Following earlier stochastic models of crack growth a simple function of the crack length follows a normal distribution. From this observation the parameters of the Paris-Erdogan model are readily evaluated without the need to estimate the crack growth rate. Moreover, the approach lends itself to the analysis of properly designed experiments to determine the effect of environmental factors on the parameters of the Paris-Erdogan equation through the medium of accelerated failure time models borrowed from reliability theory
This paper details a stochastic, time-inhomogeneous model that serves as a theoretical basis for the...
The fatigue crack growth rate (FCGR) curve of metallic alloys is usually divided into three regions....
This thesis develops improved stochastic models for the description of a large variety of fatigue cr...
Following earlier stochastic models of crack growth a simple function of the crack length follows a ...
Linear and nonlinear mixed effects models are applied extensively in the study of repeated measureme...
The basic fatigue crack growth is important consideration in structural design and constrained opera...
Crack growth rate parameters of the Paris equation are crucial inputs in the engineering critical as...
Généralement, le stade II de la propagation de fissure de fatigue (FCP) est décrit par le modèle de ...
Over the last 60 years, several models have been developed governing different zones of fatigue crac...
A simple probabilistic model for predicting crack growth behavior under random loading is presented....
A method for incorporating probabilistic considerations into fatigue life prognosis based on experim...
Fatigue crack growth is a stochastic phenomenon due to the uncertainties factors such as material pr...
An extension of the celebrated Paris law for crack propagation is given to take into account some of...
AbstractThe unexpected failure of different structure components subjected to aggressive hydrogen en...
A review of the initiation and growth of cracks is given, starting with the work of Griffiths А. and...
This paper details a stochastic, time-inhomogeneous model that serves as a theoretical basis for the...
The fatigue crack growth rate (FCGR) curve of metallic alloys is usually divided into three regions....
This thesis develops improved stochastic models for the description of a large variety of fatigue cr...
Following earlier stochastic models of crack growth a simple function of the crack length follows a ...
Linear and nonlinear mixed effects models are applied extensively in the study of repeated measureme...
The basic fatigue crack growth is important consideration in structural design and constrained opera...
Crack growth rate parameters of the Paris equation are crucial inputs in the engineering critical as...
Généralement, le stade II de la propagation de fissure de fatigue (FCP) est décrit par le modèle de ...
Over the last 60 years, several models have been developed governing different zones of fatigue crac...
A simple probabilistic model for predicting crack growth behavior under random loading is presented....
A method for incorporating probabilistic considerations into fatigue life prognosis based on experim...
Fatigue crack growth is a stochastic phenomenon due to the uncertainties factors such as material pr...
An extension of the celebrated Paris law for crack propagation is given to take into account some of...
AbstractThe unexpected failure of different structure components subjected to aggressive hydrogen en...
A review of the initiation and growth of cracks is given, starting with the work of Griffiths А. and...
This paper details a stochastic, time-inhomogeneous model that serves as a theoretical basis for the...
The fatigue crack growth rate (FCGR) curve of metallic alloys is usually divided into three regions....
This thesis develops improved stochastic models for the description of a large variety of fatigue cr...