Research on Mechanical Properties of Variable Stiffness Self-Centering Three-Dimensional Seismic Isolators
DOI:
https://doi.org/10.54691/3q2dx061Keywords:
Quasi Zero Stiffness; Variable Stiffness Mechanism; Nonlinear Dynamics; Low Frequency Shock Absorption.Abstract
In order to improve the seismic performance of bridge structures, bridge isolation technology is increasingly innovating. However, current research is often limited by the contradiction between vertical bearing stiffness and seismic isolation performance: ensuring the daily operation of bridges requires high vertical stiffness load-bearing, while seismic isolation requires low dynamic stiffness. In response to this contradiction, this article proposes a Variable Stiffness Self centering Three dimensional Isolator (VSSC3DI), which consists of three parts: a vertical quasi zero stiffness isolation module and a lead core damper working together, and a combination system of friction pendulum and shape memory alloy (SMA) twisted wire in the horizontal direction. This article mainly studies the performance of vertical structures. By systematically explaining the working principle of the isolation device, constructing a static model and analyzing its force displacement relationship and the mechanism of quasi zero stiffness formation; Furthermore, the dynamic response of the system under external excitation was analyzed. Firstly, a corresponding nonlinear dynamic model was established, and the amplitude frequency response characteristics were solved using the averaging method. The excellent low-frequency isolation performance was confirmed through parameter analysis.
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[1] Guo W. Research on Seismic Performance Evaluation and Reinforcement Technology of Highway Bridges [J], 2023.
[2] Jing X,Yu W,Li Q. Design of a quasi-zero-stiffness based sensor system for the measurement of absolute vibration displacement of moving platforms[J], 2016.
[3] Molyneux,W. G. The Support of an Aircraft for Ground Resonance Tests: A Survey of Available Methods[J], 1958.
[4] Alabuzhev PM,Rivin EI. Vibration protecting and measuring systems with quasi-zero stiffness[J].
[5] Platus DL. Negative-stiffness-mechanism vibration isolation systems[J], 1999.
[6] Peng X. Static and linear dynamic characteristics analysis of a quasi zero stiffness isolation system [J]. Chinese Quarterly of Mechanics, 2012, 33(03): 492-498.
[7] Peng X, Cheng SN. Preliminary exploration of the working principle and application of negative stiffness [J]. Journal of Hunan University (Natural Sciences), 1992, (04): 89-94.
[8] Peng X, Cheng SN. Design of quasi zero stiffness isolator and its elastic characteristics [J]. Journal of Vibration, Measurement &Diagnosis, 1997, (04): 44-46.
[9] Lee CM,Goverdovskiy VN,Samoilenko SB. Prediction of non-chaotic motion of the elastic system with small stiffness[J], 2004.
[10] Virgin LN,Santillan ST,Plaut RH. Vibration isolation using extreme geometric nonlinearity[J], 2008.
[11] Carrella A,Brennan MJ,Waters TP. Static analysis of a passive vibration isolator with quasi-zero-stiffness characteristic[J], 2007.
[12] Carrella A,Brennan MJ,Waters TP. On the design of a high-static-low-dynamic stiffness isolator using linear mechanical springs and magnets. [In special Issue: EUROMECH colloquium 483, Geometrically non-linear vibrations of structures] [J], 2008.
[13] Huang X,Liu X,Hua H. On the characteristics of an ultra-low frequency nonlinear isolator using sliding beam as negative stiffness[J], 2014.
[14] Yang J,Xiong YP, Xing JT. Dynamics and power flow behaviour of a nonlinear vibration isolation system with a negative stiffness mechanism[J], 2013.
[15] Robertson WS, Cazzolato BS, Zander AC. Nonlinear control of a one axis magnetic spring[J], 2007.
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