Results 161 to 170 of about 178,220 (207)
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The Propagation of Fatigue Cracks

Journal of Applied Mechanics, 1956
Abstract A theory of the rate of growth of fatigue cracks is extended to the case of large stresses. Recent measurements of McClintock and Ryan are discussed.
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Dynamic instability in crack propagation

Physical Review E, 1994
A linear stability analysis of the steady state solutions to a model for propagating cracks implies dynamic instability beyond a critical crack speed, oscillatory behavior of the crack tip velocity, and the emergence of spatial structure. The results are in qualitative agreement with experiment.
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Fatigue crack propagation

1982
The determination of the fatigue crack propagation curve is an essential part of the fracture mechanics design approach. Residual strength calculation procedures have obvious shortcomings, but the prediction of fatigue crack propagation characteristics is even less accurate, despite the vast amount of research that has been done on this subject.
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Fatigue Crack Propagation

2014
Fatigue failure is caused by the initiation of micro cracks from small defects in a material, followed by their propagation resulting in the formation of macro cracks, where the magnitude of applied stress may be lower than the yielding stress but the load is repeatedly applied to the material.
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Crack propagation modeling

1995
Fracture-related damage is estimated at more than $10 billion annually in the United States. It is a major safety concern for airline industries, electric utilities, off-shore oil recovery operations, and many other industries. Computational simulation of crack propagation should be useful for the analysis of existing problems, and for the design of ...
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Integrative oncology: Addressing the global challenges of cancer prevention and treatment

Ca-A Cancer Journal for Clinicians, 2022
Jun J Mao,, Msce   +2 more
exaly  

Crack Propagation

2019
Eliahu Zahavi, Vladimir Torbilo
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Crack Propagation

2001
A. Ingraffea, P.A. Wawrzynek
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Crack Speed During Dynamic Crack Propagation

2003
A crack of length 20 mm propagates in a large steel plate under a constant stress of 400 MPa. The dynamic toughness of the material KID can be expressed by the following empirical equation $$ {K_{ID}} = \frac{{{K_{IA}}}}{{1 - {{\left( {\frac{V}{{{V_\ell }}}} \right)}^m}}} $$ (1) where KIA is the arrest toughness of the material, VL is the ...
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