The atomic and electronic structure of the [0001]/((12) over bar 30) Sigma
= 7 symmetric tilt boundary in ZnO has been investigated by an ab initio pl
ane-wave pseudopotential method within the local-density approximation. Two
types of equilibrium geometries are obtained with similar boundary energie
s. Atomic arrangement is largely reconstructed to vanish dangling bonds in
one configuration, whereas the other shows small bond distortion but has da
ngling bonds at the boundary core. The balance between the energies for def
orming atomic arrangements and vanishing dangling bonds should be significa
nt in determining the boundary energies. The electronic structure of the gr
ain boundaries is discussed with a special interest in the relationship wit
h the bond disorder. Owing to the bond distortion and/or the presence of th
e dangling bonds, localized states form mainly at the lower valence band an
d the bottom of the upper valence band. On the other hand, the electronic s
tates in the vicinity of the band gap are not significantly affected by the
bond disorder. Deep electronic states are not generated in the band gap ev
en for the configuration with dangling bonds. This behavior can be generall
y explained by the band structure intrinsic to ZnO.