TY - JOUR
T1 - Asymmetric cation nonstoichiometry in spinels
T2 - Site occupancy in Co 2ZnO4 and Rh2ZnO4
AU - Paudel, Tula R.
AU - Lany, Stephan
AU - D'Avezac, Mayeul
AU - Zunger, Alex
AU - Perry, Nicola H.
AU - Nagaraja, Arpun R.
AU - Mason, Thomas O.
AU - Bettinger, Joanna S.
AU - Shi, Yezhou
AU - Toney, Michael F.
PY - 2011/8/22
Y1 - 2011/8/22
N2 - Two cations A and B in A2BO4 spinels appear in precise 2:1 Daltonian ratio ("line compounds") only at very low temperature. More typically, at finite temperature, they tend to become either A rich or B rich. Here we survey the experimentally observed stoichiometry asymmetries and describe the first-principles framework for calculating these. Defect calculations based on first principles are used to calculate the enthalpies of substitution of A atom ΔH(ATd) and B atom ΔH(BOh) and determine their site occupancies leading to (non)-stoichiometry. In Co2ZnO4, the result of the calculation for site occupancy compares well with that measured via anomalous x-ray diffraction. Further, the calculated phase boundary also compares well with that measured via Rietveld refinement of x-ray diffraction data on bulk ceramic sintered samples of Co2ZnO4 and Rh 2ZnO4. These results show that Co2ZnO 4 is heavily Co nonstoichiometric above 500C, whereas Rh 2ZnO4 is slightly Zn nonstoichiometric. We found that, in general, the calculated ΔH(ATd) is smaller than ΔH(BOh), if the A-rich competing phase is isostructural with the A2BO4 host, for example, A2AO4, whereas B-rich competing phase is not, for example, BO. This observation is used to qualitatively explain nonstoichiometry and solid solutions observed in other spinels.
AB - Two cations A and B in A2BO4 spinels appear in precise 2:1 Daltonian ratio ("line compounds") only at very low temperature. More typically, at finite temperature, they tend to become either A rich or B rich. Here we survey the experimentally observed stoichiometry asymmetries and describe the first-principles framework for calculating these. Defect calculations based on first principles are used to calculate the enthalpies of substitution of A atom ΔH(ATd) and B atom ΔH(BOh) and determine their site occupancies leading to (non)-stoichiometry. In Co2ZnO4, the result of the calculation for site occupancy compares well with that measured via anomalous x-ray diffraction. Further, the calculated phase boundary also compares well with that measured via Rietveld refinement of x-ray diffraction data on bulk ceramic sintered samples of Co2ZnO4 and Rh 2ZnO4. These results show that Co2ZnO 4 is heavily Co nonstoichiometric above 500C, whereas Rh 2ZnO4 is slightly Zn nonstoichiometric. We found that, in general, the calculated ΔH(ATd) is smaller than ΔH(BOh), if the A-rich competing phase is isostructural with the A2BO4 host, for example, A2AO4, whereas B-rich competing phase is not, for example, BO. This observation is used to qualitatively explain nonstoichiometry and solid solutions observed in other spinels.
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U2 - 10.1103/PhysRevB.84.064109
DO - 10.1103/PhysRevB.84.064109
M3 - Article
AN - SCOPUS:80052360173
SN - 1098-0121
VL - 84
JO - Physical Review B - Condensed Matter and Materials Physics
JF - Physical Review B - Condensed Matter and Materials Physics
IS - 6
M1 - 064109
ER -