4.4 Article

Tailoring composite materials for nonlinear viscoelastic properties using artificial neural networks

Journal

JOURNAL OF COMPOSITE MATERIALS
Volume 55, Issue 11, Pages 1547-1560

Publisher

SAGE PUBLICATIONS LTD
DOI: 10.1177/0021998320973744

Keywords

Dynamic mechanical analysis; nonlinear viscoelasticity; artificial neural network; machine learning; syntactic foam

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The research has established a general architecture using machine learning to accelerate the characterization and design process of nonlinear viscoelastic materials, converting elastic modulus to storage modulus. The accuracy of the transformation has been validated by testing on high density polyethylene matrix syntactic foams.
Polymer matrix composites exhibit nonlinear viscoelastic behavior over a wide range of temperatures and loading frequencies, which requires an elaborate experimental characterization campaign. Methods are now available to accelerate the characterization process and recover elastic modulus from storage modulus (E '). However, these methods are limited to the linear viscoelastic region and need to be expanded to nonlinear viscoelastic problems to enable materials design. The present work aims to build a general machine learning based architecture to accelerate the characterization and materials design process for nonlinear viscoelastic materials using the E ' results. To expand outside the linear viscoelastic region, general relations of viscoelasticity are first developed so the master relation of E ' considering nonlinear viscoelasticity can be transformed to time domain relaxation function. The transform starts with building the master relation by optimizing the artificial neural network (ANN) formulation using Kriging model and genetic algorithm. Then the master relation is transformed to a relaxation function, which can be used to predict the stress response with a given strain history and to further extract the elastic modulus. The transform is tested on high density polyethylene matrix syntactic foams and the accuracy is found by comparing the predicted materials properties with those obtained from tensile tests. The good agreements indicate the transform can predict the elastic modulus under a wide range of temperatures and strain rates for any composition of the composite and can be used for material design problems.

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