Communication
NMR spectroscopy, as reported by Britovsek et al.[10] using a liquids are easy to prepare, store, and can be used without prior
modified Gutmann methodology.[11] This technique monitors specialist training. Their ability to be stored for extensive peri-
the shift of 31P atom of phosphine oxides in the presence of ods of time, kept anhydrous, and their stability over a broad
Lewis acids (Table 4).
range of temperatures enables them to be used where other
ionic liquids (including 5M LPDE) may not be the optimal
choice. Additionally, they exhibit mild Lewis-acidic characteris-
tics, both possessing Gutmann Acceptor Numbers of 26.5 as
determined by 31P NMR spectroscopy. Thus, they can poten-
tially be applied to any reaction in which Lewis acid catalysis
has been successful.
Table 4. Determination of the Gutmann Acceptor Number (AN) for solvate
ionic liquids.
Lewis acid
Et3P=O
AN[a]
δ(31P)
Δδ(31P)
None
n-Heptane
G3TFSI
46.88
46.66
57.96
57.96
46.76
46.75
64.48
0.22
0.00
11.30
11.30
0.10
0.09
17.82
5.07, 1.30
–
0.00
26.5
26.5
0.23
0.21
41.8
11.9, 3.10
G4TFSI
Triglyme
Tetraglyme
LiTFSI
Acknowledgments
The authors would like to thank the Institute for Frontier Materi-
als (IFM), the Strategic Research Centre (SRC) for Chemistry and
Biotechnology, and the Facuilty of Science, Engineering, and
Built Environment for their continued funding. We additionally
thank IFM for their postgraduate scholarship to D. E.
[bmim][TFSI]
51.68, 47.94
[a] Acceptor number (AN) was calculated according to AN
2.348 × Δδ[31P(Et3P=O)].[11]
=
In this study, triethylphosphine oxide was used in a 1:3 ratio
of phosphine oxide/Lewis acid in C6D6. The 31P resonances of
triethylphosphine oxide were standardised using the addition
of n-heptane (AN = 0). Interestingly, the change in δ(31P) for
both G3TFSI and G4TFSI was the same, indicating a very similar
level of Li+ accessibility within the ILs, giving AN values of 26.5.
To confirm that the AN observed was due to the IL and not the
ether constituent, the AN of each glyme was also measured and
found to be negligible (AN < 0.3), as expected.
Evaluating non-glyme-solvated LiTFSI gave an acceptor num-
ber of 41.8, markedly higher than that of both G3TFSI and
G4TFSI. This is expected as the C6D6–Li+ interaction would be
relatively weak, compared to the complexing glyme, and thus
the Li+ ion should be more accessible (i.e. a stronger Lewis acid)
than the Li+ ion present in both G3TFSI and G4TFSI. Unfortu-
nately, an AN was unable to be determined for 5M LPDE under
the same conditions. This was due to the instant precipitation
of LiClO4 once added to the NMR solvent, through removal of
the ether O–Li+ stabilization. Attempts to measure the 31P NMR
signals in neat 5M LPDE [with a trace of deuterium (CDCl3) for
signal lock] also failed to give a usable signal.
Finally, to put the above AN values into perspective, the AN
of [bmim][TFSI] was also determined by comparing the Lewis
acidity of the imidazolium and lithium cations. Two 31P NMR
signals were observed in this instance, giving AN values of 11.9
and 3.10. Presumably, the observed Lewis acidity of
[bmim][TFSI] is dominated by hydrogen-bonding effects be-
tween the phosphine oxide and the acidic hydrogen atom at
C2, and the pair at C4/C5 on the imidazolium ring. Considering
that the Lewis acidity of the C2 hydrogen atom present in imid-
azolium-derived ionic liquids has major ramifications for cataly-
sis in ionic liquids,[12] this bodes very well for the use of the
solvate ionic liquids in similar reactions.
Keywords: Ionic liquids · Lithium · Solvates · Lewis acids ·
Acceptor number
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Conclusions
The use of solvate ionic liquids as solvents for organic transfor-
mations has been demonstrated for the first time. These ionic
Eur. J. Org. Chem. 2016, 913–917
916
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