1997
DOI: 10.1016/s0032-3861(96)00657-x
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Drawing and orientation-relaxation behaviour of monodisperse linear and 3-arm star polystyrenes

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Cited by 7 publications
(4 citation statements)
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“…It was not possible to generate visible stable crazes in the lowest molar mass PS, sample A ( M w = 68 000 g/mol), without fracture during the creep time. A number of authors have reported difficulties in growing crazes in monodisperse polymers of molar mass close to 2 M e , , where the entanglement molar mass M e = 18 000 g/mol for PS . For sample A we give instead approximate values for the lower bound for the stress at no craze formation and upper bound for the stress at which unstable craze propagation leads to fracture.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…It was not possible to generate visible stable crazes in the lowest molar mass PS, sample A ( M w = 68 000 g/mol), without fracture during the creep time. A number of authors have reported difficulties in growing crazes in monodisperse polymers of molar mass close to 2 M e , , where the entanglement molar mass M e = 18 000 g/mol for PS . For sample A we give instead approximate values for the lower bound for the stress at no craze formation and upper bound for the stress at which unstable craze propagation leads to fracture.…”
Section: Resultsmentioning
confidence: 99%
“…In branched chains with a single branch point, the molar mass associated with chain retraction is the span molar mass M s . 16 Where M s is only a small number of entanglement lengths there may be differences between τ R for a branched chain of M s compared with a linear chain of length M ) M s since the branch point effectively pins the center of mass of the branched chain. However, when the equivalent linear chain is long, the random nature of the fluctuations along the tube effectively pins its midpoint in the same way as a branch point.…”
Section: Branched Polymersmentioning
confidence: 99%
“…The experimental time scale relative to τ R is vitally important in the chain retraction process as discovered in the orientation relaxation of monodisperse linear and star polystyrenes . Although the chain retraction process on time scale τ R modifies the average chain tension, τ R does not appear in the final results because by our assumptions τ R ≈ τ exp , where τ exp is the experimental time scale ruled by k -1, and self-adjusts in the active zone to permit the necessary partial retraction of the chains.…”
Section: Disentanglement Effectmentioning
confidence: 88%
“…It remains for one to explain the persisting quantitative discrepancies between those data and the theory as it stands. One appealing suggestion 14 is to attribute them to curvilinear motion of the centers-of-mass of the entangled chains in the active zone. This conjecture could be verified experimentally by suppressing such motion by molecular architecture.…”
Section: Discussionmentioning
confidence: 99%