the resultant alkene 2 with the HoveydaÀGrubbs second
generation catalyst and crotonaldehyde11 (Scheme 2).
With enal 1 in hand, we began our studies by investigat-
ing the coupling reaction in the nonasymmetric form.
Upon treatment of an equimolar mixture of 1 and the keto
Scheme 1. Synthesis of Nitrogen-Containing Heterocycles by
Forming Three Bonds in a One-Pot Reaction
ester 3a with LiOH H2O in iPrOH/H2O, we were pleased
3
to observe the formation of the desired morphan 4
(Scheme 3). A second, more polar compound 5 was also
isolated, which was identified as the same cyclized product
in its keto tautomeric form. Surprisingly, it was possible to
separate these two compounds by column chromatogra-
phy, and once isolated they did not undergo equilibration
in solution,12 allowing their NMR structures to be deter-
mined. In both cases, the allyl substituent was determined
to be equatorial.
Scheme 3. Evaluation of Feasibility of Robinson/Aza-Michael
Reaction in Racemic Form
in the process8 (Scheme 1a). We postulated that this
method could be adapted to access the morphan ring
system by moving the tethered nucleophilic N-Tosyl group
from the keto ester to the enal component (Scheme 1b).
However, it was not clear at the outset that the direct
application of the original method would be feasible, since
the resulting enal 1 would now bear both nucleo- and
electrophilic centers. Indeed, similar compounds separated
by additional carbons have been used in organocatalyzed
intramolecular aza-Michael reactions.9 We hoped that in
our case the formation of the azetidine ring by intramole-
cular cyclization would be sufficiently disfavored to allow
the intermolecular Michael reaction.
Access to the axially positioned substituent product 6
wasachieved by refluxing themixture of 4 and 5 withKFin
t-BuOH for 3 days.13 To rationalize the observed stereo-
chemistry of the allyl substituent, it was presumed that
upon attack of the N-Tosyl group, the resulting enolate
protonates from the less hindered top face to give 4 and 5,
with the allyl in the equatorial position (kinetic products).
The resulting steric compression suffered by the allyl sub-
stituent with the tosyl group14 was minimized in the kinetic
isomer 4 by nitrogen inversion. The axial orientation of the
N-tosyl group relieved the steric crowding with the equa-
torial side chain at C-8. This conformational change was
deduced from a shielding at C-4 observed when comparing
the 13C NMR spectra of 4 and the thermodynamic isomer
6. In the latter, the allyl group axially located at C-8 allowed
the N-tosyl to adopt an equatorial disposition (Figure 2).
Scheme 2. Synthesis of Enal 1
The required enal 1 was synthesized in a straightforward
manner from 3-buten-1-ol via Mitsonobu coupling
with tert-butyl tosylcarbamate10 and removal of the Boc
group withTFA, followedbya crossmetathesisreactionof
(11) For a related procedure, see: Chen, J.-R.; Li, C.-F.; An, X.-L.;
Zhang, J.-J.; Zhu, X.-Y.; Xaiao, W.-J. Angew. Chem., Int. Ed. 2008, 47,
2489–2492.
(8) Bradshaw, B.; Luque-Corredera, C.; Bonjoch, J. Org. Lett. 2013,
15, 326–329.
(9) For the use of this type of compound for the formation of
(12) It should be noted, however, that upon prolonged standing the
pure compounds would revert to mixtures of the enol/keto forms.
(13) For thermodynamic isomerization of R-substituted cycloalka-
nones using KF, see: Bradshaw, B.; Etxebarria-Jardı, G.; Bonjoch, J.
J. Am. Chem. Soc. 2010, 132, 5966–5967.
ꢀ
ꢀ
piperidines via organocatalysis, see: Fustero, S.; Jimenez, D.; Moscardo,
ꢀ
J.; Catalan, S.; del Pozo, C. Org. Lett. 2007, 9, 5283–5286. For a general
review on organocatalytic asymmetric aza-Michael reactions, see: Enders,
D.; Wang, C.; Liebich, J. X. Chem.;Eur. J. 2009, 15, 11058–11076.
(10) Teichert, J. F.; Zhang, S.; Zijl, A. W. v.; Slaa, J. W.; Minnaard,
A. J.; Feringa, B. L. Org. Lett. 2010, 12, 4658–4660.
(14) For a related 1,3-syn interaction within the N-substituent and
alkyl side chain in C-8 in morphan compounds, see: Bonjoch, J.;
Casamitjana, N.; Quirante, J.; Torrens, A.; Paniello, A.; Bosch, J.
Tetrahedron 1987, 43, 377–381.
B
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