Mechanical Behavior of Materials: Engineering Methods for Deformation, Fracture, and Fatigue
By N. Dowling. 2012
1,510 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/0834c2f78ba94c72e6b8dc97bd0e2ecfdb62f13a
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- Seyed Mohammad Javad Razavi
- Matteo Benedetti
- A. du Plessis
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- Filippo Berto
- S. Foletti
Citations in the corpus
- The fatigue of carbon fibre reinforced plastics - A review (2019, background): “The transition from low-cycle fatigue to high-cycle fatigue depends on the properties of the material, but for many materials, it is typically within the range 10(2) to 10(4) cycles [7, 8].”
- Probabilistic framework for multiaxial LCF assessment under material variability (2017, methodology): “Assuming that elastic and plastic components in the Coffin-Manson equation (1) correlate well with that of Ramberg-Osgood equation (2) leads the following equations [56]”
- Physically short crack propagation in metals during high cycle fatigue (2009, unknown): “Mac-Gregor and Grossmann [44,12] published un–notched and notched fatigue data for the main aeronautical structural materials.”
- Solder joint fatigue models: review and applicability to chip scale packages (2000, background): “Originally proposed to predict the fatigue life of metals in the aircraft industry, a variety of strain life engineering data is available on steels and other metals [11].”
- Comparison of different experimental techniques for determination of elastic properties of solids (2004, background): “where σij and εkm are the stress and strain tensors, respectively, and the tensor of elastic constants, Cijkm has 81 components [1].”