Scanning-tunneling-microscopy studies of the Cu{100}-c(2×{}2)N surface reveal that it is covered with square-shaped structures with sides 52±{}4 {} long, running parallel to the 〈100〉 directions. Within these structures it is possible to resolve a square-based lattice, with a lattice parameter of 4 {} consistent with the c(2×{}2) structure. We use a lattice-parameter-mismatch model based on the bulk-lattice constants of Cu₃N to account for the regularity in shape and size of the square-shaped structures.
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Leibsle et al. (1993) studied this question.
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