Spectral Assignments and Reference Data
HMBC experiment performed on compound 13 indicates
that H-4 signal (δ 6.34 ppm) is correlated with the 13C sig-
nal at δ 129.82 ppm, while H-3 signal (δ 6.52 ppm) is corre-
lated with the 13C signal at δ 129.42 ppm, and consequently
these signals can be assigned to C-5 and C-2, respectively.
HMBC spectrum of compound 13 also indicates a correlation
between the 13C signal at δ 148.07 ppm and the signals of
H-3ꢁ (δ 7.74 ppm), on the one hand, and between the 13C
signal at δ 139.86 ppm and the signals of H-4ꢁ (δ 7.37 ppm)
and H-6ꢁ (δ 7.58 ppm), on the other. These correlations in-
dicate that these signals can be assigned to C-2ꢁ and C-5ꢁ,
and that the signal at δ 129.51 ppm should be assigned to
C-1ꢁ.
HMQC experiments performed on compounds 28, 32, and 46
allowed the unequivocal assignment of the tertiary carbon atoms
chemical shifts C-3ꢁ, C-4ꢁ, C-5ꢁ, and C-6ꢁ in the aminophenyl-pyrrole
derivatives. These atoms resonate in ranges of 119.60–116.57 (C-
3ꢁ),114.91–132.15(C-4ꢁ),118.43–154.46(C-5ꢁ),and113.64–132.07
(C-6ꢁ) ppm.
NOEDIFF experiments performed on compound 32 (R1 = Cl,
R2 = CH3) indicate the spatial proximity of both H-4 and H-6ꢁ
and of H-3 and the NH amide group. The similarity of the NOEs
observed in compounds 13 and 32 indicates that the preferred
conformations in both molecules should be very similar.
Finally, in the phenyl-pyrrole derivatives HMQC experiments
performed on compound 50 allowed the unequivocal assignment
of the tertiary carbon atoms chemical shifts C-2ꢁ, C-3ꢁ, C-4ꢁ, C-5ꢁ,
and C-6ꢁ. These atoms show signals in ranges of 128.42–129.10
(C-3ꢁ, C-5ꢁ), 126.89–128.17 (C-4ꢁ), and 124.49–127.74 (C-2ꢁ, C-6ꢁ)
ppm. The quaternary carbons have been perfectly identified
with HMBC experiment performed on compound 50. In this
experiment it can be observed that the 13C signal at δ 135.77 ppm
is correlated with the signals of H-3 (δ 6.54 ppm), H-2ꢁ, and H-6ꢁ
(δ 7.53 ppm), indicating that this carbon should be C-5. On the
other hand, H-3ꢁ and H-5ꢁ signals (δ 7.29 ppm) are correlated with
the 13C signal at δ 131.98 ppm, and this carbon should be C-1ꢁ.
Consequently, the other quaternary carbon C-2 resonates at δ
126.90 ppm.
Figure 1. (a–d) The four more stable conformers found for compound
41. Relative energies are expressed in kcal/mol. (e) The most stable
conformer found for compound 43. Distances (expressedin Angstrom) are
compatibles with the NOE observed in compounds 13 and 32.
Tripos force field[12] implemented in the Sybyl program[13]
was employed in the conformational analysis of compounds 41
and 43. In both compound, the phenyl-pyrrole and the pyrrole-
carboxamide bonds were scanned using an interval of 10◦. In
compound 43 the NH–cyclopropyl bond was also scanned using
the same interval. The so obtained conformations were minimized
and compared with each other in order to identify the more stable
conformers of these molecules.
In order to get more insight into the relative stability of
each conformer, the more stable conformations were optimized
by means of Gaussian 98 program[14] using the Hartree–Fock
Hamiltonian at a 6–31G∗∗ level. Both methodologies give similar
geometries and energy values for the more stable conformers.
Figure 1 shows the four conformations found for compound
41. It can be observed that the expected coplanarity of the
benzene and pyrrole moieties as a result of the conjugation
between both rings is broken (the dihedral angle defined by both
rings is about 40◦) by the presence of the 2ꢁ-NH2. The energy
differences between conformations I and II or III and IV are small,
indicating that the nonbonding interactions between the 2ꢁ-NH2
and the pyrrole NH (conformers I and III) are quite similar to
that of 2ꢁNH2 and pyrrole C4-H (conformers II and IV). Finally,
s-cis configuration is preferred for the bond between the pyrrole
ring and the carboxamide moiety (conformers I and III), probably
because of higher interactions between the pyrrole NH and the
terminal NH2 group in conformations II and IV.
Neither the N-Alkylation of the amide moiety nor the substi-
tution in C5ꢁ modifies significantly the conformational behavior
of these series of compounds. In this sense, the N-alkylation
only increases the number of rotamers around the N–R bond,
and all the resulting conformations can be classified into four
families similar to those of the conformers found for compound
41. Figure 1 also shows, as an example, the most stable con-
former of compound 43, which is similar to conformation I
obtained for compound 41. It can be observed that the cal-
ꢁ
culated distances between the benzene C6 –H and the pyrrole
H-4 atoms (2.6 Å), and between the pyrrole H-3 and the amide
NH atoms (2.4 Å) are compatible with the observed NOE above
described for compounds 13 and 32, indicating that this type
of conformation is the preferred one of these molecules in
solution.
Compounds 20 and 42 bear a N1-methyl substituent and,
consequently, the existence of a higher rotational barrier around
the bond linking the pyrrole and the phenyl moieties can be
expected. These molecules have been optimized by means of
Gaussian 98 program, and the rotational barriers have been
studied by scanning the angle formed by both rings (ω151 2
ꢁ ꢁ ),
using the Hartree–Fock Hamiltonian at a 6–31G∗∗ level.
c
Magn. Reson. Chem. 2009, 47, 1101–1109
Copyright ꢀ 2009 John Wiley & Sons, Ltd.