Supplementary material from "Models for resonant acoustic metasurfaces with application to moth wing ultrasound absorption"

Posted on 23.09.2022 - 05:59
Taking as bioinspiration the remarkable acoustic absorption properties of moth wings, we develop a simple analytical model that describes the interaction between acoustic pressure fields, and thin elastic plates incorporating resonant sub-structures. The moth wing is an exemplar of a natural acoustic metamaterial; the wings are deeply subwavelength in thickness at the frequencies of interest, the absorption is broadband and the tiny scales resonate on the moth wing acting in concert. The simplified model incorporates only the essential physics and the scales are idealized to flat rigid rectangular plates coupled via a spring to an elastic plate that forms the wing; all the components are deep-subwavelength at desired frequencies. Based on Fourier analysis, complemented by phenomenological modelling, our theory shows excellent agreement with simulation mimicking the moth-wing structure. Moth wings operate as broadband sound absorbers employing a range of scale sizes. We demonstrate that a random distribution of scale sizes generates a broadband absorption spectrum. To further illustrate the potential of the model, we design a deeply sub-wavelength acoustic counterpart of electromagnetically induced reflectance.This article is part of the theme issue ‘Wave generation and transmission in multi-scale complex media and structured metamaterials (part 2)’.

CITE THIS COLLECTION

Wang, Yao-Ting; Shen, Zhiyuan; Neil, Thomas R.; Holderied, Marc W.; Skelton, Elizabeth A.; Craster, Richard V. (2022): Supplementary material from "Models for resonant acoustic metasurfaces with application to moth wing ultrasound absorption". The Royal Society. Collection. https://doi.org/10.6084/m9.figshare.c.6212642.v1
or
Select your citation style and then place your mouse over the citation text to select it.

SHARE

email

Usage metrics

Philosophical Transactions of the Royal Society A: Mathematical, Physical & Engineering Sciences

AUTHORS (6)

Yao-Ting Wang
Zhiyuan Shen
Thomas R. Neil
Marc W. Holderied
Elizabeth A. Skelton
Richard V. Craster
need help?