A platform for research: civil engineering, architecture and urbanism
Abstract Statistical — probabilistic approaches to brittle failure under multiaxial loading conditions are discussed. Focus is placed more particularly on the Multiaxial Elemental Strength Model which considers the microstructural flaws as physical entities, as opposed to the well-known Weibull statistics. A computerized version of this model allows determination of failure probability for complex loading geometries. Implications for the prediction of failure in ceramics and fiber reinforced ceramic matrices, as well as the contribution of the preponderant factors are examined. Application to lifetime predictions is also addressed.
Abstract Statistical — probabilistic approaches to brittle failure under multiaxial loading conditions are discussed. Focus is placed more particularly on the Multiaxial Elemental Strength Model which considers the microstructural flaws as physical entities, as opposed to the well-known Weibull statistics. A computerized version of this model allows determination of failure probability for complex loading geometries. Implications for the prediction of failure in ceramics and fiber reinforced ceramic matrices, as well as the contribution of the preponderant factors are examined. Application to lifetime predictions is also addressed.
Probabilistic Failure Predictions in Brittle Material Under Multiaxial Loading
Lamon, J. (author)
1994-01-01
12 pages
Article/Chapter (Book)
Electronic Resource
English
Survival probability for brittle isotropic foams under multiaxial loading
British Library Online Contents | 2000
|Stability analysis of quasi-brittle materials - creep under multiaxial Loading
Tema Archive | 2006
|Failure of cellular foams under multiaxial loading
British Library Online Contents | 2002
|Failure Prediction for Laminated Composites under Multiaxial Loading
British Library Online Contents | 1999
|A multiaxial failure criterion for a brittle orthotropic composite
British Library Online Contents | 2003
|