  A model consisting of oxygen-occupied and -vacant chains is considered, with
repulsive first and second nearest-neighbor interactions V1 and V2,
respectively. The statistical mechanics and the diffraction spectrum of the
model is solved exactly and analytically with the only assumption V1 >> V2. At
temperatures T ~ V1 only a broad maximum at (1/2,0,0) is present, while for
ABS(delta - 1/2) > 1/14 at low enough T, the peak splits into two. The simple
expression for the diffraction intensity obtained for T << V1 represents in a
more compact form previous results of Khachaturyan and Morris[1],extends them
to all delta and T/V2 and leads to a good agreement with experiment. [1]
A.G.Khachaturyan and J.W.Morris, Jr., Phys.Rev.Lett. 64,76(1990)
