2018
DOI: 10.1016/j.actamat.2018.02.001
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Dislocation-based modeling of long-term creep behaviors of Grade 91 steels

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Cited by 55 publications
(18 citation statements)
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“…El Rayes and El-Danaf [10] found that constant strain rate tensile tests at elevated temperatures revealed minor differences between the deformation mechanisms of retired and as-produced 12% Cr steel through the calculation of stress exponents and activation energies after correcting for the influence of threshold stresses. These stresses arise from the attractive force between the MX carbonitride particles and detaching dislocations and they are themselves dependent on material degradation through the coarsening of precipitates [11,12]. However, typically, the creep rate-controlling mechanisms of 9%–12% Cr steels are often investigated by means of conventional creep testing rigs, which involve long testing times (>10,000 h) due to the slow creep rates that are associated with diffusional creep mechanisms experienced at service conditions.…”
Section: Introductionmentioning
confidence: 99%
“…El Rayes and El-Danaf [10] found that constant strain rate tensile tests at elevated temperatures revealed minor differences between the deformation mechanisms of retired and as-produced 12% Cr steel through the calculation of stress exponents and activation energies after correcting for the influence of threshold stresses. These stresses arise from the attractive force between the MX carbonitride particles and detaching dislocations and they are themselves dependent on material degradation through the coarsening of precipitates [11,12]. However, typically, the creep rate-controlling mechanisms of 9%–12% Cr steels are often investigated by means of conventional creep testing rigs, which involve long testing times (>10,000 h) due to the slow creep rates that are associated with diffusional creep mechanisms experienced at service conditions.…”
Section: Introductionmentioning
confidence: 99%
“…For conventional metallic materials, time-dependent elevated temperature creep deformation can be represented by the creep strain-time curve, which is usually distinguished by primary, secondary and tertiary stages. Upon loading, the creep rate quickly decreases during the primary stage and then reaches a steady stage, i.e., the secondary stage, before dramatically increasing due to the formation of cracks during the tertiary stage, leading to the final fracture [31][32][33]. Figure 2c,d demonstrate the tensile creep curves of the studied Zr-based BMG under different creep parameters.…”
Section: Resultsmentioning
confidence: 99%
“…The inset of Figure 3c shows the bright field TEM images and corresponding SAED patterns taken from the crystals. These crystalline phases were identified by TEM Creep is the time-dependent plastic strain at constant testing temperature and applied stress [31][32][33]. For conventional metallic materials, time-dependent elevated temperature creep deformation can be represented by the creep strain-time curve, which is usually distinguished by primary, secondary and tertiary stages.…”
Section: Resultsmentioning
confidence: 99%
“…where M is the Taylor factor (2.9 for bcc metals), l the shear modulus of the matrix (59.3 and 57.0 GPa at 923 K and 973 K respectively [49] ), b the Burgers vector (0.248 nm), k the edge-to-edge inter-precipitate spacing Models for threshold stress in creep have been discussed in terms of dislocation climb over precipitates, either in the form of local climb, in which the dislocation follows closely the matrix-precipitate interface, inducing a sharp bend in the dislocation line, or general climb, in which the climb portion of the dislocation extends smoothly from the matrix-precipitate interfacial region to the glide plane. [12,[52][53][54][55] The threshold stress normalized by the Orowan stress (r th /r Or ) predicted by local climb is about 0.4-0.7, [56] the correct order of magnitude for reported alloys, [9,40] as well as our designed steel. However, the dislocation configuration in local climb with the sharp bend is highly unstable and is thus unlikely to occur.…”
Section: B Mechanical Propertiesmentioning
confidence: 91%
“…They rely on dispersion strengthening by MX precipitates, where M = (V,Nb,Ti) and X = (C,N), M 23 C 6 precipitates, and Laves phase Fe 2 (W,Mo) and solid-solution strengthening by W or Mo. [5][6][7][8][9][10][11][12] When exposed to these elevated temperatures for extended periods, there are concerns about microstructural degradation due to the metastability of MX, coarsening of M 23 C 6 and the Laves phase, as well as Z phase formation (Cr(Nb,V)N). [13][14][15][16][17][18][19][20][21][22][23][24] In particular, the Z phase has been held responsible for the reduction of creep strength and failure of these steels after extended operation, as its precipitation results in the dissolution of finely dispersed MX.…”
Section: Introductionmentioning
confidence: 99%