2005
DOI: 10.1007/s11661-005-0031-5
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Interpretation of precipitation crystallography of Mg17Al12 in a Mg-Al alloy in terms of singular interfacial structure

Abstract: This work applies a constrained coincidence site lattice/constrained complete pattern shift lattice (CCSL/ CDSCL) model and secondary O-lattice model to simulate the interfacial structure in the major side interface of Mg 17 Al 12 /Mg. The result shows that, at the orientation relationship (OR) with a small deviation (ϳ0.5 deg) from the Burgers OR, the secondary misfit in the interface normal to the parallel ⌬g vectors can be completely accommodated by the steps. The secondary dislocation networks in the habit… Show more

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Cited by 35 publications
(16 citation statements)
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“…ð0 0 0 1Þ Mg k ð1 1 1Þ Mg 17 Al 12 and ½1 2 1 0 Mg k½1 1 2 Mg 17 Al 12 , ð0 2 1 1Þ Mg k ð1 1 0Þ Mg 17 Al 12 and ½1 0 1 0 Mg k½1 1 0 Mg 17 Al 12 were also reported by other investigators [57,62,65]. The near Burgers OR has been confirmed by Duly and other investigators [65,66]. Fig.…”
Section: Re-precipitation Of Fine B-mg 17 Al 12 Phasesupporting
confidence: 73%
“…ð0 0 0 1Þ Mg k ð1 1 1Þ Mg 17 Al 12 and ½1 2 1 0 Mg k½1 1 2 Mg 17 Al 12 , ð0 2 1 1Þ Mg k ð1 1 0Þ Mg 17 Al 12 and ½1 0 1 0 Mg k½1 1 0 Mg 17 Al 12 were also reported by other investigators [57,62,65]. The near Burgers OR has been confirmed by Duly and other investigators [65,66]. Fig.…”
Section: Re-precipitation Of Fine B-mg 17 Al 12 Phasesupporting
confidence: 73%
“…[28,29,31] Despite the irrational orientation of these side facets with respect to both precipitate and matrix lattices, the major and minor side facets (Figure 2 respectively. Figure 2(a) shows the major side facet of a thin b plate that is embedded in the matrix phase.…”
Section: Precipitationmentioning
confidence: 99%
“…[48] The structure of this metastable Mg 4 Zn 7 phase is identical to that of the equilibrium Mg 4 Zn 7 phase (space group B/2m, a = 2.596 nm, b = 1.428 nm, c = 0.524 nm, c = 102.5 deg) in the Mg-Zn system [49,50] rather than the triclinic structure (a = 1.724 nm, b = 1.445 nm, c = 0.520 nm, a = 96 deg, b = 89 deg, c = 138 deg) assumed for the Mg 2 Zn 3 phase by Gallot and Graf [51] and adopted by the others. [6,8,31] Even though it is still unclear whether the monoclinic phase Mg 4 Zn 7 is actually identical to the Mg 2 Zn 3 phase, it is commonly accepted [52] that these two phases are the same, as only one intermetallic phase exists at compositions close to Mg-(60-63.6) at. pct Zn in the Mg-Zn binary phase diagram.…”
Section: Phase Equilibria and Precipitationmentioning
confidence: 99%
“…Over the years, the transition matrix has been extended to research quantitatively the crystallography theory, phase transformation, and diffraction patterns analyses of precipitates. [35,36] It was first applied to the martensitic transformation in 1948. [37] The detailed descriptions about the transition matrix can be found elsewhere.…”
Section: Calculated By Transition Matrix and Stereographic Projectionmentioning
confidence: 99%