Journal of the American Chemical Society
Article
In the next step, substrate 2a coordinates to Int1 to give
iodonium ion intermediate Int2(S), which is calculated to be
12.2 kcal/mol lower in energy than Int1. The coordination can
take place with either the Si or Re face of the double bond. In
this case it was found that the coordination to Re-face was
lower in energy, which will have implications on the
enantioselectivity of the reaction (see “stereoinduction” section
below). We made many attempts to locate the transition state
for the coordination of the olefin but without success. The
optimizations led always to Int2(S).
agreement with the experimentally observed ee of 90% in
favor of the S-product (Table 1, entry 3), indicating that the
factors governing the enantioselectivity can be deduced by
analyzing the geometries of Int2(S) and Int2(R), as shown in
Figure 4. Scrutiny of these geometries shows that the substrate
The olefin then undergoes a nucleophilic attack by the
(HF)2F− counterion at the most substituted carbon (via
TS2(S)), generating Int3, in which two new σ-bonds are
formed (C−I at 2.21 Å and C−F at 1.44 Å) and the double
bond of the substrate is converted into a single bond. The
barrier for this step is calculated to be 7.4 kcal/mol relative to
Int2(S). We also considered the possibility of intramolecular
attack by the hydroxyl group at the iodine(III)-activated alkene
However, this mechanistic scenario was found to be associated
with a considerably higher barrier than TS2(S). These results
are also in line with our control experiment (Scheme 2d)
indicating that the enantioselectivity is determined in the
fluorination process prior to the cyclization step. The
formation of the C−I bond in Int3 weakens the I−F bond
(2.15 Å in Int3 vs 2.01 Å in Int2(S)), which makes the
dissociation of fluoride easier. According to the calculations,
two HF molecules can abstract the fluoride to yield ion-pair
intermediate Int4, which is 21.1 kcal/mol lower than the
neutral iodoarene intermediate Int3. Next, an intramolecular
nucleophilic attack by the oxygen atom of 2a displaces the
aryliodonium moiety, which is an excellent leaving group. The
step occurs via TS3, with a barrier of 11.6 kcal/mol, and the
resulting Int5 that contains the protonated form of the cyclic
product 3a is 15.3 kcal/mol lower than Int4 (Figure 3). The
last step of the cycle is the deprotonation of the protonated
cyclic compound to give the final product 3a and regenerate
the iodoarene catalyst (R,R)-1c. The (HF)2F− counterion can
achieve this step, which is calculated to be exergonic by 2.6
kcal/mol.
Factors Determining the Stereoselection. The overall
energy profile obtained for the mechanism (Figure 3) shows
that the coordination of substrate 2a to Int1 to form Int2(S) is
an irreversible process. The coordination of the substrate can
take place with either the Re or Si faces of the double bond,
resulting in Int2(S) or Int2(R), respectively, indicating that
this is the selectivity-determining step of the reaction. Int2(S)
leads ultimately to the S-enantiomer (major enantiomer
according to the experimental studies) of the product, while
Int2(R) leads to the R-enantiomer. As mentioned above, it was
not possible to locate the transition state for this coordination
step. Instead, we optimized the geometry of Int2(R), which
was found to be 1.7 kcal/mol higher in energy than Int2(S).
Subsequently, the potential energy surface was calculated
backward from these intermediates. Thus, we performed
constrained optimizations starting from Int2(S) and Int2(R),
in which the distance between the iodine center and the
double bond of the substrate was increased gradually (see S6 in
procedure shows that the energy difference between the
intermediates is maintained along the reaction coordinate of
the coordination, even at long distances that resemble the TS
structures. The calculated energy difference is in good
Figure 4. Optimized geometries of the intermediates resulting from
the coordination of substrate 2a to Int1. (a) Int2(S): coordination
from the Re-face, leading to the S-product. (b) Int2(R): coordination
from the Si-face, leading to the R-product.
in Int2(S) fits better into the chiral pocket of the catalyst as
compared to the Int2(R) (Figure 4). Namely, Int2(R) is
destabilized by a steric repulsion between one of the ortho-
methyl substituents of the aryl group of the catalyst side arms
and one of the methylene carbons of substrate 2a (Figure 4b).
The ortho-substituents in the side arm of the catalyst thus
play an important role in the stereoinduction, explaining why
the enantioselectivity is affected by the variation of these
substituents in the experiments (Figure 2 and Table 1). On the
basis of this stereoselection model, we also conclude that
elongation of the tether, such as in 2o, leads to more repulsive
interactions in both homologs of Int2(S) and Int2(R), leading
to lower selectivity in fluorocyclization of 2o (57% ee) than for
2a (90% ee). In addition, this stereochemical model suggests
that the presence of ortho-substituents in the substrates (such
as in 3l−n) generates major clashes with the iodoresorcinol
catalysts in the intermediates corresponding to Int2(S) and
G
J. Am. Chem. Soc. XXXX, XXX, XXX−XXX