The magnetic properties of a ferrimagnetic bilayer system with disordered interfaces

A calculation is presented via the standard mean-field theory for the magnetic properties (transition temperature, compensation temperature, and magnetization curve) of a ferrimagnetic multilayer system, consisting periodically of two layers of spin- 1/2 A atoms, two layers of spin-3/2 B atoms, and a disordered interface in between that is characterized by a random arrangement of A and B atoms of A_pB_1-p type and a negative A-B coupling. The consequences of the disordered interfaces and different anisotropies between the bulk and interface for the magnetic properties are examined. A number of characteristic behaviours, such as the possibility of two compensation points, are found for the magnetic properties.