, 2009,23(3): 724⁃739.                [18] PICAVEA J, GAMEROS A, YANG J, et al. Vibra⁃
             [8] LEI Y G, LIN J, HE Z J, et al. A review on empirical   tion suppression using tuneable flexures acting as vibra⁃
   99   100   101   102   103   104   105   106   107   108   109