MATLAB scripts of the paper "Computational homogenization of locally resonant acoustic metamaterial panels towards enriched continuum beam/shell structures"

doi: 10.4121/cf2b5268-cf68-4610-b2c6-b5305ccbbf2b.v1
The doi above is for this specific version of this dataset, which is currently the latest. Newer versions may be published in the future. For a link that will always point to the latest version, please use
doi: 10.4121/cf2b5268-cf68-4610-b2c6-b5305ccbbf2b
Datacite citation style:
Liu, Lei; Sridhar, Ashwin; Geers, Marc; Kouznetsova, Varvara (2024): MATLAB scripts of the paper "Computational homogenization of locally resonant acoustic metamaterial panels towards enriched continuum beam/shell structures". Version 1. 4TU.ResearchData. dataset. https://doi.org/10.4121/cf2b5268-cf68-4610-b2c6-b5305ccbbf2b.v1
Other citation styles (APA, Harvard, MLA, Vancouver, Chicago, IEEE) available at Datacite
Dataset

The associated paper presents a novel computational homogenization method enabling efficient and accurate modelling of wave propagation phenomena in locally resonant acoustic metamaterial (LRAM) panels, which was not possible for direct numerical simulations as well as available homogenization methods. The proposed method provides a considerable advantage for fast analyses and design of metamaterial panels.


The method above is implemented in MATLAB and the provided MATLAB scripts include:

1) Calculation of the frequency-independent dynamic effective material properties for a given LRAM unit cell design. Finite element method is employed.

2) Dispersion analysis of an infinite LRAM beam, using plane wave transformation.

3) Frequency domain analysis of a finite LRAM beam, based on harmonic solution assumption. Isogeometric analysis is employed.

4) Transient analysis of a finite LRAM beam. Isogeometric analysis is employed. Time integration is performed using Newmark method. 

Reference solutions by direct numerical simulations using COMSOL are given as well.

history
  • 2024-05-22 first online, published, posted
publisher
4TU.ResearchData
format
g-zipped shape files
funding
  • Multiscale extended computational homogenization for the mechanical design of advanced materials (grant code 339392) European Research Council
organizations
TU Eindhoven, Department of Mechanical Engineering

DATA

files (2)