The construction of regularization operators presented in this work is based on the
introduction of strain or damage micromorphic degrees of freedom in addition to the …

We contrast different gradient-enhancements for plasticity-damage material models in the
logarithmic strain space and compare them to reference models based on multiplicative …

Additive plasticity in the logarithmic strain space is compared to multiplicative plasticity for
various loading cases including coaxial and non-coaxial plastic deformations. Even though …

We investigate an immediate application in finite strain multiplicative plasticity of the family of
isotropic volumetric–isochoric decoupled strain energies F ↦ W_\rm eH (F):= W _\rm eH …

In this paper we consider the additive logarithmic finite strain plasticity formulation from the
view point of loss of ellipticity in elastic unloading. We prove that even if an elastic energy F↦ …

Eringen and Mindlin's original micromorphic continuum model is presented and extended
towards finite elastic-plastic deformations. The framework is generalized to any additional …

A hyperplastic material model with damage was developed in order to describe the non-
linear mechanical behaviour of woven composites. The proposed model is based on …

In this paper we consider the additive logarithmic finite strain plasticity formulation from the
view point of loss of ellipticity in elastic unloading. We prove that even if an elastic energy …

A methodology to calculate surface strains from a rectangular grid placed on a forming blank
is introduced. This method consists of treating the grid points as nodes of a finite element …

The exponentiated Hencky-logarithmic strain energy. Part III: Coupling with idealized
multiplicative isotropic nite strain plas Page 1 The exponentiated Hencky-logarithmic strain …