A model to describe the damage state of materials is developed within the framework of Continuum Damage Mechanics. The damage variable is considered as a random variable. To predict the damage state in a body, knowledge of its intrinsic damage distribution is required. After dividing the body into a number of elementary cells, the intrinsic damage distribution can be determined utilizing statistics of extremes. Fitting this distribution to experimental data the best-fit model parameters in the intrinsic damage distribution are obtained. The model is applied to fatigue damage evolution in brittle elastic material
This work presents a non-linear continuum damage mechanics model based on general thermodynamic fram...
The scatter in the fatigue life of the metallic structures seems to be mainly caused by internal def...
This paper presents a constitutive modeling of material damage capable of characterizing fatigue dam...
A model to describe the damage state of materials is developed within the framework of Continuum Dam...
The damage process in quasi-brittle materials is a complex phenomenon in which heterogeneity plays a...
The accumulation of damage within a structure due to service loading or environmental conditions is ...
Probabilistic finite elements in conjuncture with continuum damage mechanics are used to model the s...
Continuum approaches are reviewed which can properly model localised deformations that act as a prec...
Continuum damage theory is used to model the failure behaviour of brittle materials. In the constitu...
The response of brittle materials to dynamic loads was studied in this investigation based on a cont...
A unified continuum approach to brittle and fatigue damage is presented. A scalar variable is used t...
A statistical approach for modeling fracture in brittle materials is presented. In particular, a mic...
In this work a stochastic model for the creep damage evolution and associated scatter has been devel...
A stochastic model for the accumulation of fatigue damage in composite laminates is proposed. The mo...
A simplified version of a model that accounts for distributed damage in brittle materials is adopted...
This work presents a non-linear continuum damage mechanics model based on general thermodynamic fram...
The scatter in the fatigue life of the metallic structures seems to be mainly caused by internal def...
This paper presents a constitutive modeling of material damage capable of characterizing fatigue dam...
A model to describe the damage state of materials is developed within the framework of Continuum Dam...
The damage process in quasi-brittle materials is a complex phenomenon in which heterogeneity plays a...
The accumulation of damage within a structure due to service loading or environmental conditions is ...
Probabilistic finite elements in conjuncture with continuum damage mechanics are used to model the s...
Continuum approaches are reviewed which can properly model localised deformations that act as a prec...
Continuum damage theory is used to model the failure behaviour of brittle materials. In the constitu...
The response of brittle materials to dynamic loads was studied in this investigation based on a cont...
A unified continuum approach to brittle and fatigue damage is presented. A scalar variable is used t...
A statistical approach for modeling fracture in brittle materials is presented. In particular, a mic...
In this work a stochastic model for the creep damage evolution and associated scatter has been devel...
A stochastic model for the accumulation of fatigue damage in composite laminates is proposed. The mo...
A simplified version of a model that accounts for distributed damage in brittle materials is adopted...
This work presents a non-linear continuum damage mechanics model based on general thermodynamic fram...
The scatter in the fatigue life of the metallic structures seems to be mainly caused by internal def...
This paper presents a constitutive modeling of material damage capable of characterizing fatigue dam...