Atomic structure and stability of AlN(0001) and (000̱1) surfaces. Northrup, J. E., Di Felice, R., & Neugebauer, J. Physical Review B, 55(20):13878–13883, May, 1997.
Atomic structure and stability of AlN(0001) and (000̱1) surfaces [link]Paper  doi  abstract   bibtex   
We report first-principles calculations of the relative formation energies for possible reconstructions of the AlN(0001) and AlN(000̱1) surfaces. Structural models with 2×2 symmetry and satisfying the electron counting rule, as well as metallic surfaces with 1×1 symmetry, have been considered. For AlN(0001) both Al-T4 and N-H3 adatom models are stable within the allowed range of the Al and N chemical potential: the N-adatom structure is stable in N-rich conditions and the Al-adatom structure is most stable in Al-rich conditions. For the AlN(000̱1) surface the 2×2 Al-H3 adatom model is stable in N-rich conditions, while under Al-rich conditions a one-monolayer adlayer of Al is favored.
@article{northrup_atomic_1997,
	title = {Atomic structure and stability of {AlN}(0001) and (000̱1) surfaces},
	volume = {55},
	url = {http://link.aps.org/doi/10.1103/PhysRevB.55.13878},
	doi = {10.1103/PhysRevB.55.13878},
	abstract = {We report first-principles calculations of the relative formation energies for possible reconstructions of the AlN(0001) and AlN(000̱1) surfaces. Structural models with 2×2 symmetry and satisfying the electron counting rule, as well as metallic surfaces with 1×1 symmetry, have been considered. For AlN(0001) both Al-T4 and N-H3 adatom models are stable within the allowed range of the Al and N chemical potential: the N-adatom structure is stable in N-rich conditions and the Al-adatom structure is most stable in Al-rich conditions. For the AlN(000̱1) surface the 2×2 Al-H3 adatom model is stable in N-rich conditions, while under Al-rich conditions a one-monolayer adlayer of Al is favored.},
	number = {20},
	urldate = {2013-09-18},
	journal = {Physical Review B},
	author = {Northrup, John E. and Di Felice, R. and Neugebauer, Jörg},
	month = may,
	year = {1997},
	pages = {13878--13883},
}

Downloads: 0