Entanglement Effects in Elastomers: Macroscopic vs Microscopic Properties
Author(s) -
Sandra Schlögl,
MarieLuise Trutschel,
Walter Chassé,
Gisbert Rieß,
Kay Saalwächter
Publication year - 2014
Publication title -
macromolecules
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 1.994
H-Index - 313
eISSN - 1520-5835
pISSN - 0024-9297
DOI - 10.1021/ma4026064
Subject(s) - quantum entanglement , rubber elasticity , natural rubber , elastomer , elasticity (physics) , context (archaeology) , polymer , extrapolation , viscoelasticity , swelling , isoprene , polymer science , materials science , chemistry , physics , quantum , composite material , mathematics , quantum mechanics , copolymer , paleontology , mathematical analysis , biology
This Perspective highlights how entanglement effects on rubber elasticity can be unveiled by a combination of different macroscopic and microscopic methods, taking advantage of new developments in proton low-field NMR spectroscopy as applied to bulk and swollen rubbers. Specifically, the application of a powerful yet routinely applicable double-quantum method, combined with a back-extrapolation procedure over results measured at different degrees of swelling, allows one to characterize the recently introduced “phantom reference network” state, which only reflects contributions of actual cross-links and topologically trapped entanglements. We further present an assessment of the qualitative yet popular Mooney–Rivlin analysis of mechanical data, where the influence of entanglement contributions on the fitted, purely empirical parameters C1 and C2 is reconsidered in the context of different tube models of rubber elasticity. We also review the impact of entanglements on results of equilibrium swelling experim...
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