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- W1611988222 abstract "The critical properties of the model of real antiferromagnet Cr2O3 are investigated by the Monte Carlo method. The static critical exponents α, β, and γ are calculated for systems with periodic boundary conditions containing from 500 to 4000 spins. It is shown that the values of critical exponents, the type of critical behavior, and crossover effects are determined to a considerable extent by the relation between the interaction and anisotropy constants. The results are compared with the theoretical data and with the results of laboratory investigations of Cr2O3. The critical parameters calculated by approximating the data by traditional exponential functions are compared with the values obtained on the basis of the finite-size scaling theory." @default.
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- W1611988222 title "Critical properties of the model of antiferromagnet Cr2O3" @default.
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- W1611988222 doi "https://doi.org/10.1063/1.593747" @default.
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