Ab initio calculations have been performed on the structural and electronic
properties of pure zirconia and yttria-stabilized cubic zirconia (YSZ). We
use the local-density approximation to the exchange and correlation energy
functional. We expand the Kohn-Sham orbitals in plane waves and use norm-c
onserving fully separable pseudopotentials. We find, in agreement with expe
riments that the most stable phase at zero temperature and pressure is the
monoclinic baddelyte structure which transforms under pressure in the brook
ite orthorhombic phase. We then study the properties of the YSZ cubic phase
using a supercell of 96 atoms. This is a defective structure where oxygen
vacancies and yttrium substitutional impurities play a major role. The patt
ern of relaxation around the defects is consistent with the most recent sca
ttering data, as well as their relative interaction which leads to a next-n
earest-neighbor attraction between vacancy and yttrium. The analysis of the
electronic properties show that single occupied color centers F+ are only
marginally stable and decay into neutral, doubly occupied F centers and emp
ty (doubly charged) vacancies. Therefore, we found that the F+ center in YS
Z is a negative Hubbard-U site. [S0163-1829(99)03002-7].