journal article·2017-04

Formation of giant atomic clusters in the β-Samson (β-Al3Mg2) phase of the Al-Mg alloy system

Kei Nakayama, Hijiri Tsuruta, Yasumasa Koyama

Acta Materialia· Volume 128
Publisher page

Abstract

Abstract The crystallographic features of the (α-Mn → α-Mn + β-Samson) reaction in Al-Mg alloys around the composition of 48 at.% Mg have been investigated mainly by transmission electron microscopy to understand the formation of giant atomic clusters in the β-Samson structure. It was confirmed, for instance, that the state of an Al-48 at.% Mg alloy annealed at 573 K for 24 h could be identified as the (α-Mn + β-Samson) coexistence state, and that metastable states were found locally in α-Mn/β-Samson boundary regions. An analysis of electron diffraction patterns obtained from the coexistence state indicated that the orientation relationship of ( 3 ¯ 30)α//( 8 ¯ 80)β-S and [110]α//[110]β-S was established between α-Mn and β-Samson regions, together with a lattice contraction of about 10% along the [001]α direction and an expansion of about 0.4% along the [ 1 ¯ 10]α direction in the (α-Mn → β-Samson) structural change. High-resolution electron micrographs of the coexistence state also suggested that some atoms at the Mg (I) and Mg (II) sites in the distorted α-Mn structure could be converted to those at the Mg (23) site of the β-Samson structure as the center site of the Samson cluster. Furthermore, both the features of giant clusters in the β-Samson structure and their formation from the α-Mn structure were discussed on the basis of the experimental data obtained in this study.
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Research context

OpenAlex topics: Quasicrystal Structures and Properties · Aluminum Alloy Microstructure Properties · Magnesium Alloys: Properties and Applications

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References (23)

Show source-provided references
1. Metallic phase with long-range orientational order and no translational symmetry
2. Steurer · 2009
3. Quasicrystals and crystalline approximants10.1103/RevModPhys.65.213 ↗
4. Crystallography of quasiperiodic crystals10.1107/S0108767396000967 ↗
5. A dense non-crystallographic packing of equal spheres10.1107/S0365110X6200239X ↗
6. The crystal structure of the metallic phase Mg32(Al, Zn)4910.1107/S0365110X57000808 ↗
7. Alloys: a stable binary quasicrystal10.1038/35046202 ↗
8. The crystal structure of the phase β Mg2Al310.1107/S0365110X65005133 ↗
9. The Samson phase, β-Mg2Al3, revisited10.1524/zkri.2007.222.6.259 ↗
10. Stacking of hexagonal layers in the structure of β-Mg2Al310.1080/09500830802251419 ↗
11. Simple model of Mg2Al3: β and β’ phases10.1088/1742-6596/226/1/012035 ↗
12. Ordering of hexagonal layers in phase β- and β’-Mg2Al310.1080/14786435.2010.543648 ↗
13. The Al−Mg (Aluminum−Magnesium) system10.1007/BF02873413 ↗
14. Kripyakevich · 1964
15. Schubert · 1964
16. The structure of complex intermetallic compounds
17. Pearson · 1972
18. Steurer · 2016
19. Metastable dodecagonal-atomic-column state related to the formation of the σ structure in the Cr-Co alloy system10.1103/PhysRevB.79.134204 ↗
20. Neutronenbeugungsuntersuchung der Atomverteilung von Mg17Al1210.1007/BF00600053 ↗
21. Cullity · 1978
22. Koch · 2002
23. VESTA 3 for three-dimensional visualization of crystal, volumetric and morphology data10.1107/S0021889811038970 ↗