1116
O. Mendoza, M. Tacke / Journal of Organometallic Chemistry 691 (2006) 1110–1116
previously [4]. At the end of the experiment, the frozen
matrix was allowed to warm-up under argon. The molten
mixture flowed through an internal drain into a Schlenk
tube. The solution was filtered through a plug of celite in
order to remove the solid metal-hydride by-product and
unreacted metal. After removal of the solvent mixture in
vacuo, a solid was isolated and washed with 20 ml of
THF. The lithiated aromatic compound was identified by
derivatisation with Me3SiCl.
5.7. N-methyl-2-trimethylsilyl pyrrole
The general procedure applied to N-methyl pyrrole with
calcium metal gave 2-(N-methyl pyrrolyl) calcium hydride
(dark yellow colour) in 8% yield (1.5 g), which was identi-
fied as its TMS derivative [13] by NMR and GC–MS.
5.8. 4,40-Bypyridine
The general procedure applied to pyridine with calcium
and magnesium metal gave 4,40-bypyridine in 7% and 17%,
respectively [14], which was identified by NMR and GC–
MS.
5.3. A typical derivatisation of the metallated aromatic with
Me3SiCl
To a room temperature solution of the metallated aro-
matic compound in 20 ml of THF, Me3SiCl in THF solu-
tion was added dropwise with vigorous stirring. The
reaction was judged finished when a colour-change from
dark red-yellow to pale yellow occurred. This solution
was filtered and the solvent was removed under reduced
pressure, which gave the trimethylsilyl derivative. GC–
5.9. 1,2-Di-4-pyridylethane
The general procedure applied to 4-picoline with cal-
cium, lithium and magnesium metal gave 1,2-di-4-pyridyle-
thane in 5%, 18% and 19%, respectively [15], which was
identified by NMR and GC–MS.
1
MS as well as H and 13C NMR spectroscopy was used
to identify the product.
Appendix A. Supplementary data
5.4. Theoretical methods used in this study
Supplementary data associated with this article can be
DFT calculations were performed using B3LYP and the
basis set combination AKR4/6-31G**, where 6-31G** is
applied to C, H, N, O and S and AKR4 is used for calcium
atoms. This combination has proved to give reasonable
geometries without greatly increasing the calculation time.
In order to reach reasonable calculation times, ammonia
was used as a model of solvent instead of THF, which is
the solvent of choice used for the cocondensation reactions.
For this purpose the program GAUSSIAN 98 [16] was used
on a Dell workstation running Red Hat Linux. Harmonic
vibrational frequencies, calculated at the same level, charac-
terised stationary points and gave the zero-point energy. The
difference in the sum of the electronic and the zero-point
energies were interpreted as reaction enthalpies at 0 K.
LUMO energies for each aromatic compound were obtained
from geometry optimised structures using B3LYP/6-31G**.
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