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Table 1: Association constants Ka [103 mÀ1] measured in acetonitrile or CD3CN at 298 K for the endo 1:1
(chloride) and the electrostatic
potential surface of the aromatic
ring.[22]
complexes of 2 and chloride. Statistically corrected free energy values DDG [kcalmolÀ1] calculated for the
chloride–p interactions. 1H chemical shift values dNH [ppm] of the pyrrole NH groups and their
complexation-induced change in chemical shift Dd [ppm].
The maximum free energy value
measured for the chloride–p inter-
action with this model system is
clearly repulsive and can be esti-
mated as approximately 1.0 kcal
molÀ1 (R = OMe). An increase in
the electron-withdrawing character
of the R substituent induces a less
repulsive anion–p interaction. This
result could be simply caused by the
depletion of the electron density of
2 f
2a
2g
2b
2c
2d
1
R
Ka
MeO
0.13[a]
Æ0.03
2.9
1.0
7.9
H
MeCO2
1.10[a,b]
Æ0.20
4.1
0.7
8.0
Br
3.80[c]
Æ0.40
4.8
0.5
–
CN
33.0[b]
Æ3.50
6.2
0.1
7.9
NO2
–
0.25[a]
180[b]
Æ20.0
7.2
108[b]
Æ11.0
6.9
Æ0.02
ÀDG
3.1
0.9
7.9
3.5
DDG[d]
dNH
Dd
À0.1
–
7.4
3.6
8.1
3.5
3.2
–
3.1
3.0
[a] Ka value determined by 1H NMR spectroscopy. [b] Ka value determined by ITC. [c] Ka value determined
using solubility titration. [d] DDG=
(DGClÀ@2ÀDGClÀ@1)/4.
also be readily detected by negative-ion mass spectrometry
(MS). The relative binding affinities of chloride towards
calix[4]pyrrole receptors established by ESI-MS competitive
binding experiments are in line with the results obtained in
solution (see the Supporting Information).
In general, the association constant values for the ClÀ@2
complexes increase with the electron-withdrawing character
of the R substituent. The chemical shift data presented in
Table 1 show that the strength of the primary interaction, that
is, the hydrogen bonding between the pyrrolic NH groups and
the chloride anion, is not significantly perturbed by the
introduction of the meso phenyl groups and by the modifi-
cation of their para substituent. Thus, the change in chemical
shift experienced by the NH proton signal upon chloride
binding is quite similar in the entire receptor series.[18]
Figure 3. Experimental chloride–p interaction energies (DDG) correlate
with the Hammett constant sp values for the substituent R.
the p clouds of the aromatic rings owing to the influence of
the substituent. Nevertheless, this simple model also suggests
that eventually, when R = NO2, the interaction between the
anion and the aromatic surfaces could become slightly
attractive (ca. À0.1 kcalmolÀ1).
The differences in the stability constants calculated for the
ClÀ@2 complexes can provide a direct measurement of the
relative interaction energy of chloride with different aromatic
p systems.[19] The maximum contribution of the chloride–p
interactions to the overall free energy of binding in the
receptor series 2 can be estimated as + 4.4 kcalmolÀ1 (about
1.1 kcalmolÀ1 per aromatic ring). This value represents the
difference in free binding energy between 2 f and 2d. Due to
the fact that repulsive chloride–p interactions are surely
operative in the complex ClÀ@2 f, the value of 1 kcalmolÀ1
represents an overestimation of the stabilization energy for
the attractive interaction between the chloride ion and the
p system of p-nitrophenyl in acetonitrile. The chloride com-
plex (ClÀ@1) of octamethyl calix[4]pyrrole (1) supplies an
ideal reference to better quantify the free energy values for
chloride–p interactions in solution.[20] The statistically cor-
rected chloride–p free energy values (DDG) for various
substituted aromatics are reported in Table 1.
The obtained data indicate that in all cases, except for R =
NO2, the free energy for the chloride–p interaction is
repulsive. The magnitude of the repulsion, however, is clearly
sensitive to the nature of the aromatic substituent R. The
calculated DDG data correlate well with the corresponding
Hammett constants for the para and meta substituents[21] (sp
R2 = 0.95 and sm R2 = 0.92, Figure 3), thus providing some
insight into the origin of the variation. A likely explanation of
the observed trend is consistent with the existence and
variation of an electrostatic interaction involving the anion
The binding geometry proposed in solution is also
supported by the formation of endo cavity complexes ClÀ@2
in the solid state (Figure 4).
In conclusion, we have shown that a series of meso-
tetraaryl calix[4]pyrrole receptors can be used as a model
system to quantify chloride–p interactions in solution. By
1
means of H NMR spectroscopy and X-ray crystallographic
studies we have demonstrated that the chloride–arene
interactions observed in these complexes are established
exclusively with the p-aromatic system. The quantitative
Hammett free-energy relationship derived demonstrates that
the detected chloride–p interactions are dominated by
electrostatic effects. The observation, in the solid state and
in solution, of chloride ions placed next to aromatic surfaces
does not relate directly to the existence of attractive
interactions between them. The values of the free energies
estimated for the interaction of chloride with the p-aromatic
systems are probably not transferable to other model systems.
We believe, however, that the observed trend and order of
magnitude should be of general applicability. Our study
clearly demonstrates that, in acetonitrile solution, equipping
the calix[4]pyrrole core with four additional chloride–p-
nitrophenyl interactions does not produce a chloride receptor
with much higher affinity than the simple octamethyl
calix[4]pyrrole (1).
4116
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Angew. Chem. Int. Ed. 2008, 47, 4114 –4118