A density-functional theory for the structure and surface free energy {γ} of solid-liquid interfaces is presented which avoids perturbation and square-gradient approximations by the utilization of (i) the weighted-density approximation for the Helmholtz free-energy functional and (ii) a physical, two-parameter density profile of the interfacial region. The hard-sphere [100] fcc-liquid interface is found to be only 4--5 layers wide with {γ}=0.66kT/σ², consistent with simulations on the similar {ε}(r/{σ})^-12 interface.
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W. A. Curtin (1987) studied this question.
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