IHS ESDU Introduction to the use of linear elastic fracture mechanics in estimating fatigue crack growth rates and residual strength of components. 80036

Description
ESDU 80036 introduces the concepts of linear elastic fracture mechanics and shows how these concepts may be used for analysing the behaviour of cracked structures under fatigue or static loadings. It describes the analytical method, based upon the stress intensity factor, and outlines the equations and limitations of usage. It shows how the stress intensity factor, K, which characterises the stress distribution in the vicinity of the crack tip, can be used to correlate crack propagation rate data and describes static failure (fracture toughness) and residual strength of materials under conditions where gross yielding does not occur. Details of how solutions for K may be obtained are discussed together with the effect of plasticity at the crack tip.
Description
ESDU 80036 introduces the concepts of linear elastic fracture mechanics and shows how these concepts may be used for analysing the behaviour of cracked structures under fatigue or static loadings. It describes the analytical method, based upon the stress intensity factor, and outlines the equations and limitations of usage. It shows how the stress intensity factor, K, which characterises the stress distribution in the vicinity of the crack tip, can be used to correlate crack propagation rate data and describes static failure (fracture toughness) and residual strength of materials under conditions where gross yielding does not occur. Details of how solutions for K may be obtained are discussed together with the effect of plasticity at the crack tip.

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Introduction to the use of linear elastic fracture mechanics in estimating fatigue crack growth rates and residual strength of components. - 80036 - IHS ESDU
London, United Kingdom
Introduction to the use of linear elastic fracture mechanics in estimating fatigue crack growth rates and residual strength of components.
80036
Introduction to the use of linear elastic fracture mechanics in estimating fatigue crack growth rates and residual strength of components. 80036
ESDU 80036 introduces the concepts of linear elastic fracture mechanics and shows how these concepts may be used for analysing the behaviour of cracked structures under fatigue or static loadings. It describes the analytical method, based upon the stress intensity factor, and outlines the equations and limitations of usage. It shows how the stress intensity factor, K, which characterises the stress distribution in the vicinity of the crack tip, can be used to correlate crack propagation rate data and describes static failure (fracture toughness) and residual strength of materials under conditions where gross yielding does not occur. Details of how solutions for K may be obtained are discussed together with the effect of plasticity at the crack tip.

ESDU 80036 introduces the concepts of linear elastic fracture mechanics and shows how these concepts may be used for analysing the behaviour of cracked structures under fatigue or static loadings. It describes the analytical method, based upon the stress intensity factor, and outlines the equations and limitations of usage. It shows how the stress intensity factor, K, which characterises the stress distribution in the vicinity of the crack tip, can be used to correlate crack propagation rate data and describes static failure (fracture toughness) and residual strength of materials under conditions where gross yielding does not occur. Details of how solutions for K may be obtained are discussed together with the effect of plasticity at the crack tip.

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  IHS ESDU
Product Category Standards and Technical Documents
Product Number 80036
Product Name Introduction to the use of linear elastic fracture mechanics in estimating fatigue crack growth rates and residual strength of components.
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