Theory of the Magnetic Properties of the IlmenitesMTiO3

Abstract
Crystal-field, superexchange, and molecular-field theories have been used to analyze available experimental data for the ilmenites MnTiO3, FeTiO3, CoTiO3, and NiTiO3. The magnetic order and spin directions are shown to be compatible with negative trigonal fields in all compounds. Crystallographic considerations indicate that FeTiO3 has its negative trigonal field enhanced by spin-orbit coupling and by a large magnetic anisotropy orienting spins along the ch axis, even in the paramagnetic region. This invalidates the interpretation of the paramagnetic susceptibility of FeTiO3 by an isotropic model. MnTiO3 exhibits three anomalies: a reduced atomic moment (4.55 μB) in the magnetically ordered state, a broad maximum in χm versus T above TN, and a discrepancy in the molecular-field exchange parameters obtained from high-temperature susceptibilities and low-temperature resonance with only dipole-dipole magnetic anisotropy. A similar but smaller discrepancy in exchange parameters was also found for NiTiO3. These difficulties disappear if exciton transfer between superexchange-coupled cations is introduced. This is a correlated superexchange involving the simultaneous transfer of electrons on neighboring cations to one another. For Mn2+ ions coupled antiferromagnetically via 90° cation-anion-cation superexchange, this exciton superexchange induces not only T4 excited Mn2+ states, but also T2 excited states via a double-exciton transfer. This introduces a large reduction in moment below TN, an increase in moment with temperature through the range of short-range order above TN, and an additional anisotropy. The latter has the sign required to reconcile susceptibility and resonance data provided that the T2 excited state is more populated than the T4 states. The same mechanism for CoTiO3 and NiTiO3 does not change the atomic moments and gives the correct sign for the additional anisotropy. The data are consistent with a magnetostriction below TN in CoTiO3 that reduces the trigonal component of the crystalline field to nearly zero.

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