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    题名: Damping effects of linear and nonlinear tuned mass dampers on nonlinear hinged-hinged beam
    作者: Yi-Ren Wang;C.K. Feng;S.Y. Chen
    关键词: Nonlinear vibration;Euler-Bernoulli Beam;Tuned mass damper (TMD);Method of multiple scales (MOMS)
    日期: 2018-09-15
    上传时间: 2018-09-20 12:11:04 (UTC+8)
    出版者: Elsevier
    摘要: This study analyzes the vibration reduction of a tuned mass damper (TMD) applied to a hinged-hinged nonlinear Euler-Bernoulli beam. We compare the effects of linear and nonlinear tuned mass dampers (LTMD/NLTMD) and obtain results undiscovered in previous studies. We analyze the frequency responses (fixed points) of the system using the method of multiple scales (MOMS) and obtain analytical solutions for the NLTMD in the frequency and time domains using Dimensional Analysis and the Perturbation Method. The present study shows that when the damping coefficient ( ), TMD mass (mD), TMD initial displacement (A) and nonlinear spring constant ( ) of the NLTMD fulfill a function relationship, the damping and nonlinear elastic effects cancel each other out, and the nonlinear damping frequency coincides with the linear natural frequency. With a fixed damping coefficient and an LTMD or NLTMD at a fixed position, optimal damping is achieved when the product of the TMD mass and spring constant are at fixed values. Finally, we use the Floquet transition matrix of the system and Floquet multipliers (F.M.) to create the basin of attraction (BOA) and analyze the stability of the system under aerodynamic forces.
    關聯: Journal of Sound and Vibration 430, p.150-173
    DOI: 10.1016/j.jsv.2018.05.033
    显示于类别:[航空太空工程學系暨研究所] 期刊論文

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