J.K. Gimzewski, T.A. Jung, et al.
Surface Science
The static critical behavior of an n-component model at the displacive limit is investigated by means of classical mechanics. In the large-n limit, critical exponents and crossover behavior are found by explicit calculation, whereas renormalization-group and scaling relations are used to treat the case of general n exactly for arbitrary dimension. The exponents at the displacive limit, i.e., for Tc=0, are classical for d>2. They are independent of n and differ from those of Tc>0 for d<4. © 1975 The American Physical Society.
J.K. Gimzewski, T.A. Jung, et al.
Surface Science
L.K. Wang, A. Acovic, et al.
MRS Spring Meeting 1993
J.R. Thompson, Yang Ren Sun, et al.
Physica A: Statistical Mechanics and its Applications
David B. Mitzi
Journal of Materials Chemistry