Acoustic multiple transmission peaks in Thue-Morse structures based on lateral resonators

This research investigates the acoustic wave propagation in one-dimensional quasi-periodic waveguide structures designed using generalized Thue-Morse sequences. The configuration comprises two distinct resonator blocks: one featuring parallel open/closed resonators and the other containing closed resonators arranged in series within a primary air duct. These structures can be fabricated from materials such as aluminum, brass, or steel. Using the transfer matrix and finite element methods, the study calculates acoustic transmittance under normal incidence, revealing the formation of low-frequency band gaps attributed to the local resonance effects of the quasi-periodic arrangement. The analysis highlights how increasing the cross-section ratio significantly broadens the central band gap in the transmittance spectra, enhancing noise attenuation. Furthermore, the quasi-periodic design generates multiple sharp resonance peaks with high transmittance within the band gaps. The findings show that the number and positioning of these peaks can be controlled by modifying the Thue-Morse sequence order and repetition parameters. Additionally, the study explores how expanding the number of blocks influences the reduction of transmittance in pass bands. These insights hold significant promise for applications in acoustic multiplexing devices. Besides, Thue-Morse sequence of lateral resonators demonstrates a record-high sensitivity of 17.2 Hz·s/m for gas detection, significantly outperforming all recent periodic and quasi-periodic designs.

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Publication Details

Journal
Scientific Reports
Published
2025-12-04
DOI
https://doi.org/10.1038/s41598-025-28998-0
Primary Topic
Acoustic Wave Phenomena Research
Type
article
Field-Weighted Citation Impact
0.00

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article

Acoustic multiple transmission peaks in Thue-Morse structures based on lateral resonators

Mahmoud A. Zaky, Ali Khettabi, Zaky A. Zaky, Mohamed El Malki et al.
Scientific Reports
Acoustic Wave Phenomena Research
article

Acoustic multiple transmission peaks in Thue-Morse structures based on lateral resonators

Mahmoud A. Zaky, Ali Khettabi, Zaky A. Zaky, Mohamed El Malki, Ali Hennache, Ilyas Antraoui
article en

Abstract

This research investigates the acoustic wave propagation in one-dimensional quasi-periodic waveguide structures designed using generalized Thue-Morse sequences. The configuration comprises two distinct resonator blocks: one featuring parallel open/closed resonators and the other containing closed resonators arranged in series within a primary air duct. These structures can be fabricated from materials such as aluminum, brass, or steel. Using the transfer matrix and finite element methods, the study calculates acoustic transmittance under normal incidence, revealing the formation of low-frequency band gaps attributed to the local resonance effects of the quasi-periodic arrangement. The analysis highlights how increasing the cross-section ratio significantly broadens the central band gap in the transmittance spectra, enhancing noise attenuation. Furthermore, the quasi-periodic design generates multiple sharp resonance peaks with high transmittance within the band gaps. The findings show that the number and positioning of these peaks can be controlled by modifying the Thue-Morse sequence order and repetition parameters. Additionally, the study explores how expanding the number of blocks influences the reduction of transmittance in pass bands. These insights hold significant promise for applications in acoustic multiplexing devices. Besides, Thue-Morse sequence of lateral resonators demonstrates a record-high sensitivity of 17.2 Hz·s/m for gas detection, significantly outperforming all recent periodic and quasi-periodic designs.

Scientific ReportsVol. 16(1)
Beni-Suef University (EG), Imam Mohammad ibn Saud Islamic University (SA), Joint Institute for Nuclear Research (RU), Mohamed I University (MA)
Al-Imam Muhammad Ibn Saud Islamic University
Openalex Percentile: Top 62%
Acoustic Wave Phenomena Research
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