首页|A viscoelastic metamaterial beam for integrated vibration isolation and energy harvesting

A viscoelastic metamaterial beam for integrated vibration isolation and energy harvesting

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Locally resonant metamaterials have low-frequency band gaps and the ca-pability of converging vibratory energy in the band gaps at resonant cells.It has been demonstrated by several researchers that the dissipatioin of vibratory energy within the band gap can be improved by using viscoelastic materials.This paper designs an in-tegrated viscoelastic metamaterial for energy harvesting and vibration isolation.The viscoelastic metamaterial is achieved by a viscoelastic beam periodically arrayed with spatial ball-pendulum nonlinear energy harvesters.The nonlinear resonator with an en-ergy harvesting function is achieved by placing a free-rolling magnetic ball in a spherical cavity with an additional induction coil.The dynamic equations of viscoelastic metamate-rials under transverse excitation are established,and the energy harvesting and vibration isolation characteristics within the dispersion relation of viscoelastic metamaterials are analyzed.The results show that the vibrations of the main body of the viscoelastic meta-material beam are significantly suppressed in the frequency range of the local resonance band gap.At the same time,the elastic waves are limited in the nonlinear resonator with an energy harvesting function,which improves the energy output.Finally,an experimen-tal platform of viscoelastic metamaterial vibration is established for validation purposes.

viscoelastic metamaterialnonlinear vibrationvibration isolationenergy harvesting

Long ZHAO、Zeqi LU、Hu DING、Liqun CHEN

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Shanghai Institute of Applied Mathematics and Mechanics,Shanghai Key Laboratory of Mechanics in Energy Engineering,Shanghai Frontier Science Center of Mechanoinformatics,School of Mechanics and Engineering Science,Shanghai University,Shanghai 200072,China

School of Microelectronics,Shanghai University,Shanghai 201800,China

2024

应用数学和力学(英文版)
上海大学

应用数学和力学(英文版)

影响因子:0.294
ISSN:0253-4827
年,卷(期):2024.45(7)