On thermomechanical restrictions of continua

By Kumbakonam R. Rajagopal, Arun R. Srinivasa. Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences, 2004

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On the thermomechanics of materials that have multiple natural configurations Part I: Viscoelasticity and classical plasticity (2004, background): “Thus, we see that the two requirements are complementary—the former delivering classes of constitutive equations while the latter delivers field equations for a certain subclass of constitutive equations (for details, see Rajagopal and Srinivasa [35]).”
A Gibbs-potential-based formulation for obtaining the response functions for a class of viscoelastic materials (2011, methodology): “A (2011) Rajagopal & Srinivasa (2004) have developed a method for obtaining constitutive equations for dissipative processes by hypothesizing that if the body is in a particular state S, then the manner in which the state evolves is so as to maximize the rate of dissipation among all possible…”
A new class of quasi-linear models for describing the nonlinear viscoelastic response of materials (2013, background): “14 The recent work of Rajagopal and Srinivasa [31] generalizes Onsager’s principle to nonlinear phenomenological laws.”