Abstract
The magnetocrystalline anisotropy constant K1 of Fe3O4, Fe2.96Ti0.04O4 and Fe2.9Ti0.1O4 has been measured between room temperature and the Curie point using the torque method. The Fe3+ contribution to the anisotropy in this temperature range has been calculated using the theory of Wolf (1957) and the relative sublattice magnetizations determined from Mossbauer-effect spectra. The specific Fe2+ contribution, K2B1 is then found to vary with composition x and temperature T as K12B(x,T)= (0.2-3.5X) * 10-2-(0.24+3.0x)(Tc-T)10/3 * 10-8 cm-1/ion.
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