1991
DOI: 10.1016/0142-1123(91)90356-4
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Estimation of Paris-Erdogan law parameters and the influence of environmental factors on crack growth

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Cited by 9 publications
(6 citation statements)
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References 10 publications
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“…Van Noortwijk [18] determined optimal maintenance policies for sea defenses; fatigue crack growth in pressure vessels and in aircraft structures has been described by Sobczyk [15] and Newby [8,9]; optimal inspection and maintenance policies for degradation processes are studied by Newby and Dagg [10,11] and that study forms the main background to the developments described here. Similar approaches are used in epidemiology: Jewell and Kalbfleisch [6] use marker processes in the study of CD4 counts in HIV infected patients; Betensky [3] used Wiener process models in designing sequential tests for differences in treatment effect of drugs.…”
Section: Motivational Backgroundmentioning
confidence: 98%
“…Van Noortwijk [18] determined optimal maintenance policies for sea defenses; fatigue crack growth in pressure vessels and in aircraft structures has been described by Sobczyk [15] and Newby [8,9]; optimal inspection and maintenance policies for degradation processes are studied by Newby and Dagg [10,11] and that study forms the main background to the developments described here. Similar approaches are used in epidemiology: Jewell and Kalbfleisch [6] use marker processes in the study of CD4 counts in HIV infected patients; Betensky [3] used Wiener process models in designing sequential tests for differences in treatment effect of drugs.…”
Section: Motivational Backgroundmentioning
confidence: 98%
“…Paris & Erdogan formulated a power law which is commonly used to model stable fatigue crack growth [63]:…”
Section: Fatigue Life Prediction Of Solder Jointsmentioning
confidence: 99%
“…Where ∆J is the J integral range corresponding to equation 16, while C ′ and m ′ are constants [62][63][64][65].…”
Section: Fatigue Life Prediction Of Solder Jointsmentioning
confidence: 99%
“…the related parameter values can be estimated through regression models using degradation and/or failure data. For example, the physics equations of the fatigue cracking of the seal are built according to Paris-Erdogan law (Newby, 1991), which relates the stress intensity factor range to the crack growth under a fatigue stress regime; the values of the parameters are estimated through least squares regression methods by using data on crack length and cycles. The values of the third group can be estimated using related degradation and/or failure data obtained from historical field collection or shock tests (Chan and Englert, 2001), using likelihood-based inference or regression models (Ye , et al, 2011).…”
Section: Pdmps For Systems Subject To Degradation Dependency and Random Shocksmentioning
confidence: 99%