7026
K. Ghosh et al. / Tetrahedron Letters 48 (2007) 7022–7026
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16. Energy minimization was carried out using MMX (PC
Model Serena Software 1993). Molecular modeling was
performed using standard constants, and the dielectric
constant was maintained at 1.5.
B.-G.; Koh, H.-S.; Yoon, Y. J.; Jung, S. J.; Jeong, B.; Lee,
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Chem. Commun 2006, 3314–3316; (h) Liu, S.-Y.; He,
Y.-B.; Nu, J.-L.; Wei, L.-H.; Qin, H.-J.; Meng, L.-Z.; Hu,
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17. (a) Crystal data of the 1:1 complex of adipic acid with 1:
C
34
H
36
N
10Æ2/2C
6 10 4 3 1
H O Æ2/2CH OH, monoclinic, P2 /n
˚
(No. 14), a = 14.321(1), b = 14.814(1), c = 18.512(1) A,
b = 98.80(1) , V = 3881.1(4) A , T = 198(2) K, Z = 4,
o
˚
3
4
. Fitzmaurice, R. J.; Kyne, G. M.; Douheret, D.; Kilburn, J.
D. J. Chem. Soc., Perkin Trans 1 2002, 841–864.
ꢀ3
qcalcd = 1.306 mg m , 25,333 total reflections of which
5
. (a) Goswami, S.; Ghosh, K.; Dasgupta, S. J. Org. Chem.
6811 were independent, 3690 observed [I > 2r (I)]. Struc-
2
000, 65, 1907–1914, and references cited therein; (b)
Halter, I. P.; Smith, T. J.; Weiss, J. J. Org. Chem. 1997, 62,
186–2192; (c) Moriuchi, T.; Yoshida, K.; Hirao, T. Org.
ture solution and refinement with SHELXS-97 and SHELXL-
2
97, final refinement against F with 601 parameters, R
1
2
2
[I > 2r (I)] = 0.114, wR = 0.268.; (b) Crystal data of the
complex of benzoic acid with 2: C H N ÆC H O Æ
Lett. 2003, 35, 4285–4288.
. (a) Hernandez, J. V.; Oliva, A. I.; Simon, L.; Muniz, F.
M.; Mateos, A. A.; Moran, J. R. J. Org. Chem. 2003, 68,
2
4
23
5
7
6
2
ꢀ
˚
6
1/2C
7 6 2
H O , triclinic, P1 (No. 2), a = 10.492(1), b =
11.247(1), c = 13.288(1) A, a = 76.45(1), b = 82.04(1),
o
˚
3
7513–7516; (b) Oliva, A. I.; Simon, L.; Muniz, F. M.;
c = 74.42(1) , V = 1463.6(2) A , T = 223(2) K, Z = 2,
3
ꢀ
Sanz, F.; Moran, J. R. Org. Lett. 2004, 6, 1155–1157.
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qcalcd = 1.281 mg m , 20,123 total reflections of which
5151 were independent, 4487 observed [I > 2r (I)]. Struc-
ture solution and refinement with SHELXS-97 and SHELXL-
7
8
2
97, final refinement against F with 418 parameters, R1
2
[I > 2r (I)] = 0.069, wR = 0.182. CCDC Nos. 648928 and
2
2, 3125–3127.
. Tanaka, Y.; Kato, Y.; Aoyama, Y. J. Am. Chem. Soc.
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648929.
9
18. Binding constants were determined using the expression
ꢀ
1
ꢀ1
1
A /(A ꢀ A) = [e /(e ꢀ e )] (K ÆC þ 1Þ where e and
0
0
M
M
C
a
g
M
1
1
1
e
C
are the molar extinction coefficients of receptor 1 and
hydrogen bonding complex, respectively, at a selected
wavelength. A denotes the absorbance of free receptor 1
at that specific wavelength and C is the concentration of
8
0
4
g
carboxylic acid guest. The measured absorbance [A
(A
0
/
1
0
ꢀ A)] as a function of the inverse of carboxylic acid
1
1
3. Rebek, J., Jr. Acc. Chem. Res. 1990, 23, 399–404.
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guest concentrations fits a linear relationship, indicating
1:1 stoichiometry of the receptor/carboxylic acid complex.
The ratio for the intercept versus slope determines the
8
054–8055.
1
5. (a) Ghosh, K.; Masanta, G. Tetrahedron Lett. 2006, 47,
binding constant (K
a
) and the binding constant values
2
365–2369; (b) Ghosh, K.; Adhikari, S. Tetrahedron Lett.
using fluorescence intensity were calculated using the
ꢀ1
ꢀ1
2006, 47, 3577–3581; (c) Ghosh, K.; Masanta, G. Chem.
expression F
0
/(F
0
ꢀ F) = [/
M
/(/
M
ꢀ /
C
)] ðKa ÆC þ 1).
g
Lett. 2006, 34, 414–415; (d) Ghosh, K.; Masanta, G.
Supramol. Chem. 2005, 17, 331–334; (e) Ghosh, K.;
Masanta, G. Tetrahedron Lett. 2006, 47, 9233–9237.
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7829.