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Do the Terms ee and de Make Sense as Expressions of Stereoisomer Composition or Stereoselectivity?

机译:术语%ee和%de是否表示立体异构体组成或立体选择性的表达?

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摘要

Enantiomeric excess (ee) was originally defined as a term to describe enantiomeric composition, and was equated with optical purity. More recently, ee and its cousin de (diastereomeric excess) have been used (inappropriately) to quantitate stereoselectivity. The quantity ee has been used in equations describing processes such as kinetic resolutions, but these equations are unnecessarily complex due to the fact that it is enantiomer ratio, not enantiomeric excess, that directly reflects relative rates. A historical summary of the development of ee as an expression of enantiomer composition and enantioselectivity is presented, along with new equations and Figures defining and illustrating the stereoselectivity factor (>s, and ), kinetic resolutions (–), and linear correlations of enantiomer composition of catalysts and products ( and ). New figures illustrating nonlinear effects versus enaniomer composition are presented () and Kagan’s index of amplification (I, ) for positive nonlinear effects is discussed and illustrated (). A case is made for the discontinuance of ee and de as descriptors of stereoisomer composition and stereoselectivity.Relationship between fraction unreacted S-substrate enantiomer (SS) and conversion (C) in a kinetic resolution for three values of >s.
机译:对映体过量(ee)最初被定义为描述对映体组成的术语,并等同于光学纯度。最近,ee及其表亲de(非对映异构体过量)已(不适当地)用于定量立体选择性。 ee数量已用于描述动力学拆分等过程的方程式中,但由于直接反映相对速率的是对映体比例而不是对映体过量,因此这些方程式不必要地复杂。介绍了ee作为对映体组成和对映选择性表达的发展的历史总结,以及定义和说明立体选择性因子(> s 和),动力学拆分(–)的新方程式和图表。催化剂和产物(和)的对映异构体组成的线性相关性。提出了说明非线性效应与对映异构体组成的新图(),并讨论了正向非线性效应的Kagan放大指数(I,)。说明了ee和de的不连续性是立体异构体组成和立体选择性的描述子。<!-fig ft0-> <!-fig mode = article f1-> <!-标题a7 ->三个> s 值的动力学分辨率中,未反应的S底物对映体(SS)与转化率(C)之间的关系。

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    Robert E. Gawley;

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  • 年(卷),期 -1(71),6
  • 年度 -1
  • 页码 2411–2416
  • 总页数 15
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