2015
DOI: 10.1016/j.ijengsci.2015.06.005
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Modeling the Mullins effect in elastomers swollen by palm biodiesel

Abstract: International audienceIn the present paper, experimental investigation and continuum mechanical modeling of Mullins effect in swollen elastomers, due to exposure to palm biodiesel, under cyclic loading conditions are addressed. To this end, the nature of Mullins effect in both dry and swollen elastomers is explored and compared. It is found that swelling reduces Mullins effect. Based on experimental observations, in order to account for swelling in the modeling of Mullins effect, two constitutive equations wid… Show more

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Cited by 22 publications
(11 citation statements)
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“…In the Gaussian limit, the stress-stretch response of a chain with constant chain length approaches a linear trend at large stretches and the gradient drops with larger relative elongation, leading to decreasing gradients of the de-stretching curves at relaxation points (circles in Figure 2). This is in stark contrast to the almost-vertical gradients for relaxation stress-stretch curves seen in experiments [17,[28][29][30] and an important reason is that when a chain is close to the point of delamination, the physical end-to-end distance might be the same order as the contour length of the polymer chain; in this case, Langevin chain statistics [24,31], rather than the Gaussian one, is needed.…”
Section: Ideal Mullins Effect a Gaussian Chain Casementioning
confidence: 75%
“…In the Gaussian limit, the stress-stretch response of a chain with constant chain length approaches a linear trend at large stretches and the gradient drops with larger relative elongation, leading to decreasing gradients of the de-stretching curves at relaxation points (circles in Figure 2). This is in stark contrast to the almost-vertical gradients for relaxation stress-stretch curves seen in experiments [17,[28][29][30] and an important reason is that when a chain is close to the point of delamination, the physical end-to-end distance might be the same order as the contour length of the polymer chain; in this case, Langevin chain statistics [24,31], rather than the Gaussian one, is needed.…”
Section: Ideal Mullins Effect a Gaussian Chain Casementioning
confidence: 75%
“…Although most of MEMS material is fabricated by polysilicon (Dellaert and Doutreloigne, 2014; Hussein et al., 2015; Kumar and Sharma, 2014), CDM can still be reasonably used into MEMS material. According to the applications of CDM, almost all materials can be applied to damage mechanics, such as metals (Cheng and Li,2020;Fan et al.,2020), polymers (Din et al., 2018), elastomers (Andriyana et al., 2015), composites (Fang et al., 2017), and concrete (Wu et al., 2020). Even if the failure mechanisms vary on the micro scale, they have more or less the same qualitative behaviors on meso- or macroscales (Lemaitre and Desmorat, 2005).…”
Section: Development Of Creep Damage Model For Microelectromechanical...mentioning
confidence: 99%
“…To this end, a comprehensive investigation of the mechanical behaviour with respect to the stress softening and stress recovery is necessary. After Mullins' work in 1948 [29], the effect was researched extensively via both experimental studies [30,31,32] and mathematical modelling procedures [33,34,35,36,37,38]. Some works also considered about softening behaviour of different deformation modes and the softening induced anisotropy, see for example [35,39].…”
Section: Introductionmentioning
confidence: 99%