A.M. Zawisza, J. Muzart / Journal of Organometallic Chemistry 695 (2010) 62–66
65
L: PPh3
PdL4
Y = OAc, OSiMe2t-Bu, OSiPh2t-Bu
AcO
L
Y = Ac, Sm, Sp
PdL2
Y
Y
PdL3
Y
L
PdL2
BY
Y
CY
(c)
AcO
(a)
Y
AcO
1Y
PdL2
AcO
AcO
AY
(e)
L
PdL3
2Y
(d)
AcO
PdL2
Y
(b)
L
PdL2
AcO
L
B'Y
OAc PdL3
Y
DY
PdL3
L
Y
OAc
PdL3
3Y
Y
Scheme 3.
formation of 2Ac from an
g
1-allylpalladium rather than from an g3
-
As shown in Table 1, the TEY,solvent depends on Y, in particular
when DMF is the solvent. Indeed, the reaction time in DMF for
the equilibrium varies from a few min when Y = SiMe2t-Bu or
SiPh2t-Bu to 30 min when Y = OAc. The differences are much lower
in THF, in which the main reactive pathway is 1Y ? AY ? BY ?
CY ? 2Y. A possible explanation of the greatest TEAc,DMF could be
the already suspected stabilization of CAc by the acetate unit lead-
ing to C0Ac (Scheme 2). The absence of such stabilization when 1Sm
and 1Sp are the substrates, would facilitate the transformation of
allylpalladium is not due to the possible stabilization of the former
complex by coordination of the OAc unit leading to C0Ac (Scheme
2). As from 1Ac, the shape, in DMF, of the curves corresponding to
the concentration of (E)-isomers 2Sm and 2Sp did not indicate the
presence of a maximum before the equilibrium (Figs. 2 and 4).
Given these observations, a mechanistic scheme common to 1Ac
,
1Sm and 1Sp can be proposed in taking into account the following
Amatore and Jutand remark: ‘‘ions pairs [(g
3-CH2CHCH2)Pd-
(PPh3)2+AcOꢁ] are formed in THF whereas free ions are formed in
DMF” [4,5].
the g g
1-allylpalladium into the 3-allylpalladium, i.e. the
CSm ? DSm and CSp ? DSp pathways, hence a faster equilibrium.
In THF, the main reactive pathway at the beginning of the trans-
formation of 1Y is the formation of 2Y via tight ion pairs AY, BY and
CY as intermediates (Scheme 3, path a). According to previous re-
sults [2] and those from 1Sm, 1Y evolves more rapidly than 2Y. Con-
sequently, a relative high conversion of 1Y is attained before one
observes 1,3-transposition of 2Y into 3Y (path b). Concurrent
reactive pathways leading to 3Y could involve the CY ? DY trans-
formation (path c) and reaction from AY with possibly B0Y as inter-
mediate (paths d and e).
We have previously shown that, in DMF, 2Ac and 3Ac are con-
comitantly produced from 1Ac, the 2Ac/3Ac ratio being ca. 1.7
throughout the entire reaction [2]. While equilibrium from 1Sm is
obtained too rapidly (Fig. 2) to make valuable comments on the
formation of 2Sm and 3Sm, the reaction from 1Sp is, according to
Fig. 4, rather similar to that from 1Ac. Nevertheless, the 2Sp/3Sp ratio
decreased with time from ca. 13 after 1 min of reaction, to 2.8 at
the equilibrium (Table S4).3 The separation of the ions in DMF
[4,5] led the CY ? DY transformation (path c) to effectively compete
with the CY ? 2Y step (path a). Consequently, 2Y and 3Y can be both
produced from DY. The non-linearity with time of the 2Sp/3Sp ratio
led us, however, to suspect that some 2Sp is produced via path a even
in DMF. Since the 2Sp/3Sp ratio is always widely >1, the formation of
3Sp from AY via path d or e is, at the best, a very limited reactive
process.
The dependence of the 2Y/3y ratios with the nature of Y is par-
ticularly observed in DMF (Table 1). This can be explained in con-
sidering the DY ? 2Y + 3Y transformation. Due to its polarity [6],
DMF solvates efficiency the acetate anion [7] yielding bulky nucle-
ophilic species. Consequently, steric repulsions between these spe-
cies and Y increase with the size of this latter leading to a decrease
of the DY ? 3Y reaction at the benefit of the DY ? 2Y reaction,
hence 2Ac/3Ac ratio lower than the 2Sp/3Sp and 2Sm/3Sm ratios. The
acetate anion being less prone to solvation in THF, the OAc/Y inter-
actions are lower and, consequently, the difference in the two reac-
tive pathways occurring from DY is also decreased.
The nature of the solvent may also affect the equilibrium
(EY,solvent) between the three isomers (Table 1). This is highlighted
from 1Sp and 1Sm, and could be due to the coordinating properties
of DMF towards the transition metals [4,5,8,9]. It is known that
DMF can substitute coordinated PPh3 [10], and that the equilibria
attained from the Pd0-catalyzed 1,3-transposition of allylic ace-
tates is ligand dependent [11]. Thus, coordination of DMF to the
palladium intermediates depicted in Scheme 3 can have an effect
on equilibria and reaction rates.
In conclusion, the mechanism of the Pd0-catalyzed isomeriza-
tion of allylic acetates depends on the dissociating, solvating and
coordinating properties of the solvent.
Acknowledgement
3
The isomerization of 1Sp and corresponding GC monitoring have been carried out
twice: similar results have been obtained from one experiment to the other.
We are grateful to CNRS for a temporary position to A.M.Z.