Thermal stability of mullite RMn2O5 (R = Bi, Y, Pr, Sm or Gd): combined density functional theory and experimental study
  • Li, Chenzhe
  • Thampy, Sampreetha
  • Zheng, Yongping
  • Kweun, Joshua M.
  • Ren, Yixin
  • ... Kim, Hanchul
  • 외 5명
Citations

WEB OF SCIENCE

30
Citations

SCOPUS

34

초록

Understanding and effectively predicting the thermal stability of ternary transition metal oxides with heavy elements using first principle simulations are vital for understanding performance of advanced materials. In this work, we have investigated the thermal stability of mullite RMn2O5 (R = Bi, Pr, Sm, or Gd) structures by constructing temperature phase diagrams using an efficient mixed generalized gradient approximation (GGA) and the GGA + U method. Simulation predicted stability regions without corrections on heavy elements show a 4-200 K underestimation compared to our experimental results. We have found the number of d/f electrons in the heavy elements shows a linear relationship with the prediction deviation. Further correction on the strongly correlated electrons in heavy elements could significantly reduce the prediction deviations. Our corrected simulation results demonstrate that further correction of R-site elements in RMn2O5 could effectively reduce the underestimation of the density functional theory-predicted decomposition temperature to within 30 K. Therefore, it could produce an accurate thermal stability prediction for complex ternary transition metal oxide compounds with heavy elements.

키워드

phase transitionrare earth oxidesthermal stabilityfirst principles simulationTOTAL-ENERGY CALCULATIONSOXYGEN-REDUCTIONOXIDEOXIDATIONCATALYST
제목
Thermal stability of mullite RMn2O5 (R = Bi, Y, Pr, Sm or Gd): combined density functional theory and experimental study
저자
Li, ChenzheThampy, SampreethaZheng, YongpingKweun, Joshua M.Ren, YixinChan, Julia Y.Kim, HanchulCho, MaenghyoKim, Yoon YoungHsu, Julia W. P.Cho, Kyeongjae
DOI
10.1088/0953-8984/28/12/125602
발행일
2016-02
유형
Article
저널명
Journal of Physics Condensed Matter
28
12