Extraordinary acoustic transmission based on a both-sides-open disk resonator array

Yi Lung Lee, Mu Shen Chang, Kuang Hung Wei, Ting Kuo Li, Chia Ying Ni, Chien Chang Chiu, Ying Pin Tsai, Yu Ming Weng, Fu Li Hsiao

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1 Citation (Scopus)


Extraordinary acoustic transmission (EAT) is investigated numerically and experimentally using a square lattice array (SLA) of both-sides-open disk resonators (BSODRs) in a steel slab immersed in water. Each BSODR comprises a disk resonator sandwiched by two tubes and is formed by sticking three steel plates together, where each plate is perforated with a SLA of holes. The lattice constants of the three plates are the same, but the diameters of the holes in the middle plate are larger than those in the top and bottom plates. The BSODR resonance results in low-frequency EAT, and it is shown that the BSODR's resonant behavior can be predicted using a spring-mass model. The EAT frequency can be reduced significantly by adjusting the diameters of the disk resonator and the tubes without changing their thicknesses. Oblique-incidence transmission shows that the low-frequency EAT is insensitive to the angle of incidence, and vibration of the top and bottom steel plates produces strong Fano-like line shapes in the EAT. Additionally, diffraction of the incident wave causes the steel plates to vibrate, and this excites two minor transmission peaks that correspond to Wood's anomalies. As the disk resonator diameter increases, several eigenmodes that are dominated by the vibrations of the steel plates appear and lead to additional high-frequency EAT peaks; this behavior may suit applications that require robustness against variations in the ambient material properties. This structure provides increased flexibility for control of the EAT effect and can be applied in acoustic filters and sensors.

Original languageEnglish
Article number125102
JournalAIP Advances
Issue number12
Publication statusPublished - 2019 Dec 1

All Science Journal Classification (ASJC) codes

  • Physics and Astronomy(all)

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