Growth modes of cracks in creeping type 304 stainless steel
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Cited by (43)
Creep-recovery deformation of 304 stainless-steel springs under low forces
2024, Mechanics of MaterialsConstraint Effects on Creep Crack Growth
2023, Comprehensive Structural IntegrityHigh temperature indentation based property measurements of IN-617
2017, International Journal of PlasticityCitation Excerpt :The DM relations represented creep behavior using damage and hardening parameters. There are several creep-fatigue models to describe material damage under combined creep and fatigue loading (Hsia et al., 1991a, 1991b; Kruch et al., 1994; Onck and van der Giessen, 1997; Ozmat et al., 1991; Tvergaard, 1984, 1986). Hsia et al. (1991a, 1991b) modeled grain boundary sliding effects and grain boundary cavitation using a continuum material damage model.
Characterization of 3-D creep constraint and creep crack growth rate in test specimens in ASTM-E1457 standard
2016, Engineering Fracture MechanicsPrediction of creep crack initiation behaviour in 316H stainless steel using stress dependent creep ductility
2016, International Journal of Solids and StructuresCitation Excerpt :The high and low CCI trends on M(T) and C(T), respectively, are consistent with the numerical investigation inWang et al., (2012) where it has been shown that the order of the crack tip constraint level from high to low is C(T), SEN(B), SEN(T) and M(T). Additionally, the results are also consistent with the CCG FE predictions obtained inMehmanparast, 2014; Kim et al., (2013) and experimental studies inDavies et al., (2009); Budden and Dean, (2007); Bettinson et al., (2002); Ozmat et al., (1991); Takahashi et al., (2005); Davies et al., (2011), where the C(T) geometry showed the highest and M(T) the lowest CCG rates. Note that according to Eq. (6), higher CCG rates result in lower initiation time.
Creep crack growth prediction and assessment incorporating constraint effect for pressurized pipes with axial surface cracks
2016, Engineering Fracture MechanicsCitation Excerpt :The CCG rates also increase with increasing crack depth [7] and specimen thickness [8–12]. In terms of constraint effect caused by loading configuration, the CCG rate of the middle tension (M(T)) specimen is significantly lower than that of the compact tension (C(T)) specimen for different steels [13–16]. Some experiments also showed that the creep crack growth rates in the single edge-notched tensile (SEN(T)), single edge-notched bend (SEN(B)), double edge notch tension (DEN(T)) and M(T) specimens are generally lower than those in C(T) specimens [18].
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