2018
DOI: 10.1002/chem.201804161
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Deciphering the Influence of Meridional versus Facial Isomers in Spin Crossover Complexes

Abstract: Chelate coordination of non-symmetrical didentate pyrazine-benzimidazole (L1) or pyridine-benzimidazole (L2) N-donor ligands around divalent iron in acetonitrile produces stable homoleptic triple-helical spin crossover [Fe(Lk) ] complexes existing as mixtures of meridional (C -symmetry) and facial (C -symmetry) isomers in slow exchange on the NMR timescale. The speciation deviates from the expected statistical ratio mer/fac=3:1, a trend assigned to the thermodynamic trans-influence, combined with solvation eff… Show more

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Cited by 13 publications
(33 citation statements)
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“…A detailed analysis of a series of Ni II complexes led Hancock and coworkers to propose three empirical Equations (14)-( 16) to obtain more reliable ligand field strengths ∆ oct and Racah parameters B and C in cm −1 units (ε 1 and ε 2 are the extinction coefficients at the observed frequencies of the 1 E← 3 A 2 transition and 3 T 2 ← 3 A 2 transition, respectively) [76]. The analysis of the experimental absorption spectra using this model gives the corrected parameters gathered in Table 2 (Table 2) almost exactly matched those previously reported for the unconstrained [Ni(L2) 3 ] 2+ complex, for which the related [Fe(L2) 3 ] 2+ complex displayed spin-crossover behavior above room temperature (T 1/2~4 00 K in the solid state, T 1/2~3 50 K in acetonitrile solution [35]). Moreover ∆ oct ([Ni(L5) 3 ] 2+ ) = 11,630 cm− 1 is compatible with the ligand field range 11,200 ≤ ∆ oct (Ni II ) ≤ 12,400 cm −1 established by Busch and coworkers [78] as a reliable and useful benchmark for predicting and rationalizing the spin-crossover of the related Fe II complexes [40].…”
Section: Resultssupporting
confidence: 83%
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“…A detailed analysis of a series of Ni II complexes led Hancock and coworkers to propose three empirical Equations (14)-( 16) to obtain more reliable ligand field strengths ∆ oct and Racah parameters B and C in cm −1 units (ε 1 and ε 2 are the extinction coefficients at the observed frequencies of the 1 E← 3 A 2 transition and 3 T 2 ← 3 A 2 transition, respectively) [76]. The analysis of the experimental absorption spectra using this model gives the corrected parameters gathered in Table 2 (Table 2) almost exactly matched those previously reported for the unconstrained [Ni(L2) 3 ] 2+ complex, for which the related [Fe(L2) 3 ] 2+ complex displayed spin-crossover behavior above room temperature (T 1/2~4 00 K in the solid state, T 1/2~3 50 K in acetonitrile solution [35]). Moreover ∆ oct ([Ni(L5) 3 ] 2+ ) = 11,630 cm− 1 is compatible with the ligand field range 11,200 ≤ ∆ oct (Ni II ) ≤ 12,400 cm −1 established by Busch and coworkers [78] as a reliable and useful benchmark for predicting and rationalizing the spin-crossover of the related Fe II complexes [40].…”
Section: Resultssupporting
confidence: 83%
“…The didentate ligands L1 and L2 match the latter criteria and the associated pseudo-octahedral complexes [Fe(Lk) 3 ] 2+ indeed exhibit spin-crossover behaviors in acetonitrile solutions, the transition temperatures of which reveal the stronger Fe-N bonds induced by the strong-accepting pyrazine units in [Fe(L2) 3 ] 2+ (T 1/2~3 50 K) compared with pyridine units in [Fe(L1) 3 ] 2+ (T 1/2~3 10 K, Scheme 2) in the absence of sterical constraints [35].  (red areas in Scheme 1b).…”
Section: Introductionmentioning
confidence: 99%
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“…are also in the range of values characteristic for lanthanum complexes. [40][41][42] Despite the large number of aromatic systems in the SSN, NSN and OSN ligands, intermolecular p/p interactions in all structurally characterized complexes are not detected. It is interesting to note that the molecules of Ce(NSN) 3 (DME) form a dimeric pair in a crystal (Fig.…”
Section: Resultsmentioning
confidence: 99%