2021
DOI: 10.1002/ejic.202100465
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The Quest for Optimal 3 d Orbital Splitting in Tetrahedral Cobalt Single‐Molecule Magnets Featuring Colossal Anisotropy and Hysteresis

Abstract: Only a few four‐coordinated Co2+‐complexes show single‐molecule magnet (SMM) properties without an applied dc field. Common for those is a large magnetic anisotropy generated by the close proximity of the dxy4pt and dx2-y2 orbitals. This type of magnetic anisotropy is strongly correlated with the extent of structural distortion from ideal tetrahedral towards linear coordination. Quantification of the governing magneto‐structural correlations is hence crucial for the development of better SMMs. For this purpos… Show more

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Cited by 27 publications
(46 citation statements)
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“…We currently explore the possibilities of exchanging lithium to larger alkali-metals prior to the lanthanide salt addition. In complexes 1 and 2 , the sulfur atom is in the oxidation state (IV), but as expected, the reduced electropositivity, in comparison to complex 3 , has no significant impact on the Dy–N bond lengths (shortest 2.35 to longest 2.41 Å both in 1 ), similar to 3d metal complexes. ,, The rising oxidation state is only mirrored in the S–N distances. The dysprosium-coordinated S­(IV)–N distances are 1.63 Å long and hence about 0.03 Å longer than the S­(VI)–N distances.…”
Section: Results and Discussionsupporting
confidence: 54%
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“…We currently explore the possibilities of exchanging lithium to larger alkali-metals prior to the lanthanide salt addition. In complexes 1 and 2 , the sulfur atom is in the oxidation state (IV), but as expected, the reduced electropositivity, in comparison to complex 3 , has no significant impact on the Dy–N bond lengths (shortest 2.35 to longest 2.41 Å both in 1 ), similar to 3d metal complexes. ,, The rising oxidation state is only mirrored in the S–N distances. The dysprosium-coordinated S­(IV)–N distances are 1.63 Å long and hence about 0.03 Å longer than the S­(VI)–N distances.…”
Section: Results and Discussionsupporting
confidence: 54%
“…Even more challenging is to find ligands that may induce better magnetic performances, for example by entirely suppressing alternative relaxation processes such as Raman relaxations and underbarrier quantum tunneling of the magnetization (QTM). , Currently, it seems that the experimental exploration of further cyclopentadienyl substitutions is stalling. New strategies to include heavier , and softer main group elements ,, still mostly rely on p-block substituted cyclopentadienyl ligands for lanthanide-based SMMs. Since the obtained f-element containing complexes do not necessarily show better SMM performances, investigation of ligands, whose design is further away from cyclopentadienyl derivatives, seems a challenging yet promising alternative. ,, Notably, the large family of SN ligands provides a versatile and Galore tunable platform toward the design of SMMs. , The extreme flexibility of sulfur coupled with the hardness of the nitrogen donor atoms offers a promising compromise for obtaining an appropriate environment around the paramagnetic center, as demonstrated recently. , It further allows a fine-tuning of the SN ligands toward a well-controlled synthesis of novel mono- and multinuclear SMMs. Starting from selected SN ligands, we recently obtained binuclear systems with antiferromagnetically coupled manganese and cobalt centers .…”
Section: Introductionmentioning
confidence: 99%
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“…This is in agreement with our expectations, since the magnetic moment of the E-terms in contrast with that of the A-terms can be increased by orbital angular momentum. 29,30 Additional cooling of 2LT causes gradual lowering of χT down to 1.9 cm 3 mol −1 K −1 at 2 K. Measurements in the heating and cooling modes proved the reversibility of the transition between 2LT and 2HT phases, which is accompanied by a small hysteresis loop (Δ T ≈ 4 K, Fig. 3b inset).…”
Section: Static Magnetic Propertiesmentioning
confidence: 76%
“…As a matter of fact, the authors use almost exclusively the ZFS spin Hamiltonian (SH, vide infra ) to analyze the experimental magnetization functions. 20,29,30,32–41 The main problem is, however, that its parameters have a straightforward physical meaning only if the ground state is orbitally non-degenerate and well separated from the closest excited states, 42 and none of these assumptions is fulfilled in the mentioned class of systems (see Computational study). Another option is the Griffith–Figgis Hamiltonian (GFH, vide infra ), which was originally designed for octahedral systems possessing (or approaching) an orbitally triple-degenerate ground state.…”
Section: Static Magnetic Propertiesmentioning
confidence: 99%