Acoustic black hole structures for vibration reduction of orthotropic steel bridge decks

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Authors: Xun Zhang, Yingming Zhen, Enchi Hu, Yinhui Bao, Keer Cui, Xianchao Fu, Anqing Hu
Cited by: 0
References: 22

Abstract

Steel bridges are extensively utilized due to their superior mechanical properties and consistency with sustainable development objectives. However, the challenges of vibration and structure-borne noise induced by moving vehicle loads remain unresolved. This study presents a vibration mitigation concept for steel bridges based on the acoustic black hole (ABH) theory, in which variable-thickness U-rib stiffened panels are treated as ABH structures. Considering the periodic arrangement of U-ribs, the finite element method is employed to examine variations in vibration bandgap characteristics and attenuation performance across different frequency ranges. The results demonstrate that, compared to equivalent uniform-thickness U-rib panels of identical mass and rib height, the ABH-U rib stiffened panels broaden the overall bandgap width and modify the bandgap distribution. The ABH-U plates exhibit significant vibration reduction both within and beyond the band gaps. Parametric analysis indicates that tuning the structural parameters of ABH-U plates enables customized vibration control within specific frequency ranges. Among these parameters, the maximum thickness of the variable-thickness U-rib exerts a strong effect on vibration suppression. A case study on a practical steel box-girder segment shows that incorporating ABH-U ribs into the steel box girder achieves measurable vibration reduction across both bandgap and full frequency ranges, with particularly remarkable performance in controlling transverse vibrations. Proper design of U-rib parameters ensures more desirable vibroacoustic performance within the targeted frequency bands.

Fields of Study & Subjects

Acoustic Wave Phenomena Research Structural Engineering and Materials Analysis Railway Engineering and Dynamics

Publication details

Journal / source
Thin-Walled Structures
Volume
222
Pages
114548–114548
Publication date
15 January 2026
Language
EN