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使用PSEUROT对呋喃糖环进行构象分析:对具有阿拉伯糖型、来苏糖型、核糖型和木糖型立体化学的环进行参数化,并应用于阿拉伯呋喃糖苷。

Conformational analysis of furanose rings with PSEUROT: parametrization for rings possessing the arabino, lyxo, ribo, and xylo stereochemistry and application to arabinofuranosides.

作者信息

Houseknecht Justin B, Altona Cornelis, Hadad Christopher M, Lowary Todd L

机构信息

Department of Chemistry, The Ohio State University, 100 West 18th Avenue, Columbus, Ohio 43210, USA.

出版信息

J Org Chem. 2002 Jul 12;67(14):4647-51. doi: 10.1021/jo025635q.

DOI:10.1021/jo025635q
PMID:12098271
Abstract

The solution conformation of a furanose ring can be assessed through PSEUROT analysis of three-bond (1)H-(1)H coupling constants ((3)J(HH)) of the ring hydrogens. For each coupling constant, PSEUROT requires two parameters, A and B, which are used to translate the H[bond]C[bond]C[bond]H dihedral angle predicted from the (3)J(HH) into an endocyclic torsion angle from which the identity of the conformers can be determined. In this paper, we have used density functional theory methods to generate a family of envelope conformers for methyl furanosides 1-8. From these structures, A and B were calculated for each H[bond]C[bond]C[bond]H fragment. In turn, the values of these parameters for the arabinofuranose ring were used in PSEUROT calculations to determine the conformers populated by monosaccharides 1 and 2 as well as the furanose rings in oligosaccharides 9-15. The results of these analyses are consistent with the low-energy conformers identified from previous computational and X-ray crystallographic studies of 1 and 2.

摘要

呋喃糖环的溶液构象可通过对环氢的三键(1)H-(1)H耦合常数((3)J(HH))进行PSEUROT分析来评估。对于每个耦合常数,PSEUROT需要两个参数A和B,这两个参数用于将由(3)J(HH)预测的H[键]C[键]C[键]H二面角转换为环内扭转角,据此可确定构象异构体的身份。在本文中,我们使用密度泛函理论方法生成了甲基呋喃糖苷1-8的一系列信封式构象异构体。从这些结构中,计算了每个H[键]C[键]C[键]H片段的A和B。反过来,阿拉伯呋喃糖环的这些参数值用于PSEUROT计算,以确定单糖1和2以及寡糖9-15中的呋喃糖环所占据的构象异构体。这些分析结果与先前对1和2的计算及X射线晶体学研究中确定的低能量构象异构体一致。

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