2019
DOI: 10.1016/j.actamat.2018.09.049
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Elemental site occupancy in the L12 A3B ordered intermetallic phase in Co-based superalloys and its influence on the microstructure

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Cited by 77 publications
(13 citation statements)
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“…It was suggested that the decrease in the partitioning coefficient of bigger sized W element in the γ phase [25,44] with substitution of larger W/Ta atoms with comparatively smaller Cr atoms resulted in a contraction of the γ phase, while partitioning of Cr resulted in an expansion of the γ matrix. A similar effect of Cr addition was observed in the W free Co-based superalloys where subsequent addition of Cr resulted in partitioning reversal of Mo from the dominating presence in γ phase to equal in both the phases to the γ phase [22].…”
Section: Change In Partitioning Behaviour With Cr Additionsupporting
confidence: 64%
See 1 more Smart Citation
“…It was suggested that the decrease in the partitioning coefficient of bigger sized W element in the γ phase [25,44] with substitution of larger W/Ta atoms with comparatively smaller Cr atoms resulted in a contraction of the γ phase, while partitioning of Cr resulted in an expansion of the γ matrix. A similar effect of Cr addition was observed in the W free Co-based superalloys where subsequent addition of Cr resulted in partitioning reversal of Mo from the dominating presence in γ phase to equal in both the phases to the γ phase [22].…”
Section: Change In Partitioning Behaviour With Cr Additionsupporting
confidence: 64%
“…The liquidus temperature is above 1350°C in all three alloys, and therefore could not be captured experimentally due to experimental limitation. The γ solvus temperature and mass density of the studied alloys are plotted and compared with other superalloys [21][22][23][24][25][26] in Figure 2(c). The replacement of Co (8.90 g/cc) with lighter Cr (7.19 g/cc) marginally decreases the mass density from 8.27 g/cc for the CCA-2Cr alloy to 8.23 g/cc for the CCA-8Cr alloy.…”
Section: Thermophysical Propertiesmentioning
confidence: 99%
“…However, we observe a reverse partitioning of Mo i. [6,72,74], it is safe to assume that the larger intensity peak at lower 2q value corresponds to g' precipitates with a higher volume fraction and smaller intensity peak at higher 2q value corresponds to the γ matrix. The constrained bulk lattice misfit between g¢ and g was calculated by the formula…”
Section: Compositional Partitioning Across the G/g¢ Interface For The...mentioning
confidence: 61%
“…The peak intensities cannot be compared quantitatively with the volume fraction of phases due to possible influences of other factors such as ordering parameters and texture component. However, due to known positive lattice misfit in the Co-based superalloys [6,72,74], it is safe to assume that the larger intensity peak at lower 2q value corresponds to g' precipitates with a higher volume fraction and smaller intensity peak at higher 2q value corresponds to the γ matrix. The constrained bulk lattice misfit between g¢ and g was calculated by the formula…”
Section: Evaluation Of Lattice Mismatch Across G/g¢ Interfacementioning
confidence: 99%
“…The peak intensities cannot be compared quantitatively with the volume fraction of phases due to possible influences of other factors such as ordering parameters and texture component. However, due to known positive lattice misfit in the Co-based superalloys [6,72,74], it is safe to assume that the larger intensity peak at lower 2q value corresponds to g 0 precipitates with a higher volume fraction and smaller intensity peak at higher 2q value corresponds to the g matrix. The constrained bulk lattice misfit between g 0 and g was calculated by the formula…”
Section: 12mentioning
confidence: 99%