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Tuned Nonlinear Energy Sink With Conical Spring Design Theory and Sensitivity Analysis
Qiu, D. H.; Seguy, S.; Paredes, M.
2018
发表期刊Journal of Mechanical Design
ISSN1050-0472
卷号140期号:1页码:10
摘要This paper is devoted to the study of a nonlinear energy sink (NES) intended to attenuate vibration induced in a harmonically forced linear oscillator (LO) and working under the principle of targeted energy transfer (TET). The purpose motivated by practical considerations is to establish a design criterion that first ensures that the NES absorber is activated and second provides the optimally tuned nonlinear stiffness for efficient TET under a given primary system specification. Then a novel NES design yielding cubic stiffness without a linear part is exploited. To this end, two conical springs are specially sized to provide the nonlinearity. To eliminate the linear stiffness, the concept of a negative stiffness mechanism is implemented by two cylindrical compression springs. A small-sized NES system is then developed. To validate the concept, a sensitivity analysis is performed with respect to the adjustment differences of the springs and an experiment on the whole system embedded on an electrodynamic shaker is studied. The results show that this type of NES can not only output the expected nonlinear characteristics, but can also be tuned to work robustly over a range of excitation, thus making it practical for the application of passive vibration control.
关键词forced linear-oscillator attractors system mass Engineering
DOI10.1115/1.4038304
收录类别SCI ; EI
引用统计
文献类型期刊论文
条目标识符http://ir.ciomp.ac.cn/handle/181722/61202
专题中国科学院长春光学精密机械与物理研究所
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GB/T 7714
Qiu, D. H.,Seguy, S.,Paredes, M.. Tuned Nonlinear Energy Sink With Conical Spring Design Theory and Sensitivity Analysis[J]. Journal of Mechanical Design,2018,140(1):10.
APA Qiu, D. H.,Seguy, S.,&Paredes, M..(2018).Tuned Nonlinear Energy Sink With Conical Spring Design Theory and Sensitivity Analysis.Journal of Mechanical Design,140(1),10.
MLA Qiu, D. H.,et al."Tuned Nonlinear Energy Sink With Conical Spring Design Theory and Sensitivity Analysis".Journal of Mechanical Design 140.1(2018):10.
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