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A Langevin-elasticity-theory-based constitutive equation for rubberlike networks and its comparison with biaxial stress-strain data. Part I
- 1.0189182 - UMCH-V 20033137 RIV NL eng J - Journal Article
Meissner, Bohumil - Matějka, Libor
A Langevin-elasticity-theory-based constitutive equation for rubberlike networks and its comparison with biaxial stress-strain data. Part I.
Polymer. Roč. 44, č. 16 (2003), s. 4599-4610. ISSN 0032-3861. E-ISSN 1873-2291
R&D Projects: GA ČR GA104/00/1311; GA AV ČR IAA4050008
Institutional research plan: CEZ:AV0Z4050913
Keywords : theory of rubber elasticity * biaxial deformations * experimental testing
Subject RIV: CD - Macromolecular Chemistry
Impact factor: 2.340, year: 2003
A constitutive equation formed by a combination of the Langevin-statistics-based Arruda-Boyce theory with a term based on the first invariant of the generalized deformation tensor which follows from some tube theories of the constraint effect is shown to give a very good description of a representative selection of published biaxial stress-strain data up to the break of natural and isoprene rubber networks.
Permanent Link: http://hdl.handle.net/11104/0002631
Number of the records: 1