1989
DOI: 10.1299/kikaia.55.970
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Effect of loading time on high-cycle range impact fatigue strength and impact fatigue crack growth rate.

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Cited by 3 publications
(3 citation statements)
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“…The most popular approach is to relate the cumulative time N F T to the maximum stress amplitude in the impact s max (Ninomi et al, 1991;Tanaka, Kinoshita, & Nakayama, 1992;Yamamoto et al, 2003;Yu, Peter, & Huang, 1999): (22.27) in which N F is the number of cycles to failure, T is the loading time, and C and m are empirical IF parameters. In this work, the relation described by Eqn (22.26) will be referred to as the accumulated load-time model.…”
Section: Accumulated Load-time Modelmentioning
confidence: 99%
“…The most popular approach is to relate the cumulative time N F T to the maximum stress amplitude in the impact s max (Ninomi et al, 1991;Tanaka, Kinoshita, & Nakayama, 1992;Yamamoto et al, 2003;Yu, Peter, & Huang, 1999): (22.27) in which N F is the number of cycles to failure, T is the loading time, and C and m are empirical IF parameters. In this work, the relation described by Eqn (22.26) will be referred to as the accumulated load-time model.…”
Section: Accumulated Load-time Modelmentioning
confidence: 99%
“…It was demonstrated that IF strength of the joints depended on the stress magnitude and the loading time. In addition, a phenomenological model to predict failure in impact conditions was suggested based on the cumulative time (N f T ) and the maximum stress amplitude in the impact (σ max ) in the following form [23][24][25][26] …”
Section: Adhesive Joints: Responses To Fatigue and Impactmentioning
confidence: 99%
“…Only high-impact wheels that have a defect present pose a significant risk of failure. It has been reported that the crack growth rate of metallic materials under impact fatigue is significantly higher than under non-impact fatigue [4,5].…”
Section: Introductionmentioning
confidence: 99%