1992
DOI: 10.1080/01418619208201539
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A new theory of the anomalous yield stress in l12 alloys

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Cited by 165 publications
(50 citation statements)
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“…Our experimental setting may be well suited to study dislocation±dislocation cutting and their possible consequences on cross-slip [18,19] and on multiplication mechanisms: it would suffice to make pairs of microindentations at well-controlled respective positions to create, on purpose, intersections between dislocation groups of known characteristics. Such experiments are in progress, but none of the observations reported above seems to have originated from such intersections.…”
Section: Discussionmentioning
confidence: 99%
“…Our experimental setting may be well suited to study dislocation±dislocation cutting and their possible consequences on cross-slip [18,19] and on multiplication mechanisms: it would suffice to make pairs of microindentations at well-controlled respective positions to create, on purpose, intersections between dislocation groups of known characteristics. Such experiments are in progress, but none of the observations reported above seems to have originated from such intersections.…”
Section: Discussionmentioning
confidence: 99%
“…Once a screw dislocation has cross-slipped and become sessile it forms a barrier (called by K-W a lock) to new dislocations from the source. The details of cross-slip and how the dislocations continue to glide have been elucidated by Sun and Hazzledine [22] and elaborated and extended by Hirsch [23]. The formation of barriers would result in a relatively high WHR.…”
Section: Discussionmentioning
confidence: 99%
“…An increase in the dependences ρ str.dis (T ) and W (T ) is accompanied by an increase in the dependence τ * (T ). There are numerous data in publications, which evidence that straightline dislocations are the Kear-Wilsdorf barriers [8][9][10][11][12]. The mobility of screw dislocations decreases with increasing temperature; as a result, the dependence ρ str.dis (T ) increases, and there appear many more Kear-Wilsdorf barriers identified with straightline dislocations in Ni 3 Ge single crystals.…”
mentioning
confidence: 93%
“…Indeed, assuming that γ CSF ≈ γ APB + γ SF , where γ APB ≈ 180 J/m 2 is the APB energy and γ SF ≈ 100 J/m 2 is the stacking fault energy, we obtain γ CSF ≈ 280 J/m 2 . Hence, the width of the superpartial dislocation is very small: r ≈ 2-4 nm [8,11]. Interaction of edge superdislocations with point defects in Ni 3 Ge has some specific features.…”
mentioning
confidence: 98%