Page 121 - 《振动工程学报》2025年第9期
P. 121
第 9 期 马原卉,等:电磁准零刚度隔振器的负载自适应滑模控制研究 2051
ysis of a bi-state nonlinear vibration isolator with symmetric 法研究进展 [J]. 力学进展,2023,53(2):308-356.
permanent magnets[J]. Nonlinear Dynamics,2019,97(4): SUN Xiuting,QIAN Jiawei,QI Zhifeng,et al. Review on
2499-2519. research progress of nonlinear vibration isolation and time-
[14] YAN B,MA H Y,YU N,et al. Theoretical modeling and delayed suppression method[J]. Advances in Mechanics,
experimental analysis of nonlinear electromagnetic shunt 2023,53(2):308-356.
damping[J]. Journal of Sound and Vibration, 2020, 471: [26] FANG S T,PADAR N,MIRZAEI M J,et al. Fast fixed-
115184. time sliding mode control of a bistable dual-stage vibration
[15] YAN B,YU N,WU C Y. A state-of-the-art review on low- isolator with disturbances[J]. Nonlinear Dynamics, 2023,
frequency nonlinear vibration isolation with electromagnetic 111(21):19947-19962.
mechanisms[J]. Applied Mathematics and Mechanics (English [27] PI Y J,YU R,LI C J,et al. Vibration control of a thin rect-
Edition),2022,43(7):1045-1062. angular plate subjected to moving masses using an adaptive
[16] IBRAHIM R A. Excitation-induced stability and phase transi- sliding mode control method[J]. International Journal of
tion: a review[J]. Journal of Vibration and Control, 2006, Robust and Nonlinear Control,2023,33(14):8524-8547.
12(10):1093-1170. [28] WANG X Y,KATUPITIYA J. Robust control of a dual-arm
[17] QIAN J W,SUN X T,XU J. A data-driven reconstruction space robot to capture a non-cooperative target in 3D space[J].
method for dynamic systems with multistable property[J]. Aerospace Science and Technology,2023,141:108538.
Nonlinear Dynamics,2023,111(5):4517-4541. [29] HUANG S, WU X, LI P X. Vibration reduction of the
[18] MA H Y, YAN B. Nonlinear damping and mass effects of nonlinearly tufted carpet yarn by a modified sliding mode
electromagnetic shunt damping for enhanced nonlinear vibra- control method[J]. Shock and Vibration, 2019, 2019( 1) :
tion isolation[J]. Mechanical Systems and Signal Processing, 5075983.
2021,146:107010. [30] SNAMINA J,ORKISZ P. Active vibration reduction system
[19] SUN Y, ZHAO J L, WANG M, et al. High-static–low- with mass damper tuned using the sliding mode control algo-
dynamic stiffness isolator with tunable electromagnetic mecha- rithm[J]. Journal of Low Frequency Noise, Vibration and
nism[J]. IEEE/ASME Transactions on Mechatronics, 2020, Active Control,2021,40(1):540-554.
25(1):316-326. [31] AN J H,CHEN G P,DENG X,et al. Analytical study of a
[20] LI J Y,JING X J,LI Z C,et al. Fuzzy adaptive control for pneumatic quasi-zero-stiffness isolator with mistuned mass[J].
nonlinear suspension systems based on a bioinspired reference Nonlinear Dynamics,2022,108(4):3297-3312.
model with deliberately designed nonlinear damping[J]. IEEE [32] LE T D,NGUYEN V A D. Low frequency vibration isolator
Transactions on Industrial Electronics, 2019, 66( 11) : with adjustable configurative parameter[J]. International Jour-
8713-8723. nal of Mechanical Sciences,2017,134:224-233.
[21] ZHAO G,PAKNEJAD A,RAZE G,et al. Nonlinear posi- [33] LU J J,YAN G,QI W H,et al. Load-adaptive quasi-zero
tive position feedback control for mitigation of nonlinear stiffness vibration isolation via dual electromagnetic stiffness
vibrations[J]. Mechanical Systems and Signal Processing, regulation[J]. Journal of Sound and Vibration, 2023, 567:
2019,132:457-470. 118059.
[22] LI J,DENG J,LIU Y X,et al. A linear piezoelectric actua- [34] YAN B,MA H Y,ZHENG W G,et al. Nonlinear electro-
tor based on working principle of three-petal mouth of a magnetic shunt damping for nonlinear vibration isolators[J].
rabbit[J]. IEEE Transactions on Industrial Electronics, IEEE/ASME Transactions on Mechatronics,2019,24(4):
2022,69(5):5091-5099. 1851-1860.
[23] SUN X T,XU J,JING X J,et al. Beneficial performance of [35] LUO M X,GAO M Z,CAI G P. Delayed full-state feed-
a quasi-zero-stiffness vibration isolator with time-delayed back control of airfoil flutter using sliding mode control
active control[J]. International Journal of Mechanical method[J]. Journal of Fluids and Structures,2016,61:262-
Sciences,2014,82:32-40. 273.
[24] YAN B,WANG X J,MA H Y,et al. Hybrid time-delayed
feedforward and feedback control of lever-type quasi-zero- 第一作者:马原卉(1999—),女,硕士研究生。
stiffness vibration isolators[J]. IEEE Transactions on Indus- E-mail:202120601034@mails.zstu.edu.cn
trial Electronics,2024, 71(3):2810-2819. 通信作者:马洪业(1994—),男,博士,副教授。
[25] 孙秀婷,钱佳伟,齐志凤,等. 非线性隔振及时滞消振方 E-mail:mahongye@zstu.edu.cn