Abstract

First-principles calculations reveal two mechanisms that compete to determine the structure of ZnO polar surfaces. One is the electron-counting rule, which favors semiconducting surfaces. The other is the large ZnO cohesive energy, which favors unreconstructed metallic surfaces with $1\ifmmode\times\else\texttimes\fi{}1$ periodicity. Their close competition results in crossovers in the preferred surface structure as the oxygen chemical potential is varied, consistent with a variety of surface morphologies observed under different experimental conditions.

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