Abstract
The static critical properties of the Cr 2O 3 real antiferromagnetic model are investigated by the Monte-Carlo method. The systems with periodic boundary conditions containing N=500; 864; 1372; 2048; 2916; 4000 spins are studied. Using the theory of finite-size scaling, the values of critical exponents α, β, γ are calculated.The comparison of data with the results of theoretical and experimental research is carried out.
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