首页> 外文OA文献 >Linear Approximation Method to the Nuclear Magnetic Resonance (NMR) Spectra-Based Titration Data of Inclusion Host-Guest Complexes (Part 4) -Dual Obtention of Association Constants among One Host and Two Guests from Three Ingredient Systems -
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Linear Approximation Method to the Nuclear Magnetic Resonance (NMR) Spectra-Based Titration Data of Inclusion Host-Guest Complexes (Part 4) -Dual Obtention of Association Constants among One Host and Two Guests from Three Ingredient Systems -

机译:基于核磁共振(NmR)光谱的夹杂物 - 客体配合物滴定数据的线性近似法(第4部分) - 三种成分系统中一个宿主和两个客体的关联常数的双重获取 -

摘要

Based upon the titrative 'H NMR spectral data, a new dual calculation strategy of Host-Guest association constants out of three ingredient systems (one host and two guests) is established as an application of the author's "linear approximation method". In the present study, systems involving one host and one racemic guest (= two enantiomers) are sought. Key to the new strategy is the realization that maximum chemical shift changes (Δδmax'S) are obtainable without significant deviations from true values, when data collections are done under conditions of [Host]/[Guest]= constant and simulations are done using [Guest] (= [(S)-Guest] + [(R)ーGuest])instead of [(S)-Guest] or [(R)-Guest]. Theoretical ca1culations are discussed.
机译:基于滴定的'1H NMR光谱数据,建立了一种新的双重计算策略,可以应用作者的“线性逼近方法”从三个成分系统(一个宿主和两个客人)中提取宿主-客体关联常数。在本研究中,寻求一种涉及一个宿主和一个外消旋客体(=两个对映体)的系统。新策略的关键在于,当在[Host] / [Guest] =常数的条件下进行数据收集并使用[Guest]进行模拟时,可以实现最大化学位移变化(Δδmax'S),而不会与真实值产生明显偏差。 (= [(S)-Guest] + [(R)ーGuest]),而不是[(S)-Guest]或[(R)-Guest]。讨论了理论计算。

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