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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 111, 2013 - Issue 16-17: In Honour of Professor Kutzelnigg
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Invited Article

Magnetic anisotropy through cooperativity in multinuclear transition metal complexes: theoretical investigation of an anisotropic exchange mechanism

Pages 2392-2397 | Received 28 Jan 2013, Accepted 09 Apr 2013, Published online: 17 Jun 2013
 

Abstract

To be a candidate for a good single-molecule magnet, a compound should have a reasonably large zero-field splitting, a reasonably large total spin, and preferably axial symmetry. We investigate how this can be achieved in multi-heteronuclear d-Block transition metal complexes with both 3d and 5d centres. While spin-orbit coupling is large at the 5d centre, the 3d centres contribute many unpaired electrons. If the heavy-element building block does not have a single-ion anisotropy it might still transfer its spin-orbit effects to the 3d centre(s) through anisotropic exchange. We present spin-orbit configuration interaction calculations on a bi- and trinuclear compound with one OsIII and one or two MnII centres to demonstrate the mechanism. The interaction between the metal centres brings about zero-field splitting that is entirely due to anisotropic exchange. Because of strong spin-orbit coupling, the Os centre behaves as a pseudospin with that shows antiferromagnetic and anisotropic exchange coupling with the Mn centres. The ground state of the binuclear complex has a pseudo S = 2 ground state with an axial zero-field splitting parameter D = +0.59 cm−1, while the trinuclear complex has a pseudo ground state with a negative D = −0.32 cm−1. Coordination of the second Mn centre thus increases total spin and magnetic anisotropy, and reverses the sign of D.

Acknowledgements

This work has been supported by the Deutsche Forschungsgemeinschaft (DFG) through the transregional collaborative research centre SFB/TRR 88 ‘3MET’. We are also grateful for computer time (project acronym TUKL-MagCalc) provided by the Allianz für Hochleistungsrechnen Rheinland-Pfalz (AHRP).

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