Two-dimensional graded metamaterials with auxetic rectangular perforations
Two-dimensional graded metamaterials with auxetic rectangular perforations
This work describes the in-plane uniaxial tensile mechanical properties of two-dimensional graded rectangular perforations metamaterials using numerical homogenization finite element approaches benchmarked by experimental results. The metamaterial configuration is based on graded patterns of centre-symmetric perforated cells that can exhibit an auxetic (negative Poisson's ratio) behavior. Global and local equivalent mechanical properties of the metamaterial are measured using digital image correlation techniques mapped over Finite Element models to identify strain patterns and related stress distributions at different scales. The samples and their numerical counterpart are parametrized against the spacing and aspect ratios of the cells. The overall stiffness behavior of the graded perforated metamaterial plates features a higher degree of compliance that depends both on the geometries of the cells of the graded areas, but also on the graded pattern used. Local Poisson's ratio effects show a general constraint of the auxetic behavior compared to the case of uniform plates, but also interesting and controllable shape changes due to the uniaxial tensile loading applied.
Composites, Gradient structures, Mechanical metamaterials, Negative Poisson's ratio, Rectangular perforations
Yao, Jianfei
69f8d999-5320-4904-84be-9e2479dde9bc
Sun, Rujie
e3dad16d-6c79-4972-8378-edca28a3babd
Scarpa, Fabrizio
684472c3-1a28-478a-a388-5fd896986c1d
Remillat, Chrystel
51658e75-847f-47cd-89be-0f084b93bae9
Gao, Yu
40a21adb-0446-45de-8010-5f0101122ddc
Su, Yongfei
ea52d537-0289-4f69-9c99-a7836ce5e6ec
12 February 2021
Yao, Jianfei
69f8d999-5320-4904-84be-9e2479dde9bc
Sun, Rujie
e3dad16d-6c79-4972-8378-edca28a3babd
Scarpa, Fabrizio
684472c3-1a28-478a-a388-5fd896986c1d
Remillat, Chrystel
51658e75-847f-47cd-89be-0f084b93bae9
Gao, Yu
40a21adb-0446-45de-8010-5f0101122ddc
Su, Yongfei
ea52d537-0289-4f69-9c99-a7836ce5e6ec
Yao, Jianfei, Sun, Rujie, Scarpa, Fabrizio, Remillat, Chrystel, Gao, Yu and Su, Yongfei
(2021)
Two-dimensional graded metamaterials with auxetic rectangular perforations.
Composite Structures, 261, [113313].
(doi:10.1016/j.compstruct.2020.113313).
Abstract
This work describes the in-plane uniaxial tensile mechanical properties of two-dimensional graded rectangular perforations metamaterials using numerical homogenization finite element approaches benchmarked by experimental results. The metamaterial configuration is based on graded patterns of centre-symmetric perforated cells that can exhibit an auxetic (negative Poisson's ratio) behavior. Global and local equivalent mechanical properties of the metamaterial are measured using digital image correlation techniques mapped over Finite Element models to identify strain patterns and related stress distributions at different scales. The samples and their numerical counterpart are parametrized against the spacing and aspect ratios of the cells. The overall stiffness behavior of the graded perforated metamaterial plates features a higher degree of compliance that depends both on the geometries of the cells of the graded areas, but also on the graded pattern used. Local Poisson's ratio effects show a general constraint of the auxetic behavior compared to the case of uniform plates, but also interesting and controllable shape changes due to the uniaxial tensile loading applied.
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More information
Accepted/In Press date: 7 November 2020
e-pub ahead of print date: 17 November 2020
Published date: 12 February 2021
Keywords:
Composites, Gradient structures, Mechanical metamaterials, Negative Poisson's ratio, Rectangular perforations
Identifiers
Local EPrints ID: 486771
URI: http://eprints.soton.ac.uk/id/eprint/486771
ISSN: 0263-8223
PURE UUID: 3c371ba0-3fe4-417f-903a-716d2e14d1bd
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Date deposited: 06 Feb 2024 17:33
Last modified: 17 Mar 2024 07:24
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Contributors
Author:
Jianfei Yao
Author:
Rujie Sun
Author:
Fabrizio Scarpa
Author:
Chrystel Remillat
Author:
Yu Gao
Author:
Yongfei Su
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