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Structures, Thermodynamic Relations, and Magnetism of Stable and Metastable Ni(NCS)2 Coordination Polymers

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Dinnebier,  R. E.
Scientific Facility X-Ray Diffraction (Robert E. Dinnebier), Max Planck Institute for Solid State Research, Max Planck Society;

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Citation

Neumann, T., Ceglarska, M., Germann, L., Rams, M., Dinnebier, R. E., Suckert, S., et al. (2018). Structures, Thermodynamic Relations, and Magnetism of Stable and Metastable Ni(NCS)2 Coordination Polymers. Inorganic Chemistry, 57(6), 3305-3314.


Cite as: https://hdl.handle.net/21.11116/0000-000E-D520-D
Abstract
Reaction of Ni(NCS)(2) with 4-aminopyridine in different solvents leads to the formation of compounds with the compositions Ni(NCS)(2)(4-aminopyridine)(4) (1), Ni(NCS)(2)((4)-aminopyridine)(2)(H2O)(2) (2), [Ni(NCS)(2)(4-aminopyridine)(3)(MeCN)]center dot MeCN (3), and [Ni(NCS)(2)(4-aminopyridine)(2)](n) (5-LT). Compounds 1, 2, and 3 form discrete complexes, with octahedral metal coordination. In 5-LT the Ni cations are linked by single thiocyanate anions into chains, which are further connected into layers by half of the 4-aminopyridine coligands. Upon heating, 1 transforms into an isomer of 5-LT with a 1D structure (5-HT), that on further heating forms a more condensed chain compound [Ni(NCS)(2)(4-aminopyridine)](n) (6) that shows a very unusual chain topology. If 3 is heated, a further compound with the composition Ni(NCS)2(4-aminopyridine)3 (4) is formed, which presumably is a dimer and which on further heating transforms into 6 via 5-HT as intermediate. Further investigations reveal that 5-LT and 5-HT are related by enantiotropism, with 5-LT being the thermodynamic stable form at room-temperature. Magnetic and specific heat measurements reveal ferromagnetic exchange through thiocyanate bridges and magnetic ordering due to antiferromagnetic interchain interactions at 5.30(5) K and 8.2(2) K for 5-LT and 6, respectively. Consecutive metamagnetic transitions in the spin ladder compound 6 are due to dipolar interchain interactions. A convenient formula for susceptibility of the ferromagnetic Heisenberg chain of isotropic spins S = 1 is proposed, based on numerical DMRG calculations, and used to determine exchange constants.