A model for the evolution of damage that allows for complete disintegration is addressed. Small strains and a linear response function are assumed. The ``flow rule'' for the damage parameter is rate-independent. The stored energy involves the gradient of the damage variable, which determines an internal length-scale. Quasi-static fully rate-independent evolution is considered as well as rate-dependent evolution including viscous/inertial effects. Illustrative 2-dimensional computer simulations are presented, too
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
A thermodynamic derivation is presented for a fractional rate-dependent cohesive zone model recently...
This paper focuses on (incomplete) rate-independent damage in elastic bodies. Since the driving ener...
A model for the evolution of damage that allows for complete disintegration is addressed. Small stra...
A model for the evolution of damage that allows for complete disintegration is addressed. Small str...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
This contribution deals with a class of models combining isotropic damage with plasticity. It has be...
The complete damage of a linearly-responding material that can thus completely disintegrate is addre...
This contribution deals with a class of models combining isotropic damage with plasticity. It has be...
The rate-independent damage model recently developed in [1] allows for complete damage, such that th...
We present a model for rate-independent, unidirectional, partial damage in visco-elastic materials w...
Employing the technique of vanishing viscosity and time rescaling, we show the existence of quasista...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
A previously developed spectrum model for linear viscoelastic behavior of solids is used to describe...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
A thermodynamic derivation is presented for a fractional rate-dependent cohesive zone model recently...
This paper focuses on (incomplete) rate-independent damage in elastic bodies. Since the driving ener...
A model for the evolution of damage that allows for complete disintegration is addressed. Small stra...
A model for the evolution of damage that allows for complete disintegration is addressed. Small str...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
This contribution deals with a class of models combining isotropic damage with plasticity. It has be...
The complete damage of a linearly-responding material that can thus completely disintegrate is addre...
This contribution deals with a class of models combining isotropic damage with plasticity. It has be...
The rate-independent damage model recently developed in [1] allows for complete damage, such that th...
We present a model for rate-independent, unidirectional, partial damage in visco-elastic materials w...
Employing the technique of vanishing viscosity and time rescaling, we show the existence of quasista...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
A previously developed spectrum model for linear viscoelastic behavior of solids is used to describe...
We analyze a rate-independent model for damage evolution in elastic bodies. The central quantities a...
A thermodynamic derivation is presented for a fractional rate-dependent cohesive zone model recently...
This paper focuses on (incomplete) rate-independent damage in elastic bodies. Since the driving ener...