Abstract

The magnetic properties (transition temperature, compensation temperature and magnetizations) of a disordered ferrimagnetic binary alloy are studied by the use of two theoretical frameworks, namely the standard mean-field theory and the effective-field theory with correlations. The authors' find a number of outstanding phenomena in ferrimagnetism, such as the possibility of many compensation points in the total magnetization curve and magnetization curves not predicted in the Neel theory.

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