Physicochemical Properties of Near-Linear Lanthanide(II) Bis(silylamide) Complexes (Ln = Sm, Eu, Tm, Yb).

Following our report of the first near-linear lanthanide (Ln) complex, [Sm(N)] (1), herein we present the synthesis of [Ln(N)] [N = {N(SiPr)}; Ln = Eu (2), Tm (3), Yb (4)], thus achieving approximate uniaxial geometries for a series of "traditional" Ln ions. Experimental evidence, together with calculations performed on a model of 4, indicates that dispersion forces are important for stabilization of the near-linear geometries of 1-4. The isolation of 3 under a dinitrogen atmosphere is noteworthy, given that "[Tm(N″)(μ-N″)]" (N″ = {N(SiMe)}) has not previously been structurally authenticated and reacts rapidly with N(g) to give [{Tm(N″)}(μ-η:η-N)]. Complexes 1-4 have been characterized as appropriate by single-crystal X-ray diffraction, magnetic measurements, electrochemistry, multinuclear NMR, electron paramagnetic resonance (EPR), and electronic spectroscopy, along with computational methods for 3 and 4. The remarkable geometries of monomeric 1-4 lead to interesting physical properties, which complement and contrast with comparatively well understood dimeric [Ln(N″)(μ-N″)] complexes. EPR spectroscopy of 3 shows that the near-linear geometry stabilizes m states with oblate spheroid electron density distributions, validating our previous suggestions. Cyclic voltammetry experiments carried out on 1-4 did not yield Ln reduction potentials, so a reactivity study of 1 was performed with selected substrates in order to benchmark the Sm → Sm couple. The separate reactions of 1 with 2,2,6,6-tetramethylpiperidine-1-oxyl (TEMPO), azobenzene, and benzophenone gave crystals of [Sm(N)(TEMPO)] (5), [Sm(N)(NPh)] (6), and [Sm(N){μ-OPhC(CH)CPhO-κO,O'}] (7), respectively. The isolation of 5-7 shows that the Sm center in 1 is still accessible despite having two bulky N moieties and that the N-donor atoms are able to deviate further from linearity or ligand scrambling occurs in order to accommodate another ligand in the Sm coordination spheres of the products.