An Average-Stretch Full-Network Model for Rubber Elasticity

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An explicit, direct approach to obtaining multiaxial elastic potentials that exactly match data of four benchmark tests for rubbery materials—part 1: incompressible deformations (2012, background): “Further details and developments may be found in, for example, [7,8,10,12,13,20–22,31,44–48,58,59,66,97] and many others.”
A new I1-based hyperelastic model for rubber elastic materials (2010, methodology): “It is beyond the aim of this Note to carry out an in-depth study of the connections between (4) and the general form of the Beatty model (7), and so we limit ourselves to compare (4) with a special case of (7) which is particularly well suited to reveal the fact that the material parameters μr and α”
A review of constitutive models for rubber-like materials (2010, background): “There are various forms of strain energy potentials for modeling of incompressible and isotropic elastomer (Ogden, 1972; Mars and Fatemi, 2004; Guo and Sluys, 2006; Selvadurai, 2006; Horgan and Saccomandi, 1999; 2003; Amin et al., 2002; Beatty, 2003; Meunier et al., 2008; Muhr 2005; Sasso et al., 20”