二维J, σ谱中的强耦合效应:用于测定一些1,4二取代二恶烷构象异构体的应用

D. Traficante, M. Meadows
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引用次数: 8

摘要

当存在强质子-质子耦合时,倾斜的二维J, δ (J分辨)光谱的投影经常产生一条或多条额外的谱线,即投影中的谱线比分子中的质子多。与普遍的看法相反,这些线条并不是“多余的讨厌之物”。相反,它们可能包含丰富的信息,对确定结构异构体有价值。本文简要介绍了这些谱的理论,并考察了这些额外跃迁的来源和实际性质。两个重要的性质是:(a)在未倾斜的频谱中,额外的跃迁具有等于正常跃迁的F2频率;(b)它们位于一条线的中间,这条线是由正常过渡形成的。作为这些性质有用性的实际应用,本文提出了用于识别2,5-和2,6-二取代1,4-二恶烷的几种结构异构体的策略。所有可能的异构体都被鉴定出来,包括“冻结”异构体与平衡异构体的分离,以及2,5-与2,6-二取代异构体的分离。鉴定是通过测量环质子之间的耦合常数实现的,然后使用(a) Karplus关系确定取代基是轴向的还是赤道的,以及(b)众所周知的平面之字形或“W”耦合来确定取代基是否只与一个环氧原子相邻(2,6-异构体)或每个取代基是否只与一个环氧原子相邻(2,5-异构体)。©1997 John Wiley & Sons, Inc理论与实践,1997
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Strong coupling effects in 2D J , σ spectra: an application for the determination of the conformational isomes of some 1,4 disubstituted dioxanes
When strong proton–proton coupling is present, a projection of the tilted two-dimensional J, δ (J-resolved) spectrum frequently produces one or more extra lines, i.e., there are more lines in the projection than there are protons in the molecule. Contrary to popular belief, these lines are not “extraneous nuisances.” Instead, they may contain a wealth of information that can be of value for the determination of structural isomers. This article provides a brief introduction to the theory of these spectra and examines the origin as well as the practical properties of these extra transitions. Two important properties are: (a) in the untilted spectrum, the extra transitions have F2 frequencies that are equal to those of the normal transitions; and (b) they lie on a line that is midway between the lines that are formed by the normal transitions. As a practical application of the usefulness of these properties, this article presents the strategy used to identify several structural isomers of 2,5- and 2,6-disubstituted 1,4-dioxanes. All of the possible isomers were identified, including the separation of the “frozen” isomers from the equilibrating ones, and the separation of the 2,5- from the 2,6-disubstituted ones. The identification was achieved by measuring the coupling constants between the ring protons, and then using (a) the Karplus relationship to determine whether the substituent was axial or equatorial, and (b) the well-known planar-zigzag, or “W,” coupling to determine whether the substituents were both adjacent to only one of the ring oxygen atoms (the 2,6-isomer) or whether each was situated adjacent to only one ring oxygen atom (the 2,5-isomer). ©1997 John Wiley & Sons, Inc. Concepts Magn Reson 9: 359–384, 1997
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