We present a model for rate-independent, unidirectional, partial damage in visco-elastic
materials with inertia and thermal effects. The damage process is modeled by means of an …

This contribution deals with a class of models combining isotropic damage with plasticity. It
has been inspired by a work by Freddi and Royer-Carfagni [FRC10], including the case …

In this paper, we prove existence of global in time weak solutions for a highly nonlinear PDE
system arising in the context of damage phenomena in thermoviscoelastic materials. The …

We present a model for rate-independent, unidirectional, partial damage in visco-elastic
materials with inertia and thermal effects. The damage process is modeled by means of an …

In this paper, we consider a model describing evolution of damage in elastic materials, in
which stiffness completely degenerates once the material is fully damaged. The model is …

We present a continuum model that incorporates rate-dependent damage and fracture, a
material order-parameter field and temperature within a phase-field approach. The models …

In this work, we analytically investigate a degenerating PDE system for phase separation
and complete damage processes considered on a nonsmooth time-dependent domain with …

We prove existence of globally stable quasistatic evolutions, referred to as energetic
solutions, for a model proposed by Marigo and Kazymyrenko in 2019. The behaviour of …

We address a model for rate-independent, partial, isotropic damage in quasistatic small
strain linear elasticity, featuring a damage variable with spatial BV-regularization. Discrete …

Controlling the growth of material damage is an important engineering task with plenty of
real world applications. In this paper we approach this topic from the mathematical point of …