2017
DOI: 10.1088/1757-899x/179/1/012026
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Strain-amplitude dependent cyclic hardening of 08Ch18N10T austenitic stainless steel

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Cited by 2 publications
(6 citation statements)
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“…It can only be used for the materials where construction of the master curve is possible. 6 However, there are materials 11,13,14 for which the construction of the master curve is not possible (Figure 3B). For such cases, Yadav et al 11,12 have proposed a method based on a nondimensional parameter known as normalized CPSED difference.…”
Section: Change In Proportional Stress Limit (δσ 0 ) Methodsmentioning
confidence: 99%
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“…It can only be used for the materials where construction of the master curve is possible. 6 However, there are materials 11,13,14 for which the construction of the master curve is not possible (Figure 3B). For such cases, Yadav et al 11,12 have proposed a method based on a nondimensional parameter known as normalized CPSED difference.…”
Section: Change In Proportional Stress Limit (δσ 0 ) Methodsmentioning
confidence: 99%
“…The CPSED (Figure 19A) and fatigue life prediction (Figure 19B) could be made within a scatter band of 1.2 and 2, respectively 11,12 . The 13 different materials are 304L SS, 12 304LN SS, 16 316LN SS, 91 SA333 Gr.6, 16 AA6063, 79 AISI 1018 HR steel, 7 annealed Cu, 119 annealed Al, 119 BLY160 steel, 14 AISI 321 SS, 13 LY225 steel, 25 HSS Q960E, 88 and AL6XN steel 120 . The proposed method (Equation 12) is claimed to be universal in nature as it could be used for all those 13 materials, among which some were showing Masing behavior, and others were showing non‐Masing (Type‐I) and non‐Masing (Type‐II) behavior 11,12 …”
Section: Fatigue Life Prediction Of Masing/non‐masing Behaviormentioning
confidence: 95%
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