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In agreement with experimental findings, DFT calculations predict
the spin density in [Na2(atiPh/iPr)(thf)4]ꢀ to be delocalised over the
ati ligand backbone and the NPh unit with negligible spin density
at the NiPr group (Fig. 3b). In view of the highly delocalised
character of the radical intermediate, selective formation of 4
out of 30 possible dimerisation products is remarkable.16 The
calculations confirm the exothermic nature of the reaction
sequence 2Na + 2[Na(atiPh/iPr)(thf )3] - 2[Na2(atiPh/iPr)(thf )3]ꢀ -
[Na4(di-atiPh/iPr)(thf )6] with DH = 2 ꢂ (ꢁ17) kcal molꢁ1 (first step)
and ꢁ29 kcal molꢁ1 (second step).17 This rules out a monomer/
dimer equilibrium as opposed to recently reported related
reactions.18
Preliminary reactivity studies suggest that compounds based on
ati ligands can act as electron transfer catalysts in (cross-) coupling
reactions of aryl Grignard reagents with aryl bromides (ESI†).
In conclusion, this work shows that aminotroponiminates
can act as redox-active ligands operating at highly negative
potentials. Their properties can be tuned by choice of the metal
centre. The rhodium compound [Rh(atiPh/iPr)(cod)] (2) shows
reversible electron transfer. Reduction of the sodium compound
[Na(atiPh/iPr)(thf)] (3) yields the persistent ligand-centred radical
[Na2(atiPh/iPr)(thf)n]ꢀ (5), which dimerises with a diastereoselec-
tive C–C bond formation to give [Na4(di-atiPh/iPr)(thf)n] (4). Oxida-
tion of 4 cleanly regenerates monomer 3, indicating that the
reaction is chemically reversible. It is anticipated that this work
will stimulate research on the redox chemistry of the large ligand
family of aminotroponiminates with possible implications for
materials science and catalysis.
Fig. 3 (a) Experimental (black) and simulated (red) EPR spectrum of in situ
generated [Na2(atiPh/iPr)(thf)n]ꢀ (5) at 298 K in DME (for details see ESI†);
(b) calculated structure of [Na2(atiPh/iPr)(thf)4]ꢀ with spin density at an isovalue
of 0.0025 (a-spin: green, b-spin: orange). Hydrogen atoms and carbon atoms
of THF ligands are omitted for clarity.
C. L. thanks Prof. Dr Holger Braunschweig for his support,
Dr Rian Dewhurst for helpful discussions, the Alexander von
Humboldt Foundation a Feodor Lynen Return Fellowship, and
the Fonds der Chemischen Industrie for a Liebig Fellowship.
i.e. the formation of 4 is diastereoselective. The sodium atoms
show distorted tetrahedral coordination geometries with two
OTHF and two Nati atoms (Na1) or one OTHF and three Nati atoms
(Na2) in the first coordination sphere.15 Whereas the N atoms
of the NiPr groups (N1, N10) bridge two metal centres each,
those of the NPh groups (N2, N20) bridge three metal centres
each. This results in an elongation of the N2–Na1 bond (2.60 Å)
by ca. 0.2 Å compared to the N2–Na2/Na20 bonds. Furthermore,
the N2–C2 distance (1.45 Å) is also elongated compared to the
C1–N1 (1.34 Å) distance. The distances between the sp2 hybri-
dised carbon atoms C1–C6 of the C7 ring amount to 1.34–1.42 Å.
Altogether, this suggests significant electron delocalisation
between C1–C6 and N1.
Notes and references
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In order to gain deeper insight into the reductive dimerisa-
tion of 3, the reaction of 3 with sodium sand at 298 K was
monitored by EPR spectroscopy (Fig. 3a). An isotropic signal
with giso = 2.003 was observed and tentatively assigned to the
radical species [Na2(atiPh/iPr)(L)n]ꢀ (5; L = thf, dme). The hyperfine
splitting is better resolved when using dimethoxyethane (DME) as a
solvent instead of THF (ESI†). Simulation of the experimental
spectrum revealed coupling of the unpaired electron with the
protons of the C7 ligand backbone and the phenyl substituent
(a(H) = 0.4–18 MHz). Surprisingly, only one of the nitrogen atoms
shows significant coupling with the unpaired spin (a(N) = 10 MHz).
¨
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