It is demonstrated that for short-range forces the density profile of the planar interface between fluid phases in three dimensions does not exist in the absence of a macroscopic external field such as gravity. This result holds for all nonzero values of the temperature and implies the absence of a roughening transition in continuous fluid interfaces in three dimensions, in contrast to the existence of such a transition in interfaces of three-dimensional lattice gases.
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M. Robert (1985) studied this question.
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