4.5 Article

Low-Frequency Ultrawide Band Gap Study of Symmetric Conical Scatterer Phononic Crystal

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SPRINGER HEIDELBERG
DOI: 10.1007/s42417-023-01077-2

关键词

Phononic crystal; Finite element method; Low-frequency; Ultrawide bandgap; Vibration damping

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This study aims to achieve small-size control of large wavelengths in phononic crystals. Through finite element method calculations and analysis, an ultrawide band gap has been successfully achieved. It was found that the presence of silicone rubber is crucial for obtaining low-frequency ultra-wideband gap.
PurposeOne of the key challenges in the research of phononic crystals is achieving small-size control of large wavelengths, which means obtaining low-frequency band gaps with relatively small lattice dimensions. Previous studies have mostly been unsatisfactory in this regard. To obtain lower starting frequencies and more satisfactory band gap widths, this work presents a novel design for a phononic crystal structure.Design ApproachThe proposed phononic crystal consists of a silicon rubber connecting plate, an epoxy resin substrate, and tungsten metal cone scatterers. Through finite element method (FEM) calculations and analysis, we have successfully achieved an ultrawide band gap. To delve further into the origin of the ultra-wideband gap in a newly conceived phononic crystal, the vibrational modes of this crystal were carefully studied.FindingsThis work has successfully achieved an ultrawide band gap with a width ranging from 122.47 to 4360.2 in the case of a lattice constant of a = 8.5 mm. It was found that the low-frequency ultra-wideband gap cannot be obtained without the presence of silicone rubber. Furthermore, an equivalent spring model was developed, and the accuracy of this model was successfully validated through meticulous calculations. At last, It is found that d1, d4, h1, and h3 have the most pronounced effect on the ultrawide bandgap, and the intrinsic reason is the fact that they determine the geometric structure of the silicone rubber connection plate.Research Limitations/implicationsDue to the chosen research method of finite element analysis, the study results may vary depending on the different mesh discretizations, but this type of error is small and can be ignored.Practical ImplicationsThis work provides a new design solution for phononic crystal miniaturization.Originality/valueCompared with previous reports, the new phonon crystals designed in this paper have smaller size, lower starting frequency, and wider band gap.

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