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A micromechanics-based artificial neural networks model for rapid prediction of mechanical response in short fiber reinforced rubber composites

The complex microstructural characteristics inherent in short fiber reinforced rubber composites (SFRRCs) impose considerable computational burdens in predicting the mechanical behavior of such composite materials. To address this challenge, this research extends the applicability of the homogeneous...

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Bibliographic Details
Published in:International journal of solids and structures 2024-12, Vol.305, p.113093, Article 113093
Main Authors: Chen, Shenghao, Li, Qun, Dong, Yingxuan, Hou, Junling
Format: Article
Language:English
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Summary:The complex microstructural characteristics inherent in short fiber reinforced rubber composites (SFRRCs) impose considerable computational burdens in predicting the mechanical behavior of such composite materials. To address this challenge, this research extends the applicability of the homogeneous model predicated on the orientation averaging method to encompass composite materials featuring hyperelastic matrices. Combined with finite element method, a comprehensive mechanical response database encompassing various volume fractions and fiber orientation distributions is established. Leveraging this database, a micromechanics-based artificial neural network (ANN) model is meticulously designed to rapidly predict the mechanical response of SFRRCs across varying volume fractions and fiber orientation distributions, utilizing a fixed strain step strategy. To ascertain the efficacy and precision of the developed ANN model, representative volume elements portraying both planar and three-dimensional random distributions of composites are constructed and subjected to finite element analysis. Results indicate that the predicted outcomes from the ANN model align closely with finite element calculations within a certain strain range, while significantly reducing computational costs. •A micromechanics-based ANN model predicts mechanical response of rubber composites.•A homogeneous model is extended for composites with hyperelastic rubber matrices.•The stress-strain relationship of composites with varying fiber distribution is predicted.
ISSN:0020-7683
DOI:10.1016/j.ijsolstr.2024.113093