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Strength prediction for textile composites using artificial neural network, principlecomponent analysisand unit cells

Strength prediction for textile composites using artificial neural network, principlecomponent analysisand unit cells
Strength prediction for textile composites using artificial neural network, principlecomponent analysisand unit cells

There is no rational failure criterion that can be used for 3D textile composites as they have very complicated mesoscopic architectures and failure mechanisms. An advanced interpolation method called an Artificial Neural Network (ANN) has been employed to solve this problem numerically. However, the ANN based on mesoscale unit cell models requires definition of a large number of input parameters. This substantially increases ANN training time and therefore makes this approach computationally expensive. Therefore principal component analysis (PCA) has been resorted to in order to reduce the number of input parameters of ANN. The ANN has been coded into Abaqus Umat and Vumat user subroutines to describe the progressive failure behaviours of textile composites from virgin state to final failure. This methodology has then been verified by comparing the results from ANN and those from analyses of the unit cell model directly. The application of this methodology has been demonstrated through the simulation of a flat 3D braided textile composite plate impacted by a rigid spherical projectile. Experimental validation of the methodology is under way.

Artificial neural network (ANN), Principle component analysis (PCA), Textile composites, Unit cell (UC)
Pan, Q.
39143019-4f36-4151-85bf-0b90af91ee25
Sitnikova, E.
e0c2f901-24fe-43d0-88e8-76f415675104
Li, Shuguang
34decdc0-f411-4d65-a578-c3b2c9a73f7a
Pan, Q.
39143019-4f36-4151-85bf-0b90af91ee25
Sitnikova, E.
e0c2f901-24fe-43d0-88e8-76f415675104
Li, Shuguang
34decdc0-f411-4d65-a578-c3b2c9a73f7a

Pan, Q., Sitnikova, E. and Li, Shuguang (2015) Strength prediction for textile composites using artificial neural network, principlecomponent analysisand unit cells. 20th International Conference on Composite Materials, ICCM 2015, , Copenhagen, Denmark. 19 - 24 Jul 2015.

Record type: Conference or Workshop Item (Paper)

Abstract

There is no rational failure criterion that can be used for 3D textile composites as they have very complicated mesoscopic architectures and failure mechanisms. An advanced interpolation method called an Artificial Neural Network (ANN) has been employed to solve this problem numerically. However, the ANN based on mesoscale unit cell models requires definition of a large number of input parameters. This substantially increases ANN training time and therefore makes this approach computationally expensive. Therefore principal component analysis (PCA) has been resorted to in order to reduce the number of input parameters of ANN. The ANN has been coded into Abaqus Umat and Vumat user subroutines to describe the progressive failure behaviours of textile composites from virgin state to final failure. This methodology has then been verified by comparing the results from ANN and those from analyses of the unit cell model directly. The application of this methodology has been demonstrated through the simulation of a flat 3D braided textile composite plate impacted by a rigid spherical projectile. Experimental validation of the methodology is under way.

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More information

Published date: 19 July 2015
Additional Information: Publisher Copyright: © 2015 International Committee on Composite Materials. All rights reserved.
Venue - Dates: 20th International Conference on Composite Materials, ICCM 2015, , Copenhagen, Denmark, 2015-07-19 - 2015-07-24
Keywords: Artificial neural network (ANN), Principle component analysis (PCA), Textile composites, Unit cell (UC)

Identifiers

Local EPrints ID: 497644
URI: http://eprints.soton.ac.uk/id/eprint/497644
PURE UUID: 8e62090b-2627-4ef7-b25c-5b8892c1545d
ORCID for E. Sitnikova: ORCID iD orcid.org/0000-0001-6869-6751

Catalogue record

Date deposited: 28 Jan 2025 18:13
Last modified: 31 Jan 2025 03:15

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Contributors

Author: Q. Pan
Author: E. Sitnikova ORCID iD
Author: Shuguang Li

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