We have used density functional theory in conjunction with the full charge
density linear muffin-tin orbitals method and a cluster expansion based on
interatomic pair potentials to derive the energetics of vicinal surfaces on
transition and noble metals, and we apply the results in a study of the st
ability of the fee (1 1 0) facet of these metals against the formation of '
rippled' surfaces consisting of vicinal facets with Miller indices (2 lambd
a + 1, 2 lambda, + 1,1) and (2 lambda + 1, 2 lambda + 1, (1) over bar). (C)
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