1999
DOI: 10.1117/12.347413
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Embedded-atom interatomic potentials and simulation of planar defects in intermetallic Ti 3 Al

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Cited by 2 publications
(10 citation statements)
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“…The recombination of partial dislocations is a thermally activated process, which takes place at elevated temperatures. The process of the cross slip of an a/2 superpartial dislocation to the prism plane is energy favorable since the energy of the antiphase boundary in the prism plane is much lower than its energy in the basal plane ( (1 1 0 0) = 6 mJ/m 2 , (0 0 0 1) = 161 mJ/m 2 [14]). The cross slip of a superdislocations was observed experimentally (Fig.…”
Section: Configurations Of a Superdislocationsmentioning
confidence: 99%
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“…The recombination of partial dislocations is a thermally activated process, which takes place at elevated temperatures. The process of the cross slip of an a/2 superpartial dislocation to the prism plane is energy favorable since the energy of the antiphase boundary in the prism plane is much lower than its energy in the basal plane ( (1 1 0 0) = 6 mJ/m 2 , (0 0 0 1) = 161 mJ/m 2 [14]). The cross slip of a superdislocations was observed experimentally (Fig.…”
Section: Configurations Of a Superdislocationsmentioning
confidence: 99%
“…1). The change in the distribution of a superdislocations in the basal plane can be analyzed taking into account specifics of the core structure of these dislocations as determined from computer simulation [14,15]. Each of the a/2 superpartial dislocations is split into two Shockley partial dislocations limiting the ribbon of a complex stacking fault.…”
Section: Configurations Of a Superdislocationsmentioning
confidence: 99%
“…When the change of configuration 7d to configuration 7e occurs the energy lowers due to the change of a planar defect type (CSF (0001) ! APB (0001) ), because the energy of complex SF is lower than the energy of APB in basal plane [11,12]. Similarly, the lowering of the energy while the configuration 7f changes to configuration 7g is determined by SF ( 1100) !…”
Section: A Model For Microcracks Nucleation In Basal Slipmentioning
confidence: 95%
“…[14], however, the Burgers vector magnitudes of the partials were not determined. As a result of computer modelling [11], the Burgers vectors of the partial dislocations were found to be equal to 1=12½ 2110: These Burgers vectors were used in reactions (2a) and (2b).…”
Section: A Model For Microcracks Nucleation In Basal Slipmentioning
confidence: 99%
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