2020
DOI: 10.1007/s10999-020-09525-7
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Tunable ultralow frequency wave attenuations in one-dimensional quasi-zero-stiffness metamaterial

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Cited by 57 publications
(23 citation statements)
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“…ii) More importantly, by assembling the unit cell of the mechanical metamaterials, a basic building block that contains two identical tailored curved beams, programmable QZS features including both the QZS displacement range and the QZS payload can be achieved. This programming strategy has not been reported by previous works related to achieving QZS, [ 37–39 ] which report only a single QZS region. To emphasize these aspects, proof‐of‐principle experiments on 3D printed architectures are presented.…”
Section: Introductionmentioning
confidence: 91%
See 1 more Smart Citation
“…ii) More importantly, by assembling the unit cell of the mechanical metamaterials, a basic building block that contains two identical tailored curved beams, programmable QZS features including both the QZS displacement range and the QZS payload can be achieved. This programming strategy has not been reported by previous works related to achieving QZS, [ 37–39 ] which report only a single QZS region. To emphasize these aspects, proof‐of‐principle experiments on 3D printed architectures are presented.…”
Section: Introductionmentioning
confidence: 91%
“…Here, we suggest and realize a class of tailored mechanical metamaterials containing many optimally designed curved beams; these beams are tailored in shape to achieve prescribed QZS characteristics, enabling the whole mechanical metamaterial to achieve programmable QZS features. The main innovations of this work lie in the following two aspects: i) The achieved QZS is originated from the tailored mechanical geometrical nonlinearities of monolithic compliant mechanism (here refers to the optimally designed curved beam) directly, [37][38][39] rather than counteracting the positive stiffness of an elastic element by another negative stiffness element, thus significantly reducing the complexity to achieve a QZS isolator. ii) More importantly, by assembling the unit cell of the mechanical metamaterials, a basic building block that contains two identical tailored curved beams, programmable QZS features including both the QZS displacement range and the QZS payload can be achieved.…”
Section: Introductionmentioning
confidence: 99%
“…After an optimization of geometrical parameters, the multi-pieces of curved beams are able to produce a quasi-zero-stiffness characteristic. More importantly, the stiffness features of the integrated quasi-zero-stiffness resonator can be tuned easily by changing the deformation degree of the curved beams only, which provides a promising approach to tuning the low-frequency band gap [71][72] . In terms of the quasi-zero-stiffness resonator formed by connecting the positive stiffness mechanism and the negative stiffness mechanism, its stiffness features are related to the involvement level of the negative stiffness mechanism which is quantified by the stiffness ratio.…”
Section: Quasi-zero-stiffness Mechanismsmentioning
confidence: 99%
“…One is to devise the mechanical structure to decrease the stiffness, and the other is to adjust the stiffness real-time. Introducing the negative stiffness mechanism [67,82] , decreasing the cross-section of the elastic material [56][57][83][84] , and adjusting the amount of compression [71][72]74,85] are the mechanical ways to change the resonator stiffness. Although these mechanical structures are in favor of obtaining band gap in the low-frequency range, these configurations are difficult to change once they were designed.…”
Section: Band Gap Tuning Based On Adjustable Stiffnessmentioning
confidence: 99%
“…On the other hand, mechanism-based vibration isolators, such as quasi-zero stiffness (QZS) isolators, become widely used in broadband low-frequency vibration control [26]. A perfect QZS property can be achieved by utilizing a negative stiffness (NS) adjustable mechanism to neutralize the positive stiffness (PS) element [27]. Various QZS isolator designs have been investigated, such as buckling beam [28], cam-roller-spring mechanism [29], horizontal and oblique springs [30,31], X-shaped structure [32], bionic structure [33], and magnetic mechanism [34].…”
Section: Introductionmentioning
confidence: 99%