2018
DOI: 10.1016/j.msea.2018.09.036
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Effect of cyclic plastic deformation on microstructure and mechanical properties of weld metals used for reel-lay pipeline steels

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Cited by 27 publications
(11 citation statements)
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“…Figures 8(a), (d), and g show the microstructure of the girth weld at 0% pre-strain, which is similar and consists of lath bainite (LB), granular bainite (GB), polygonal ferrite (PF), and M-A island. It has been confirmed in some literatures [24,25] that the effect of small pre-strain on weld microstructure is not significant. Nevertheless, dislocation slip and lattice rotation lead plastic deformation of girth welds in tensile process [26].…”
Section: Strain Distribution and Microstructure Evolution Of Girth-we...mentioning
confidence: 62%
“…Figures 8(a), (d), and g show the microstructure of the girth weld at 0% pre-strain, which is similar and consists of lath bainite (LB), granular bainite (GB), polygonal ferrite (PF), and M-A island. It has been confirmed in some literatures [24,25] that the effect of small pre-strain on weld microstructure is not significant. Nevertheless, dislocation slip and lattice rotation lead plastic deformation of girth welds in tensile process [26].…”
Section: Strain Distribution and Microstructure Evolution Of Girth-we...mentioning
confidence: 62%
“…Combining the CTOD results listed in Table 4 , it can be seen that there is a clear positive correlation between the CTOD fracture toughness and the fracture contour map at the front the prefabricated fatigue crack, especially in high brittle materials and their structures with low CTOD performance. Excellent fracture toughness must be accompanied by larger plastic deformation [ 30 ], which is reflected in the macroscopic height cloud map. For a given sample size, the greater the height difference at the crack front, the better the fracture toughness and the higher the CTOD value.…”
Section: Resultsmentioning
confidence: 99%
“…It is known that XRD peak profiles are the result of the instrument and tested samples. Hence, before calculating the dislocation density, the instrumental contribution to the peak broadening has subtracted from the row date [ 28 , 29 , 30 ]. Then, the dislocation density, ρ , was quantitatively calculated by the modified Williamson–Hall method, which can be expressed as the following Equation (1): where ε represents the non-uniform strain, and b represents the Burst’s vector of the dislocation in α-Fe (b = 0.248 nm) can be determined as the slope which was obtained by performing a linear regression of Δθ·cos θ/λ and 2 sin θ/λ of the first three peaks in XRD patterns.…”
Section: Resultsmentioning
confidence: 99%