Constitutive modelling in finite thermoviscoplasticity: a physical approach based on nonlinear rheological models

By A. Lion. 2000

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Variationally consistent modeling of finite strain plasticity theory with non-linear kinematic hardening (2010, result): “lier in [34].”
On the modelling of non‐linear kinematic hardening at finite strains with application to springback—Comparison of time integration algorithms (2008, background): “According to Lion [15], the elastic part of the plastic strain pe results from dislocation-induced lattice rotations and stretches on the microscale, whereas pi relates to local plastic deformations coming from inelastic slip on crystallographic slip systems.”
Modeling Dislocations and Disclinations With Finite Micropolar Elastoplasticity (2006, background): “Please notice that heterogeneity of lattice deformation (reflected in (45) by Vi, ~a, J.D. Clayton et al. / International Journal of Plasticity 22 (2006) 210–256 233 and ~h) is not essential to engender substantial energy storage, as ~eq and ~eg account for a large fraction of the observed stored en”