Molecular structure of cotinine studied by gas electron diffraction combined with theoretical calculations

被引:3
|
作者
Takeshima, Tsuguhide [1 ]
Takeuchi, Hiroshi [1 ]
Egawa, Toru [1 ]
Konaka, Shigehiro [1 ]
机构
[1] Hokkaido Univ, Grad Sch Sci, Div Chem, Sapporo, Hokkaido 0600810, Japan
关键词
cotinine; gas electron diffraction; molecular structure; theoretical calculations; nicotinic activity;
D O I
10.1016/j.molstruc.2006.11.041
中图分类号
O64 [物理化学(理论化学)、化学物理学];
学科分类号
070304 ; 081704 ;
摘要
The molecular structure of cotinine ((S)-1-methyl-5-(3-pyridinyl)-2-pyrrolidinone), the major metabolite of nicotine, has been determined at about 182 degrees C by gas electron diffraction combined with MP2 and DFT calculations. The diffraction data are consistent with the existence of the (ax, sc), (ax, ap), (eq, sp) and (eq, ap) conformers, where ax and eq indicate the configuration of the pyrrolidinone ring by means of the position (axial and equatorial) of the pyridine ring, and sc, sp and ap distinguish the isomers arising from the internal rotation around the bond connecting the two rings. The (CH3)NCCC(N) dihedral angles, phi, of the (ax, sc) and (eq, sp) conformers were determined independently to be 158(12)degrees and 129(13)degrees, respectively, where the numbers in parentheses are three times the standard errors, 3 sigma. According to the MP2 calculations, the corresponding dihedral angles for the (ax, ap) and (eq, ap) conformers were assumed to differ by 180 degrees from their syn counterparts. The ratios x(ax, sc)/x(ax, ap) and x(eq, sp)/x(eq, ap) were taken from the theoretically estimated free energy differences, Delta G, where x is the abundance of the conformer. The resultant abundances of (ax, sc), (ax, ap), (eq, sp) and (eq, ap) conformers are 34(6)%, 21% (d.p.), 28% (d.p.), and 17% (d.p.), respectively, where d.p. represents dependent parameters. The determined structural parameters (r(g) (angstrom) and angle(alpha) (degrees)) of the most abundant conformer, (ax, sc), are as follows: r(N-C)(pyrrol) = 1.463(5); r(N-C-methyl) = 1.457(<-); r(N-C(=O)) = 1.384(12); r(C=O) = 1.219(5); < r(C_C)(pyrrol)>) = 1.541(3); r(C-pyrrol-C-(pyrid)) = 1.521 (<-); < r(C-C)(pyrid)> 1.396(2); < r(C-N)(pyrid)> = 1.343(<-); angle(CNC)(pyrrol) = 113.9(11); angle CCCpyrrol(-C-pyrid) = 103.6(<-); angle NCO = 124.1(13); angle NCpyrrolCpyrid = 113.1(12); angle CpyrrolCpyrrolCpyrid = 113.3(<-); angle(CNC)(pyrid) = 117.1(2); <angle(NCC)(pyrid)> = 124.4(<-); angle CmethylNC(=0) = angle CmethylNC(-C-pyrid) = 122.8(d.p.); angle NC(=O)C = 107.1(d.p.); angle NCpyrrol(-C-pyrid)C-pyrrol = 103.0(d.p.) and angle CCC(=0) = 105.2(d.p.), where <- in the parentheses means that the parameter is bound to the preceding one and < > denote average values. The puckering angle, alpha, of the pyrrolidinone ring is 26(3)degrees. The N center dot center dot center dot N distances of the (ax, sc) and (eq, sp) conformers, which are 4.844(5) and 4.740(5) angstrom, respectively, are close to that of the most stable conformer of nicotine, 4.885(6) angstrom and the corresponding one of arecoline, 4.832(13) angstrom. It is concluded that the weak nicotinic activity of cotinine cannot be ascribed to such a small difference in the N center dot center dot center dot N distances. (C) 2006 Elsevier B.V. All rights reserved.
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页码:13 / 21
页数:9
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