Dinuclear Complexes of Linear, Two-Coordinate Iron(II) and Cobalt(II): Geometric Control over Magnetic Exchange between Anisotropic Metal Centers
Hyunchul Kwon, Leander I. Held, Mykhaylo Ozerov, Ryan A. Murphy, Khetpakorn Chakarawet, Priya Patel, T. David Harris, Nicholas F. Chilton, Jeffrey R. LongAbstract
Magnetic exchange coupling between high-anisotropy spin centers is a key requirement for single-molecule magnets with high operating temperatures. Here, we report the synthesis and characterization of the dinuclear iron(II) and cobalt(II) complexes [(iPr3Si)(Dipp)NFe]2(m-(NSiMe3)2C6Me3H) (m-Fe2), [(iPr3Si)(Dipp)NFe]2(p-(NSiMe3)2C6Me4) (p-Fe2), and [(iPr3Si)(Dipp)NCo]2(p-(NSiMe3)2C6Me4) (p-Co2), with each metal center residing in a linear, two-coordinate geometry. In these complexes, the two high-magnetic-anisotropy metal centers are linked through a meta- or para-bis(amido)arene, which mediates ferro- or antiferromagnetic superexchange, respectively. Variable-temperature magnetic susceptibility data reveal antiferromagnetic coupling in the para-substituted complexes, giving S = 0 ground states with exchange constants of −3.56(5) cm–1 for p-Fe2 and −9.82(15) cm–1 for p-Co2. In stark contrast, the meta-linker in m-Fe2 mediates weak ferromagnetic exchange (+0.44(1) cm–1), leading to an S = 4 ground state. Here, the coexistence of ferromagnetic coupling and strong single-ion anisotropy gives rise to single-molecule-magnet behavior with a relaxation barrier of 139 cm–1, the highest yet reported for a multinuclear transition metal complex, and the coupling markedly suppresses the fast through-barrier quantum relaxation that plagues related mononuclear species. To gain a microscopic understanding of the magnetic exchange in this family of complexes, we employed a combination of far-infrared magnetospectroscopy and computation. While a spin-only model reproduces the spectroscopic energy levels well, the substantial unquenched orbital angular momentum at the FeII and CoIIcenters inspired a fully ab initio treatment of the electronic structure, crystal-field splitting, and exchange constants. These calculations indicate that both the sign and the magnitude of the exchange constant depend strongly on the linker geometry.