WETTING AND LAYERING IN THE NEAREST-NEIGHBOR SIMPLE-CUBIC ISING LATTICE - A MONTE-CARLO INVESTIGATION
WETTING AND LAYERING IN THE NEAREST-NEIGHBOR SIMPLE-CUBIC ISING LATTICE - A MONTE-CARLO INVESTIGATION
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DOI:
10.1103/physrevb.37.1745
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发表时间:
1988-02-01
影响因子:
3.7
通讯作者:
LANDAU, DP
中科院分区:
文献类型:
--
作者:
BINDER, K;LANDAU, DP
Critical, tricritical, and first-order wetting transitions are studied in a simple-cubic nearest-neighbor Ising model, with exchange J in the bulk and exchange J s in the surface planes, by applying suitable bulk and surface fields H and H 1. Monte Carlo calculations are presented for systems of size L× L× D, in a thin film geometry with D= 40 layers and two free L× L surfaces, with L ranging from L= 10 to L= 50. In addition, evidence for prewetting transitions and for layering transitions (the latter occur for temperatures T less than the roughening temperature T R) is presented. We study the magnetization m 1 in the surface layer, susceptibilities χ 11=∂ m 1/∂ H 1 and χ 1=∂ m 1/∂ H, surface excess magnetization m s and energy U s, as well as magnetization and energy profiles [m (z) and U (z)] as a function of the distance z from the surface. We compare our results to various theoretical predictions; in particular, our results for critical wetting are consistent with simple mean-field behavior, the different singular behavior predicted by various renormalization-group treatments is not observed. We also analyze the qualitative structure of the full surface phase diagram of the model.