2021
DOI: 10.1063/5.0045937
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Advanced negative stiffness absorber for low-frequency noise insulation of panels

Abstract: The sound transmission loss of conventional means of passive acoustic treatment in the low-frequency range is governed by two physical mechanisms: the inertia, as stated by the mass density law, and the local resonances of the structure. Since usual partitions are flexible and lightweight, their acoustic performance is poor, especially below 300 Hz. Although conventional acoustic meta-materials can offer excellent acoustic properties, they also perform poorly in this range. Therefore, novel meta-structures are… Show more

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Cited by 14 publications
(8 citation statements)
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“…Among them, the local resonance effect can promote the generation of a low-frequency bandgap, which can be explained by the mass-spring physics principle. In this principle, the metamaterial structure is equivalent to a "mass-spring" system, in which the natural frequencies of each order and the upper and lower bounds of the bandgap are determined by the equivalent mass and equivalent stiffness [39]. Mukherjee et al [40] designed a new honeycomb lattice metamaterial by combining the traditional and additive material lattices, and its bandgap performed better than the traditional honeycomb metamaterial in the low-frequency region.…”
Section: Introductionmentioning
confidence: 99%
“…Among them, the local resonance effect can promote the generation of a low-frequency bandgap, which can be explained by the mass-spring physics principle. In this principle, the metamaterial structure is equivalent to a "mass-spring" system, in which the natural frequencies of each order and the upper and lower bounds of the bandgap are determined by the equivalent mass and equivalent stiffness [39]. Mukherjee et al [40] designed a new honeycomb lattice metamaterial by combining the traditional and additive material lattices, and its bandgap performed better than the traditional honeycomb metamaterial in the low-frequency region.…”
Section: Introductionmentioning
confidence: 99%
“…The stiffness-mass elements can be allocated appropriately to create a system that is statically and dynamically stable, maintaining the structure's initial/static stiffness and avoiding potential instabilities. The KDamper has been examined in protecting bridges, wind turbines, and other structural systems, resulting in reduced displacement demand at the base level [12][13][14][15][16].…”
Section: Introductionmentioning
confidence: 99%
“…The system combines the beneficial characteristics of the NS and of the traditional TMD, leading to a device that introduces extraordinary damping properties to the structure. By incorporating the additional NS element, the inertial forces of the damper are increased, and the need for large mass is significantly reduced 27–29 . In addition, the proper allocation of the stiffness–mass elements of the device leads to a system that is both statically and dynamically stable; the properties of the KDamper can be designed in order to maintain the initial/static stiffness of the structure and, hence, avoid potential instabilities.…”
Section: Introduction and Scopementioning
confidence: 99%
“…By incorporating the additional NS element, the inertial forces of the damper are increased, and the need for large mass is significantly reduced. [27][28][29] In addition, the proper allocation of the stiffness-mass elements of the device leads to a system that is both statically and dynamically stable; the properties of the KDamper can be designed in order to maintain the initial/static stiffness of the structure and, hence, avoid potential instabilities. This vibration control system has been examined for the protection of bridges 30,31 wind turbines, 32,33 and structural systems, [34][35][36] achieving reduction of the displacement demand at the base level.…”
Section: Introduction and Scopementioning
confidence: 99%