Topological characteristics and mechanical properties of uniaxially thermoformed auxetic foam
Topological characteristics and mechanical properties of uniaxially thermoformed auxetic foam
We present here a simplified procedure to manufacture auxetic PU foam via a single direction thermoforming compression process applied to conventional (pristine) open cell foam samples. The auxetic foams produced here have a Poisson's ratio ν 21 ranging from −1 to 0 in the 1–2 plane and a tangent modulus E t2 ranging from 0.2 MPa to 2 MPa. X-ray μ-CT and 3D skeletonization enabled the extraction of the topological parameters of the pristine and the auxetic foams. The auxetic foam is transverse isotropic with cell structures exhibiting a re-entrant shape along the thermoforming compression direction 1. More ribs are also oriented within the transverse plane 2–3, in which the stiffness is larger. Tensile and compression quasi-static tests have been carried out on samples cut along different directions and having various thermoforming compression ratios r c. Auxeticity is present in the in 1–2 plane only for compression ratios between 40% and 80%. Finite Element models for the pristine and auxetic foams have also been built from the μ-CT scanned 3D models. The numerical results show a good agreement with the experimental data and help explaining the deformation mechanisms of these auxetic foams.
Auxetic foam, Finite element method, Loss factor, Modulus, Negative Poisson's ratio, X-ray CT
Zhang, Qicheng
269be079-465e-4560-9914-c4b84f512bcb
Lu, Wenjiang
084d54a4-ff34-4c1f-90c5-91558338f6dc
Scarpa, Fabrizio
684472c3-1a28-478a-a388-5fd896986c1d
Barton, David
55e2184f-3bab-43b4-bce3-6a87dc7c3de7
Rankin, Kathryn
d9516566-0ad8-473d-b99b-4683c663a2b7
Zhu, Yunpeng
363c26ba-f671-48f6-a771-26bf881d0d1a
Lang, Zi-Qiang
dec658e4-f38f-43fc-b094-f68c43be3105
Peng, Hua-Xin
4f71af24-3d5b-4edf-ad53-53aa93dab4da
1 December 2021
Zhang, Qicheng
269be079-465e-4560-9914-c4b84f512bcb
Lu, Wenjiang
084d54a4-ff34-4c1f-90c5-91558338f6dc
Scarpa, Fabrizio
684472c3-1a28-478a-a388-5fd896986c1d
Barton, David
55e2184f-3bab-43b4-bce3-6a87dc7c3de7
Rankin, Kathryn
d9516566-0ad8-473d-b99b-4683c663a2b7
Zhu, Yunpeng
363c26ba-f671-48f6-a771-26bf881d0d1a
Lang, Zi-Qiang
dec658e4-f38f-43fc-b094-f68c43be3105
Peng, Hua-Xin
4f71af24-3d5b-4edf-ad53-53aa93dab4da
Zhang, Qicheng, Lu, Wenjiang, Scarpa, Fabrizio, Barton, David, Rankin, Kathryn, Zhu, Yunpeng, Lang, Zi-Qiang and Peng, Hua-Xin
(2021)
Topological characteristics and mechanical properties of uniaxially thermoformed auxetic foam.
Materials & Design, 211, [110139].
(doi:10.1016/j.matdes.2021.110139).
Abstract
We present here a simplified procedure to manufacture auxetic PU foam via a single direction thermoforming compression process applied to conventional (pristine) open cell foam samples. The auxetic foams produced here have a Poisson's ratio ν 21 ranging from −1 to 0 in the 1–2 plane and a tangent modulus E t2 ranging from 0.2 MPa to 2 MPa. X-ray μ-CT and 3D skeletonization enabled the extraction of the topological parameters of the pristine and the auxetic foams. The auxetic foam is transverse isotropic with cell structures exhibiting a re-entrant shape along the thermoforming compression direction 1. More ribs are also oriented within the transverse plane 2–3, in which the stiffness is larger. Tensile and compression quasi-static tests have been carried out on samples cut along different directions and having various thermoforming compression ratios r c. Auxeticity is present in the in 1–2 plane only for compression ratios between 40% and 80%. Finite Element models for the pristine and auxetic foams have also been built from the μ-CT scanned 3D models. The numerical results show a good agreement with the experimental data and help explaining the deformation mechanisms of these auxetic foams.
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More information
Accepted/In Press date: 29 September 2021
e-pub ahead of print date: 1 October 2021
Published date: 1 December 2021
Keywords:
Auxetic foam, Finite element method, Loss factor, Modulus, Negative Poisson's ratio, X-ray CT
Identifiers
Local EPrints ID: 451676
URI: http://eprints.soton.ac.uk/id/eprint/451676
ISSN: 0264-1275
PURE UUID: 7c00d894-6af5-4884-b02e-0a6a15121c69
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Date deposited: 19 Oct 2021 16:32
Last modified: 06 Jun 2024 01:50
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Contributors
Author:
Qicheng Zhang
Author:
Wenjiang Lu
Author:
Fabrizio Scarpa
Author:
David Barton
Author:
Kathryn Rankin
Author:
Yunpeng Zhu
Author:
Zi-Qiang Lang
Author:
Hua-Xin Peng
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