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再谈耦合常数:结构精修中的实验限制条件

Coupling constants again: experimental restraints in structure refinement.

作者信息

Mierke D F, Huber T, Kessler H

机构信息

Department of Chemistry, Clark University, Worcester, MA 01610.

出版信息

J Comput Aided Mol Des. 1994 Feb;8(1):29-40. doi: 10.1007/BF00124347.

Abstract

Utilization of coupling constants as restraints in computational structure refinement is reviewed. In addition, we address the effect of conformational averaging and examine different approaches to apply the restraints when the experimental observable is obviously a result of averaging. Here, two different computational methods are compared. The simulation of a single structure with time-dependent restraints produces results very similar to those obtained with the calculation of numerous copies of the molecule (an ensemble of structures) and ensemble averaging. The advantages and disadvantages of the two methods are illustrated with simulations of cyclosporin A, for which 117 NOEs and 62 homo- and heteronuclear coupling constants have been measured.

摘要

本文综述了耦合常数作为计算结构优化中的约束条件的应用。此外,我们探讨了构象平均的影响,并研究了在实验观测明显是平均结果时应用约束条件的不同方法。在这里,比较了两种不同的计算方法。使用随时间变化的约束条件对单个结构进行模拟,其结果与通过计算分子的多个副本(结构集合)并进行集合平均所获得的结果非常相似。通过对环孢菌素A的模拟说明了这两种方法的优缺点,已测量了环孢菌素A的117个核Overhauser效应(NOE)和62个同核及异核耦合常数。

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