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W. Clegg et al. / Journal of Organometallic Chemistry 573 (1999) 305–312
Table 1
had been consigned mostly, and rather vaguely, to that
of electrophilic activation of the enone. One study had
noted the possibility of lithium aluminate intermediates
during conjugate additions to cyclopentenones [12]. For
the specific case of MAD, 1, as the aluminium species
in question, however, experimental evidence was pro-
duced against the intermediacy of an ate complex [4].
Crucially, though, that study involved reacting R%Li,
MAD and enone in ethereal solution; in such cases 1,2-
and not 1,4-addition (as is observed in non-polar sol-
vents) was observed. In fact, that is perhaps unsurpris-
ing. If an ate complex such as 3, produced by reacting
MAD with R%Li, was involved directly in conjugate
addition, it would likely operate via the enone coordi-
nating to the formally two-coordinate Li+ centre of the
ate complex, displacing the t-Bu···Li+ interactions
noted above. The resulting ate-enone complex would
then be primed to deliver R% to the 4-position (Fig.
5(a)). In ethereal solvents, however, the ether would
compete with the enone for the Li+ coordination site,
thereby fully or partly blocking this mechanism. In fact,
there is some evidence that ethers are better Lewis bases
than enones. For example, we find that addition of
2-cyclohexenone (OꢀCHex) to MAD, 1, in toluene af-
fords the 1:1 complex 1 · OꢀCHex but that dissolution
of this complex by THF addition results in the etherate
complex 1 · THF. The suggestion is clearly that evi-
dence gained in polar, coordinating solvents against the
intermediacy of lithium aluminate species in 1,4-addi-
tions can be discounted. Our evidence, in contrast,
shows quite definitively that an ate complex cannot be
involved directly in such additions. Thus, we find that
MAD, 1, and R%Li reagents give one common product,
the lithium dimethylaluminate, 3, irrespective of
whether R% is Me or t-Bu or n-Bu. Obviously, this
product could deliver only MeLi in 1,4-fashion to an
enone, and yet it is proven that these mixtures do
deliver MeLi or t-BuLi or n-BuLi in such a way. There
seem to be two possible conclusions to be drawn from
these findings. The first, and rather negative one, is that
an ate complex such as 3 plays no role whatsoever in
these conjugate additions even though it is isolated in
reasonably high yields from R%Li and MAD mixtures.
The second possible conclusion is that 3 is involved in
an indirect (but crucial) way in accomplishing the 1,4-
addition of R%Li to an enone. In particular, when 3 is
produced from MAD, 1, and R%Li we have shown that
it is so, along with LiOR, 2, and, by implication, R%3Al
(Scheme 2). Clearly, when such a mixture is treated
with enone, the only possible sources of R% are unre-
acted R%Li (which, on its own, undergoes 1,2-addition)
˚
Selected bond lengths (A) and angles (°) for MAD, 1
Al(1)–O(1)
Al(1)–C(1)
1.695(2)
1.926(3)
Al(1)–O(2)
1.684(2)
O(2)–Al(1)–O(1) 111.97(11)
O(1)–Al(1)–C(1) 123.84(14)
C(17)–O(2)–Al(1) 147.3(2)
O(2)–Al(1)–C(1) 123.57(14)
C(2)–O(1)–Al(1) 140.0(2)
structures stabilisation of the lithium centre has been
effected by external solvation [5,8]; in the remaining
case [9] there is internal stabilisation via LiF interac-
tions. It is, therefore, significant to note that 3 shows
stabilisation of the otherwise merely two-coordinate
lithium centre via extensive agostic Li···H(Me) bonding
which renders the overall coordination sphere of the
metal pseudo-octahedral (Fig. 4). Even though the Li–
O distances observed in 3 (mean=1.868 A) represent
the shortest of any yet observed in monomeric lithium
aluminates of this type, the four short Li···C distances
(Li···C8=2.732(7) A, Li···C9=2.458(7) A, Li···C28=
2.823(7) A, Li···C30=2.415(7) A) are similar to those
previously attributed to strong agostic interactions in
compounds containing formally two-coordinate lithium
(e.g. 2.787 A in [(Me3Si)2NLi]2 ([10]a) 2.482 A (mean)
in [(Me3Si)2NLi]3 ([10]a) and 2.82–3.05 A in anti-
[(Et2O)Li]2[(t-Bu)6Al6(O)6Me2] ([10]b)). Further, the
Li···H interactions seen in 3 are all exceptionally short
(Li···H8C=2.017 A, Li···H9C=1.868 A, Li···H28C=
2.127 A, Li···H30C=1.885 A; all other Li···H distances
˚
˚
˚
˚
˚
˚
˚
˚
˚
˚
˚
˚
˚
are ]2.35 A) ([10]b). For the purposes of computing
the agostic Li···distances relevant C–H bond lengths
were increased from 0.98 A, appropriate to X-ray dif-
fraction, to 1.08 A by simple displacement along the
˚
˚
bond (Table 3).
It is not surprising that the reaction of 1 with MeLi
yields a product containing two aluminium-attached
methyl groups. However, that 3 results also from the
use of n- or t-BuLi is altogether more intriguing and is
best rationalised in terms of the isolation of 2 · THF.
The suggestion is clearly that in this instance BuLi
(n- or t-) undergoes a 3:1 reaction with 1 yielding
tris(butyl)aluminium and MeLi in situ, the combination
of the latter intermediate with a further equivalent of
MAD giving 3 (Scheme 2). The observation that MAD
is monomeric in solution and that it fails to act as a
precursor to Al(OR)3 [11] rules out the alternative
possibility that dimeric MAD acts as a source of
Me2AlOR and Al(OR)3 in situ, the latter species under-
going a 1:3 reaction with R%Li (R%=Me, n-Bu or t-Bu)
to afford LiOR which could then combine with
Me2AlOR.
and this R%Al co-product. Thus, one mechanistic sce-
3
Our findings may have significance regarding the
mechanism of the 1,4-addition of R%Li reagents (R%=
Me, n-Bu or t-Bu) to enones in the presence of alu-
minium species. Previously, the effect of such species
nario is that 3, formed in non-polar solvent from R%Li
and MAD, is coordinated at Li+ by subsequently
added enone. Such coordination would presumably dis-
place the (t-Bu)H···Li interactions found in 3 but