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Vibration attenuation in tapered metabeams: Influence of conicity and lattice arrangement on elastic wave dispersion

Sahana, Subhadeep; Singh, Amanpreet; Dwivedi, Ankur; Bhattacharya, Bishakh

Vibration attenuation in tapered metabeams: Influence of conicity and lattice arrangement on elastic wave dispersion Thumbnail


Authors

Subhadeep Sahana

Ankur Dwivedi

Bishakh Bhattacharya



Abstract

The transmission characteristics of periodic structural elements have long intrigued researchers due to their critical applications in vibration isolation. Understanding the influence of geometric properties on achieving wide attenuation band gaps while maintaining minimal structural mass remains a key research focus. This study proposes a periodic tapered non-prismatic beam with an integrated resonator system, demonstrating exceptional vibration attenuation capabilities while maintaining lower mass. The concept of the proposed structure lies in changing the distribution of mass so as to enhance the vibration characteristics. Four different metabeams have been investigated which have different order of conicity (prismatic, linear, quadratic and cubic). The proposed structures are analyzed using the finite element method, and spectral element method, and is validated with numerical simulations. A remarkable variation of 627.61% is observed in cubic tapered compared to the prismatic beam, which shows the higher attenuation capabilities of tapered metabeams. The change in the bandwidth for different cross-sections and at various conicity values has also been discussed, which shows the wide design range for such metabeams. This work provides new insights into the relationship between geometry and vibrational characteristics, paving the way for lightweight, efficient structures with wide-ranging applications in aerospace, automotive, and transportation systems.

Citation

Sahana, S., Singh, A., Dwivedi, A., & Bhattacharya, B. (2025). Vibration attenuation in tapered metabeams: Influence of conicity and lattice arrangement on elastic wave dispersion. Engineering Structures, 342, Article 120886. https://doi.org/10.1016/j.engstruct.2025.120886

Journal Article Type Article
Acceptance Date Jun 27, 2025
Online Publication Date Jul 14, 2025
Publication Date Nov 1, 2025
Deposit Date Jul 23, 2025
Publicly Available Date Jul 23, 2025
Journal Engineering Structures
Print ISSN 0141-0296
Electronic ISSN 1873-7323
Publisher Elsevier
Peer Reviewed Peer Reviewed
Volume 342
Article Number 120886
DOI https://doi.org/10.1016/j.engstruct.2025.120886
Public URL https://durham-repository.worktribe.com/output/4273720

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