A First-principles Study on the Adhesion Strength, Interfacial Stability, and Electronic Properties of Mg/Mg2Y Interface
The interfacial microstructures and configurations directly affect the comprehensive properties of the composites, but their interfacial adhesion mechanism is complicated to expound by experimental methods. In this work, based on the stacking sequence of the Mg/Mg 2 Y interface models, nine differen...
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Veröffentlicht in: | Acta metallurgica sinica : English letters 2024-03, Vol.37 (3), p.537-550 |
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Hauptverfasser: | , , , , , , , |
Format: | Artikel |
Sprache: | eng |
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Zusammenfassung: | The interfacial microstructures and configurations directly affect the comprehensive properties of the composites, but their interfacial adhesion mechanism is complicated to expound by experimental methods. In this work, based on the stacking sequence of the Mg/Mg
2
Y interface models, nine different Mg/Mg
2
Y interface configurations with top site, bridge site, and hollow site (HCP) under Mg1, Mg2, and Y terminations were successfully constructed and systematically explored by first-principles calculations. The results showed that the Mg
2
Y(0001) surface with Y termination is the most stable when the yttrium chemical potential (
Δ
μ
Y
) is less than − 1.09 eV; otherwise, Mg
2
Y(0001) surface with Mg1 termination is the most stable. The seven-layer Mg(0001) and eleven-layer Mg
2
Y(0001) slabs are employed to reflect the bulk-like interior properties. Additionally, the Mg(0001)/Mg
2
Y(0001) with the Y-HCP stacking has the largest interface thermodynamic stability with the value of 2.383 J/m
2
in all interface configurations owing to its largest work of adhesion. In addition, the interfacial energy of Y-HCP stacking is significantly smaller than those of Mg1-HCP when
Δ
μ
Y
is approximately less than − 0.55 eV, showing that it is more stable. The thermodynamic stability of Mg/Mg
2
Y with Y-HCP is due to Mg-Y chemical bonds formed between Mg and Y atoms. Lastly, the Mg/Mg
2
Y interfaces are strong interfaces based on the Griffith fracture theory. |
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ISSN: | 1006-7191 2194-1289 |
DOI: | 10.1007/s40195-023-01547-2 |