1996
DOI: 10.1016/s0965-9773(96)00048-7
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Dislocations and grain size in ball-milled iron powder

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Cited by 193 publications
(64 citation statements)
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“…Especially, in the Warren-Averbach procedure it was voluntarily suggested [1] [74], which, however, did not attract much attention until the eighties. Kuzel and Klimanek [75,76] and Ungár et al [77,78] have realized that strain anisotropy can be used to characterize the dislocation structure in more detail. In the modified Williamson-Hall plot [68,77] the FWHM or the integral breadths, DK FWHM or DK b , are scaled versus K 2 C C, where K ¼ 2 sin q/l, q is the diffraction angle and l is the wavelength of X-rays and C C is the avarage dislocation contrast factor, cf.…”
Section: Modified Williamson-hall Plot and Modified Warren-averbach Mmentioning
confidence: 99%
“…Especially, in the Warren-Averbach procedure it was voluntarily suggested [1] [74], which, however, did not attract much attention until the eighties. Kuzel and Klimanek [75,76] and Ungár et al [77,78] have realized that strain anisotropy can be used to characterize the dislocation structure in more detail. In the modified Williamson-Hall plot [68,77] the FWHM or the integral breadths, DK FWHM or DK b , are scaled versus K 2 C C, where K ¼ 2 sin q/l, q is the diffraction angle and l is the wavelength of X-rays and C C is the avarage dislocation contrast factor, cf.…”
Section: Modified Williamson-hall Plot and Modified Warren-averbach Mmentioning
confidence: 99%
“…The saturation of the crystallite size and the root mean square strain was also observed in Fe powder subjected to low-energy vibratory ball milling, cf. [60,61]. The steady-state crystallite size increases weakly with increasing milling temperature and decreases with increasing vibration amplitude.…”
Section: à2mentioning
confidence: 99%
“…First, in ball-milled Fe, a standard WH analysis lead to very poor linear fits. [42] A modified WH analysis, taking into account peak broadening due to dislocations, made it possible to obtain fits of high quality and to extract grain size and dislocation density. The difficulty in this approach is that one has to assume a distribution of dislocations in terms of edge/screw character and Burgers vectors.…”
Section: Discussionmentioning
confidence: 99%