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- W2093558373 abstract "Abstract The extrema of the position-dependent spontaneous magnetization in a periodically layered two-dimensional Ising model are calculated exactly. Their asymptotic behaviour for infinite width of the surrounding homogeneous sublayer is given. The perturbations caused by the neighbouring sublayers on this extremum in a very thick sublayer are shown to be decoupled. Thus the asymptotic decay of the magnetization far from a single layer-shaped inhomogeneity can be inferred from the quoted asymptotics of an extremum, and it is found to be d -3/2 exp (-d/ξ₁˂ where d is the distance to the inhomogeneity and ξ₁˂ the correlation length in the underlying homogeneous lattice. The connection of this decay law to the asymptotic decay of correlations is dicussed." @default.
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- W2093558373 date "1976-12-01" @default.
- W2093558373 modified "2023-10-17" @default.
- W2093558373 title "Spatial Variations of Spontaneous Magnetization in a Layered Ising Model" @default.
- W2093558373 doi "https://doi.org/10.1515/zna-1976-1204" @default.
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