The thermodynamics of ordering binary alloys with film geometry is stu
died for the case of symmetry-preserving surfaces. In particular, we a
nalyze the dependence of the phase diagrams on film thickness for the
case of vanishing surface fields (ordinary transitions). We focus on t
he interplay between ordering and segregation and its effects on the p
hase equilibria of b.c.c.(1 1 0) films as well as on the low-temperatu
re behavior of the critical curve. At T = 0 the critical curve of a b.
c.c. ordering binary-alloy film ends at a finite concentration. It is
shown that it is useful to interpret the zero temperature transitions
as percolation-like transitions. Calculations by the cluster variation
method in the pair and tetrahedron approximations are presented. (C)
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