2015
DOI: 10.1016/j.polymer.2015.07.011
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Kinetics of strain-induced crystallization in natural rubber: A diffusion-controlled rate law

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Cited by 43 publications
(28 citation statements)
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“…For the sake of simplicity, the engineering stress-strain curve of BSK iPP sample is divided into four distinct regions, designated as I, II, III and IV, corresponding to the initial linear elastic, yielding, necking (post-yielding), and very early stage of strain hardening region, respectively. It is seen that Normal iPP sample falls into a typical stress-strain curve of semicrystalline polymers [42,45,46], while BSK iPP sample is totally different, exhibiting a less declined stress in the necking region. Due to the presence of BSK structure, the BSK iPP samples exhibit a higher drawing stress than Normal iPP samples throughout the entire deformation process.…”
Section: Engineering Stress-strain Behavior Of Bsk Ippmentioning
confidence: 95%
“…For the sake of simplicity, the engineering stress-strain curve of BSK iPP sample is divided into four distinct regions, designated as I, II, III and IV, corresponding to the initial linear elastic, yielding, necking (post-yielding), and very early stage of strain hardening region, respectively. It is seen that Normal iPP sample falls into a typical stress-strain curve of semicrystalline polymers [42,45,46], while BSK iPP sample is totally different, exhibiting a less declined stress in the necking region. Due to the presence of BSK structure, the BSK iPP samples exhibit a higher drawing stress than Normal iPP samples throughout the entire deformation process.…”
Section: Engineering Stress-strain Behavior Of Bsk Ippmentioning
confidence: 95%
“…With the incorporation of rGO–APMEL in NR system, the upturn appears at a lower extension ratio as suggested by the cyan line, probably because of the improved strain induced crystallization capability by rGO–APMEL. The parameters G c and G e can be obtained from y axis interception and the slope of the linear part of intermediate deformation, as shown in the Mooney–Rivlin curves [Figure (d)] . G e can be calculated by eq.…”
Section: Resultsmentioning
confidence: 99%
“…A crucial point of this approach is determination of fraction of subnetworks oriented in different directions at a continuum material point. Latest spectacular developments in experimental techniques using mechanochemistry, wide angle X-ray diffraction and calorimetric signals allow direct access to such microstructural information (Ducrot, Chen, Bulters, Sijbesma, & Creton 2014, Brüning, Schneider, Roth, & Heinrich 2015, Le Cam 2018.…”
Section: Statistical Mechanics Of a Polymer Networkmentioning
confidence: 99%