2021
DOI: 10.48550/arxiv.2104.09001
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Physics-based Constitutive Equation for Thermo-Chemical Aging in Elastomers based on Crosslink Density Evolution

Maryam Shakiba,
Aimane Najmeddine

Abstract: This paper presents a physics-based constitutive equation to predict the thermo-chemical aging in elastomers. High-temperature oxidation in elastomers is a complex phenomenon. The macromolecular network of elastomers' microstructures undergoes chain scission and crosslinking under high temperature and oxygen diffusion conditions. In this work, we modify the network stiffness and the chain extensibility in the Arruda-Boyce well-known eight-chain constitutive equation to incorporate the additional Helmholtz free… Show more

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Cited by 2 publications
(5 citation statements)
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“…In a previous work by the authors (Shakiba & Najmeddine, 2021), it was confirmed that the crosslinking events in an elastomer induced by thermo-chemical aging contribute significantly to the changes manifested in the free energy. The authors adopted the AB hyperelastic free energy and concluded that thermo-chemical aging causes the number of Kuhn monomers per chain in the AB description to decrease.…”
Section: Bulk Hyperelastic Energymentioning
confidence: 62%
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“…In a previous work by the authors (Shakiba & Najmeddine, 2021), it was confirmed that the crosslinking events in an elastomer induced by thermo-chemical aging contribute significantly to the changes manifested in the free energy. The authors adopted the AB hyperelastic free energy and concluded that thermo-chemical aging causes the number of Kuhn monomers per chain in the AB description to decrease.…”
Section: Bulk Hyperelastic Energymentioning
confidence: 62%
“…The effect of thermo-chemical aging on the Helmholtz free energy can be accounted for by describing appropriate evolution functions for the rubber modulus and the number of Kuhn monomers with respect to the change in crosslink density. Shakiba & Najmeddine (2021) showed that the evolution of the rubber modulus during thermo-chemical aging can be given by the following micro-mechanically motivated expression…”
Section: Bulk Hyperelastic Energymentioning
confidence: 99%
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“…Many researchers have developed models to simulate the response of polymeric and elastomeric materials to environmental conditions (e.g., Soares et al (2008Soares et al ( , 2010; Vieira et al (2014Vieira et al ( , 2011; Breche et al (2016a,b); Wang et al (2010); Han & Pan (2009); Zhao & Zikry (2017); Johlitz et al (2014); Abdelaziz et al (2019); Shakiba & Najmeddine (2021); Xiao & Nguyen (2016); Shakiba et al (2016); Zhao et al (2020)).…”
Section: Introductionmentioning
confidence: 99%