2019
DOI: 10.1016/j.jmst.2018.11.015
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Stress dependence of the creep behaviors and mechanisms of a third-generation Ni-based single crystal superalloy

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Cited by 54 publications
(13 citation statements)
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“…where υ is Poisson's ratio, R is a length scale in the calculation model [73], H (α)(β) is the interaction matrix between two slip systems of α and β with six types of interaction in the matrix [74]. δ 13), (6,18), (8,17), (9,15), (10,16), (11,14), (1,16), (2,17), (3,18), (5,14), (7,13), (12,15) 0 otherwise…”
Section: Physics-based Constitutive Modelsmentioning
confidence: 99%
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“…where υ is Poisson's ratio, R is a length scale in the calculation model [73], H (α)(β) is the interaction matrix between two slip systems of α and β with six types of interaction in the matrix [74]. δ 13), (6,18), (8,17), (9,15), (10,16), (11,14), (1,16), (2,17), (3,18), (5,14), (7,13), (12,15) 0 otherwise…”
Section: Physics-based Constitutive Modelsmentioning
confidence: 99%
“…The excellent mechanical properties of the superalloys are attributed to the two-phase microstructure, i.e., γ' precipitate phase and γ matrix phase, with L1 2 ordered γ' phase being coherently embedded in γ phase of face-centered cubic structure (Figure 1a). The ordered γ' phase with high volume fraction (about 60-70% in most cases) serves as the strengthening phase in the superalloys and hinders the motion of dislocations during creep deformation [1][2][3].…”
Section: Introductionmentioning
confidence: 99%
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“…Wu et al [17] studied the microstructural evolution and creep behavior of an Ni 3 Al-based as-cast superalloy under a high-temperature heat treatment. Yue et al [18] studied the high-temperature creep behavior of the third-generation nickel-based single crystal superalloy under the condition of 1100 • C/120-174 MPa. Huo et al [19] studied the microstructure of the alloys with different contents of Co (7.0 wt % and 15.0 wt %), Cr (3.5 wt % and 6.0 wt %), Mo (1.0 wt % and 2.5 wt %), and Ru (2.5 wt % and 4.0 wt %) under the creep condition of 950 • C/400 MPa.…”
Section: Introductionmentioning
confidence: 99%
“…Two types of superdislocations, a<110> and a[100] are prevailingly formed in [001] and [011] specimens, while lots of a<110> and a few a[001] superdislocations are observed in [111] specimens. The well known a<110> superdislocations can simply glide on {111} planes[17,39], but the a[100] superdislocations can only move by pure climb or the coupled glide and climb of two a/2<110> superpartials in [001] and [011] specimens due to the lack of resolved stress for slip[17,24,36]. Besides, the magnitude of a[100] superdislocations (|b| = a) is smaller than that of a<110> super-…”
mentioning
confidence: 99%