3 pages, no figures.Advanced ceramics exhibit brittle behavior. The lack of ductility and the presence of flaws and defects of different sizes and orientations lead to scatter in failure strength. This variability depends also on the specimen size, stress distribution and stress state. The Weibull theory explains correctly this dependence, so the fracture strength of ceramic materials has been studied using the Weibull statistic as recommended by ASTM Standards for reporting uniaxial strength data of these materials.The authors are indebted to the Fundación Ramón Areces (Área de Materiales, IX Concurso Nacional) for its financial support of this research.Publicad
"Weibull statistics" for strength distribution analysis refers to either the ordinary Weibull distri...
Copyright © 2014 by ASTM International. Design codes and fitness-for-service protocols have recogniz...
This paper describes nonlinear regression estimators for the three-parameter Weibull distribution. I...
3 pages, no figures.Advanced ceramics exhibit brittle behavior. The lack of ductility and the presen...
3 pages, 3 figures.The Weibull statistic has been widely used to study the inherent scatter existing...
7 pages, 6 figures.The Weibull statistic is currently used in designing mechanical components made o...
WOS: 000514814600023Weibull distribution is widely used in the modeling of mechanical properties suc...
The Weibull distribution is extensively used in analysing brittle materials such as ceramics. Usuall...
describe the statistical behaviour of the fracture of ceramics [1]. It is based on the ‘‘weakest-lin...
Birgoren, Burak/0000-0001-9045-6092WOS: 000400531500024Weibull distribution has been vastly used for...
Knowledge in basic physics and science of materialsAs a result of defects in ceramic materials, the ...
AbstractThe Weibull stress is a well-known means of predicting the likelihood of weakest link brittl...
Mehanske napetosti, pri katerih izdelki iz keramike počijo, so odvisne od naključne razporeditve nap...
New methods are presented that utilize the optimization of goodness-of-fit statistics in order to es...
Abstract Accurate estimation of Weibull parameters is an important issue for the characterization of...
"Weibull statistics" for strength distribution analysis refers to either the ordinary Weibull distri...
Copyright © 2014 by ASTM International. Design codes and fitness-for-service protocols have recogniz...
This paper describes nonlinear regression estimators for the three-parameter Weibull distribution. I...
3 pages, no figures.Advanced ceramics exhibit brittle behavior. The lack of ductility and the presen...
3 pages, 3 figures.The Weibull statistic has been widely used to study the inherent scatter existing...
7 pages, 6 figures.The Weibull statistic is currently used in designing mechanical components made o...
WOS: 000514814600023Weibull distribution is widely used in the modeling of mechanical properties suc...
The Weibull distribution is extensively used in analysing brittle materials such as ceramics. Usuall...
describe the statistical behaviour of the fracture of ceramics [1]. It is based on the ‘‘weakest-lin...
Birgoren, Burak/0000-0001-9045-6092WOS: 000400531500024Weibull distribution has been vastly used for...
Knowledge in basic physics and science of materialsAs a result of defects in ceramic materials, the ...
AbstractThe Weibull stress is a well-known means of predicting the likelihood of weakest link brittl...
Mehanske napetosti, pri katerih izdelki iz keramike počijo, so odvisne od naključne razporeditve nap...
New methods are presented that utilize the optimization of goodness-of-fit statistics in order to es...
Abstract Accurate estimation of Weibull parameters is an important issue for the characterization of...
"Weibull statistics" for strength distribution analysis refers to either the ordinary Weibull distri...
Copyright © 2014 by ASTM International. Design codes and fitness-for-service protocols have recogniz...
This paper describes nonlinear regression estimators for the three-parameter Weibull distribution. I...