two antiparallel loops containing oxazole projecting perpen-
dicularly from the same face of a macrocyclic scaffold 6
constrained by oxazoles and thiazoles. The alternative tris-
macrocycle isomer 7, in which the loops contain thiazole
instead of oxazole, was independently synthesized and
structurally characterized by NMR spectroscopy. Molecular
models suggest that scaffold 6 could be suitable for mimick-
ing multiloop surfaces of proteins such as interhelical loops
from helix bundles and complementarity-determining loops
of antibodies.
Functionalized dipeptide surrogates Boc-L-Lys(Cbz)(Ox)-
OH (4a X ) O, R ) -(CH2)4NHCO2Bn)6 and L-Glu(OcHx)-
(Thz)-OH (4b, X ) S, R ) -(CH2)2CO2cHx)7a were
elaborated to tetrapeptide analogue 5 (R1 ) -(CH2)4NHCO2-
Bn, R2 ) -(CH2)2CO2cHx). Cyclodimerization of 5 (Scheme
1) followed by deprotection gave a high isolated yield (84%)
Figure 1. Natural products 1 and 2 and synthetic target 3.
chains are directed from the same face of the macrocycle,
as in other oxazole- or thiazole-containing macrocycles,10
suggesting 6 as a likely scaffold for supporting discontinuous
loops.
Scheme 1a
As a prelude to grafting loops from protein surfaces onto
scaffold 6, we prepared prototypes 3 and 7 (isolated yields:
71 and 1%, respectively)11 by coupling L-Lys and L-Glu side
chains of 6 (Scheme 2).
Compound 3 was highly symmetrical, displaying one set
1
of H and 13C resonances, indicative of C2 fold symmetry.
3
The chemical shifts for Lys RNH (δ 8.33, JNH-RH ) 9.06
Hz) and Lys ꢀNH (δ 7.73) resonances of 3 in DMSO-d6 are
temperature dependent (∆δ/T 4.9, 3.6 ppb/K, respectively)
and exchange rapidly upon addition of 5% D2O. By contrast,
a Reaction conditions: (a) BOP, DIPEA, DMF, 4b, rt (97%).
(b) TFA, CH2 Cl2, ∼0 °C (100%). (c) BOP, DIPEA, DMF (7 ×
10-3 M), rt. (d) NaHCO3. (e) HF, p-cresol (84% from 5).
3
the Glu RNH resonance (δ 8.22, JNH-RH ) 7.96 Hz) for 3
is almost temperature independent (∆δ/T 0.46 ppb/K) and
only exchanges slowly with D2O, features consistent with a
hydrogen bond, the H-bond acceptor being identified as the
Glu-γ-CO by ROEs (see below). The different 3JNH-RH values
for Glu and Lys amide-NHs of the scaffold translate, via
the Karplus equation, to NHRCH dihedral angles of 148 and
158°, respectively, which in turn correspond to Φ angles of
-150 (Glu) and -140° (Lys). The conformational strain in
3 is evidenced by significant chemical shift differences for
several pairs of geminal protons within the loop portion of
the molecule (Glu âHs 0.54, Glu γHs 0.23, Lys âHs 0.83,
Lys ꢀHs 1.13 ppm), consistent with their differing orienta-
tions above the macrocyclic template.
of cyclic octapeptide analogue 6 (R1 ) -(CH2)4NH2, R2 )
-(CH2)2CO2H).8 Dimerization is favored over cyclooligo-
merization7b (∼16%) by the presence of two turn-inducing
heterocyclic oxazole/thiazole constraints. NMR spectra (1H,
13C) for 6 indicate C2 fold symmetry.
Molecular modeling9 (Figure 2) identified 6 as a rigid,
rhombus-shaped macrocycle (∼6.5 × ∼6.6 Å) similar to the
marine natural product ascidiacyclamide (1).4b It has a C2
fold axis of symmetry with the two thiazoles tilted ∼90° out
of the macrocycle plane. The flexible L-Lys and L-Glu side
ROE data support the presence of a H-bond between Glu
NH‚‚‚OCγ Glu, with correlations between Glu γH (δ 2.16)
(6) The oxazole was prepared from Boc-Lys(Z)Ser-OMe by cyclodehy-
dration (DAST) followed by oxidation (BrCCl3/DBU): Phillips, A. J.; Uto,
Y.; Wipf, P.; Reno, M. J.; Williams, D. R. Org. Lett. 2000, 2, 1165-1168.
(7) (a) Singh, Y.; Sokolenko, N.; Kelso, M. J.; Gahan, L. R.; Abbenante,
G.; Fairlie, D. P. J. Am. Chem. Soc. 2001, 123, 333-334. (b) Sokolenko,
N.; Abbenante, G.; Scanlon, M. J.; Jones, A.; Gahan, L. R.; Hanson, G. R.;
Fairlie, D. P. J. Am. Chem. Soc. 1999, 121, 2603-2604.
(8) TFA‚H-Lys(Z)(Ox)Glu(OcHx)(Thz)-OH (5, 1.4 g, 1.9 mmol) and
BOP (1.1 g, 2.5 mmol) were dissolved in DMF (260 mL) and stirred with
DIPEA (1.1 mL, 6.3 mmol) at 20 °C for 24 h. Workup, HF cleavage, and
HPLC purification yielded 6 (812 mg, 84%; HRMS: (M + H) found
815.2599, calcd 815.2605).
(9) (a) MacroModel: Mohamadi, F.; Richards, N. G. J.; Guida, W. C.;
Kiskamp, R.; Lipton, M.; Caufield, C.; Chang, G.; Hendrickson, T.; Still,
W. C. J. Comput. Chem. 1990, 112, 440-447. (b) Monte Carlo (MCMM):
Chang, G.; Guida, W. C.; Still, W. C. J. Am. Chem. Soc. 1989, 111, 4379-
4386. (c) Search, AMBER*: McDonald, D. Q.; Still, W. C. Tetrahedron
Lett. 1992, 33, 7743-7746. (d) Force field, water GB/SA solvent
continuum: Still, W. C.; Tempczyk, A.; Hawely, R. C.; Hendrickson, T. J.
Am. Chem. Soc. 1990, 112, 6127-6129. (e) Minimization: Polak, E.;
Ribiere, G. ReV. Fr. Inf. Rech. Oper. 1969, 16-R1, 35.
Figure 2. Superposition of 59 low energy conformations of 6 (∆E
< 11.5 kJ/mol, RMSD < 0.7 Å for 24 atoms) viewed top down
(left) and side on (right); side chains are omitted for clarity.
3368
Org. Lett., Vol. 4, No. 20, 2002