Current developments in elastic and acoustic metamaterials science
Open Access
- 12 August 2024
- journal article
- research article
- Published by The Royal Society in Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences
- Vol. 382 (2279) , 20240038
Abstract
The concept of metamaterial recently emerged as a new frontier of scientific research, encompassing physics, materials science and engineering. In a broad sense, a metamaterial indicates an engineered material with exotic properties not found in nature, obtained by appropriate architecture either at macro-scale or at micro-/nano-scales. The architecture of metamaterials can be tailored to open unforeseen opportunities for mechanical and acoustic applications, as demonstrated by an impressive and increasing number of studies. Building on this knowledge, this theme issue aims to gather cutting-edge theoretical, computational and experimental studies on elastic and acoustic metamaterials, with the purpose of offering a wide perspective on recent achievements and future challenges. This article is part of the theme issue, ‘Current developments in elastic and acoustic metamaterials science (Part 2)’.Keywords
This publication has 49 references indexed in Scilit:
- An inerter-based concept of locally resonant fluid-conveying pipeEuropean Journal of Mechanics - A/Solids, 2024
- Multiband ventilation barriers enabled by space-coiling acoustic metamaterialsApplied Acoustics, 2023
- Elastic properties of 2D auxetic honeycomb structures- a reviewApplied Materials Today, 2022
- Wave propagation in randomly parameterized 2D lattices via machine learningComposite Structures, 2021
- Ventilated metamaterials for broadband sound insulation and tunable transmission at low frequencyExtreme Mechanics Letters, 2021
- The study of a locally resonant beam with aperiodic mass distributionApplied Acoustics, 2020
- Periodically arranged acoustic metamaterial in industrial applications: The need for uncertainty quantificationApplied Acoustics, 2020
- An uncertainty model of acoustic metamaterials with random parametersComputational Mechanics, 2018
- A phononic band gap model for long bridges. The ‘Brabau’ bridge caseEngineering Structures, 2017
- A wave finite element-based approach for the modeling of periodic structures with local perturbationsFinite Elements in Analysis and Design, 2016