2014
DOI: 10.2320/matertrans.ma201310
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Hall–Petch Relationship and Dislocation Model for Deformation of Ultrafine-Grained and Nanocrystalline Metals

Abstract: Models and theories to explain the HallPetch relationship are reviewed briefly. Then, a dislocation model to incorporate some characteristic mechanical properties of ultrafine-grained and nanocrystalline metals will be introduced and used to explain some experimental results. The model is based on the idea that dislocations emitted from grain boundaries and bow out into grain interiors during their propagation are responsible for plastic deformation and thermally-activated depinning process at grain boundaries… Show more

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Cited by 90 publications
(34 citation statements)
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“…From the results, it can deduced that PPS has strengthening capacity as a filler in AA6063 alloy, however, the mechanical properties that could be obtained depends on the particle size of the filler used to reinforce the matrix. Also, due to the ability of PPS to refine the grains of the alloy as shown in the micrographs (Figures 2-5), improved ductility, strength and toughness were observed in the composites reinforced with smaller particle size PPS over those of the alloy as shown in Figure 10, 12 and 13 in line with Hall Petch Equation [20].However, at bigger particle size of the filler, due to small surface area of filler, poor wettability and poor filler dispersion at higher weight fraction, the porosity of the composite increases which gives rise to lower strength at high percentage of the filler in the matrix.…”
Section: Tensile Propertiesmentioning
confidence: 57%
“…From the results, it can deduced that PPS has strengthening capacity as a filler in AA6063 alloy, however, the mechanical properties that could be obtained depends on the particle size of the filler used to reinforce the matrix. Also, due to the ability of PPS to refine the grains of the alloy as shown in the micrographs (Figures 2-5), improved ductility, strength and toughness were observed in the composites reinforced with smaller particle size PPS over those of the alloy as shown in Figure 10, 12 and 13 in line with Hall Petch Equation [20].However, at bigger particle size of the filler, due to small surface area of filler, poor wettability and poor filler dispersion at higher weight fraction, the porosity of the composite increases which gives rise to lower strength at high percentage of the filler in the matrix.…”
Section: Tensile Propertiesmentioning
confidence: 57%
“…(4) The stress/strain pile-up at the grain boundary because of the irregular configuration of the grain boundary. This is the question of investigating the dislocation pile-up [62] and measuring the stress field at the grain boundary [47]. The future research may start from the existing theories and methods, and then go further to evaluate the configuration-based effects at the grain boundary.…”
Section: Implications For Further Researchmentioning
confidence: 99%
“…Jadi, dengan mengubah ukuran butir satu dapat mempengaruhi gerakan dislokasi dan menghasilkan kekuatan. Misalnya, perlakuan panas setelah deformasi plastik dan mengubah laju pemadatan adalah cara untuk mengubah ukuran butir [7].…”
Section: F Hall Petch Equationunclassified