2021
DOI: 10.1063/5.0055439
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Broadband tunable elastic metastructure based on one-dimensional phononic crystal

Abstract: Considering the manufacturing difficulty and tunability, a one-dimensional phononic crystal-type metastructure is proposed in this paper. By adjusting the distance between the mass oscillators installed on the connecting bar, that is, changing the length of the phononic crystal unit, the phase shift of the flexural wave can span over a full range of 0–2π and then the phenomena such as abnormal refraction, beam focusing, and self-acceleration can be realized based on the generalized Snell’s law. In addition, th… Show more

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Cited by 14 publications
(10 citation statements)
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“…Figure 2(b), on the other hand, shows a geometric model of the one-dimensional phononic crystal metastructure, consisting of a set of six single-strip models for a group of cells. When the flexural wave is incident forward, for each functional cell, the phase shift characteristics are consistent with those of the reference [21], i.e., a force in the z-direction is applied at the left side of the geometric model as the initial excitation of the flexural wave. At this point, anomalous refraction will occur and prepare for re-transmission across the metasurface.…”
Section: The Asymmetric Transmission Structure Designmentioning
confidence: 68%
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“…Figure 2(b), on the other hand, shows a geometric model of the one-dimensional phononic crystal metastructure, consisting of a set of six single-strip models for a group of cells. When the flexural wave is incident forward, for each functional cell, the phase shift characteristics are consistent with those of the reference [21], i.e., a force in the z-direction is applied at the left side of the geometric model as the initial excitation of the flexural wave. At this point, anomalous refraction will occur and prepare for re-transmission across the metasurface.…”
Section: The Asymmetric Transmission Structure Designmentioning
confidence: 68%
“…Here we take the width L 1 =0.04 m for metasurface 1 and L 2 =0.12 m for metastructure 2. In particular, we choose the metastructure 2 to consist of nine mass oscillators, which means that the operating frequencies will be reduced accordingly [21]. Combined l = c f p / and equation (3) one can calculate the wavelengths of the flexural waves at the frequencies of 19 kHz, 21 kHz and 22 kHz as m 0.0556 , m 0.0529 , and m 0.0517 , respectively.…”
Section: Asymmetric Transmission Of Flexural Waves At Different Frequ...mentioning
confidence: 99%
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“…The concept of multiple mass oscillator array design is also proposed, that is, by increasing or decreasing the number of mass oscillators, the working frequency range of the metasurface can be further expanded. Xuan et al [27] designed a one-dimensional phonon crystal type metastructure, in which the distance between the mass oscillators can be varied to achieve arbitrary modulation of the wave beam. This structure also uses the concept of multiple mass oscillator array design, which can significantly broaden the operating frequency range of the metastructure.…”
Section: Introductionmentioning
confidence: 99%