2001
DOI: 10.1103/physrevb.64.224105
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Grain-boundary sliding in nanocrystalline fcc metals

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Cited by 532 publications
(305 citation statements)
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“…8 Below this critical grain size, MD simulations have shown that GB sliding becomes the dominant deformation mechanism, 179 giving rise to grain rotation, in agreement with some experimental observations. 180 Furthermore, Van Swygenhoven and Derlet 181 have shown that GB sliding is triggered by atomic shuffling and stressassisted free volume migration from triple junctions; the emission of dislocations from GBs was limited. In addition, three-dimensional nanocrystalline materials that undergo grain rotation have also displayed the inverse Hall-Petch response.…”
Section: Nanocrystalline MD Simulationsmentioning
confidence: 99%
“…8 Below this critical grain size, MD simulations have shown that GB sliding becomes the dominant deformation mechanism, 179 giving rise to grain rotation, in agreement with some experimental observations. 180 Furthermore, Van Swygenhoven and Derlet 181 have shown that GB sliding is triggered by atomic shuffling and stressassisted free volume migration from triple junctions; the emission of dislocations from GBs was limited. In addition, three-dimensional nanocrystalline materials that undergo grain rotation have also displayed the inverse Hall-Petch response.…”
Section: Nanocrystalline MD Simulationsmentioning
confidence: 99%
“…The important role of excess volume associated with interfaces has also been found in studies on dynamic grain boundary behaviour. In a molecular dynamics study on grain boundary sliding in nano-crystalline material, it was found that atomic level shuffling and stress-assisted free-volume migration play an important role in the plastic deformation process occurring at the GB region [16], and, on the basis of a molecular dynamics study on a Σ = 5 tilt GB in fcc material, it was found that excess volume is the key to both components of the migration mechanism (local volume fluctuations and atomic hops perpendicular to the boundary plane) [10].…”
Section: Interface Mobilitymentioning
confidence: 99%
“…[42,43] Conrad and Narayan [44] have used these results by proposing that during the deformation of nc materials, the controlling process is a stress-assisted thermally activated motion in the grain boundary in which the deformation rate is produced by independent atomic shear events (atomic jump processes). Under this condition, they developed the following rate-controlling equation: [44] …”
Section: Thermally Activated Grain Boundary Shearing Processmentioning
confidence: 99%
“…Van Swygenhoven et al [42,43] have proposed that during the deformation of nc Ni, plasticity arises from grains sliding against each other under the condition of nonlinear-viscous behavior. The equation representing such sliding behavior can be given by [42,43] …”
Section: Boundary Sliding Under the Condition Of Nonlinear-viscous Bementioning
confidence: 99%
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