Low-frequency band gaps in quasi-zero stiffness locally resonant metamaterial shaft
•Proposed a QZS locally resonant metamaterial shaft composed of QZS-TLR.•The statics model of the proposed QZS-TLR is established and analyzed.•QZS-TLR can open the low-frequency torsional vibration/wave band gap structure.•Generation mechanism and regulation law of low-frequency band gaps are expla...
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Veröffentlicht in: | International journal of mechanical sciences 2024-04, Vol.267, p.108992, Article 108992 |
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Format: | Artikel |
Sprache: | eng |
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Zusammenfassung: | •Proposed a QZS locally resonant metamaterial shaft composed of QZS-TLR.•The statics model of the proposed QZS-TLR is established and analyzed.•QZS-TLR can open the low-frequency torsional vibration/wave band gap structure.•Generation mechanism and regulation law of low-frequency band gaps are explained.•Correctness of the theoretical prediction is proven through numerical simulation.
The suppression of low-frequency torsional vibration has always been a difficult problem in the field of vibration control. Recently, metamaterials have attracted considerable attention due to their superior vibration insulation properties, at least in some targeted and tunable band gaps ranges. In particular, the position of the local resonance band gaps is related to the resonance frequency of the local resonator (LR). In this paper, a novel quasi-zero-stiffness torsional LR is proposed and a metamaterial shaft is devised by periodically attaching this LR onto a uniform shaft. The statics analysis for the torsional LR is conducted, and the propagation characteristics of the torsional vibration in the metamaterial shaft is studied with the transfer matrix theory and the Galerkin method. The analytical dispersion relation and the band gap structure indicate the existence of low frequency band gaps. And the location of the band gaps and the attenuation ability of torsional vibration can be effectively controlled by tuning the structural parameters of LR and the material of shaft, which provide a theoretical basis and guidance for addressing the challenge of low-frequency torsional vibration suppression.
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ISSN: | 0020-7403 1879-2162 |
DOI: | 10.1016/j.ijmecsci.2024.108992 |