The progression of structural material towards failure may be thought of in terms of the evolution of the population of defects that it contains. An important statistical characteristic of the defect population is its size distribution. In the present paper we review the results of experimental observations of defect size evolution during damage accumulation due to different mechanisms and at different scales, i.e. creep bubbles, pores and cavities. We consider the probability density functions and cumulative density functions for defect size distributions, and identify several types of evolution observed. We also focus on the appearance of a 'tail' of large size defects, and discuss whether it could be used as an indicator of the transitio...
AbstractCompressive failure of brittle materials is driven primarily by crack growth from pre-existi...
This paper highlights assessment of creep damage of an 11-year service-exposed reformer tube made up...
This paper is concerned with a recent microstructural approach to model creep crack growth. The mode...
The progression of structural material towards failure may be thought of in terms of the evolution o...
We consider the defect size distributions at different stages of damage evolution, from the initial ...
The occurrence of statistical size effect is considered for damage in creep conditions. The numerica...
The occurrence of statistical size effect is considered for damage in creep conditions. The numerica...
A brief review is presented of statistical approaches on microdamage evolution. An experimental stud...
This article attempts to review the progress achieved in the understanding of scaling and size effec...
This study presents some recent results on damage evolution in quasi-brittle materials including sto...
Abstract. Statistical theory of defect evolution allows us to obtain non-linear kinetic equations fo...
We study properties of voids growth dynamics in a stochastic system of point defects in so...
The strength of quasibrittle materials depends on the ensemble of defects inside the sample and on t...
International audienceWe investigate compressive failure of heterogeneous materials on the basis of ...
We review statistical theories and numerical methods employed to consider the sample size dependence...
AbstractCompressive failure of brittle materials is driven primarily by crack growth from pre-existi...
This paper highlights assessment of creep damage of an 11-year service-exposed reformer tube made up...
This paper is concerned with a recent microstructural approach to model creep crack growth. The mode...
The progression of structural material towards failure may be thought of in terms of the evolution o...
We consider the defect size distributions at different stages of damage evolution, from the initial ...
The occurrence of statistical size effect is considered for damage in creep conditions. The numerica...
The occurrence of statistical size effect is considered for damage in creep conditions. The numerica...
A brief review is presented of statistical approaches on microdamage evolution. An experimental stud...
This article attempts to review the progress achieved in the understanding of scaling and size effec...
This study presents some recent results on damage evolution in quasi-brittle materials including sto...
Abstract. Statistical theory of defect evolution allows us to obtain non-linear kinetic equations fo...
We study properties of voids growth dynamics in a stochastic system of point defects in so...
The strength of quasibrittle materials depends on the ensemble of defects inside the sample and on t...
International audienceWe investigate compressive failure of heterogeneous materials on the basis of ...
We review statistical theories and numerical methods employed to consider the sample size dependence...
AbstractCompressive failure of brittle materials is driven primarily by crack growth from pre-existi...
This paper highlights assessment of creep damage of an 11-year service-exposed reformer tube made up...
This paper is concerned with a recent microstructural approach to model creep crack growth. The mode...