2014
DOI: 10.1007/s00269-014-0665-1
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Characterization of the glide planes of the [001] screw dislocations in olivine using electron tomography

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Cited by 37 publications
(42 citation statements)
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“…Having orthogonal Burgers vectors, dislocations from these slip systems have a very weak propensity to form junctions (e.g. Durinck et al, 2007;Mussi et al, 2015). Hence the tendency for dislocation storage is lower than in other crystallographic structures such as cubic metals; indeed, we did not observe a clear correlation between the total finite plastic strain and the dislocation density.…”
Section: Strain-hardening Versus Thermally Activated Recoverycontrasting
confidence: 52%
“…Having orthogonal Burgers vectors, dislocations from these slip systems have a very weak propensity to form junctions (e.g. Durinck et al, 2007;Mussi et al, 2015). Hence the tendency for dislocation storage is lower than in other crystallographic structures such as cubic metals; indeed, we did not observe a clear correlation between the total finite plastic strain and the dislocation density.…”
Section: Strain-hardening Versus Thermally Activated Recoverycontrasting
confidence: 52%
“…Deformation of olivine in the climb‐controlled regime involves simultaneous operation of multiple dislocation slip systems. At high‐temperature, low‐stress conditions in the climb‐controlled regime, deformation occurs primarily by the motion of dislocations on the (010)[100], (001)[100], (100)[001], and (010)[001] slip systems with possible additional activation of the (0kl)[001] and (110)[001] systems [ Durham and Goetze , ; Durham et al , ; Mussi et al , , ]. The [101] c orientation used in this study produces no resolved shear stress on dislocation slip systems that involve glide on the (010) plane, so that the contribution of the (010)[100] and (010)[001] slip systems to the strain rate is negligible.…”
Section: Discussionmentioning
confidence: 99%
“…Plot of the strain rates predicted using the flow law parameters for wet (hydrous) or dry (anhydrous) deformation. The wet power law is from equation (16), the flow law for Tielke et al [2016] is a sum of the power laws for crystals deformed under anhydrous conditions and oriented for shear on (001)[100] and (100)[001] from Tielke et al [2016], the relationship from Bai et al [1991] are for crystals in the [101] c orientation under anhydrous conditions, and the exponential relationship is equation (17). with possible additional activation of the (0kl)[001] and (110)[001] systems Mussi et al, 2014Mussi et al, , 2015. The [101] c orientation used in this study produces no resolved shear stress on dislocation slip systems that involve glide on the (010) plane, so that the contribution of the (010)[100] and (010)[001] slip systems to the strain rate is negligible.…”
Section: Microstructural Observationsmentioning
confidence: 99%
“…">DiscussionElectron tomography, which can reach angular resolution of 2°, is a powerful technique to characterize glide planes [20,23,[29][30][31][32][33][34][35][36][37], cross-slip [23,36], climb planes and dislocation interactions. In a previous study, we established that in olivine,   001 dislocations could glide in   120 and   130 [23]. We show in figure 3(c) that   001 dislocations can also glide in 140   .We report here, to the best of our knowledge, the first unequivocal evidence of 101 junctions in olivine.…”
mentioning
confidence: 99%