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重新审视核磁共振结构集合的精度。

The precision of NMR structure ensembles revisited.

作者信息

Spronk Chris A E M, Nabuurs Sander B, Bonvin Alexandre M J J, Krieger Elmar, Vuister Geerten W, Vriend Gert

机构信息

Centre for Molecular and Biomolecular Informatics, University of Nijmegen, The Netherlands.

出版信息

J Biomol NMR. 2003 Mar;25(3):225-34. doi: 10.1023/a:1022819716110.

Abstract

Biomolecular structures provide the basis for many studies in research areas such as structure-based drug design and homology modeling. In order to use molecular coordinates it is important that they are reliable in terms of accurate description of the experimental data and in terms of the overall and local geometry. Besides these primary quality criteria an indication is needed for the uncertainty in the atomic coordinates that may arise from the dynamic behavior of the considered molecules as well as from experimental- and computational procedures. In contrast to the crystallographic B-factor, a good measure for the uncertainty in NMR-derived atomic coordinates is still not available. It has become clear in recent years that the widely used atomic Root Mean Square Deviation (RMSD), which is a measure for the precision of the data, overestimates the accuracy of NMR structure ensembles and therefore is a problematic measure for the uncertainty in the atomic coordinates. In this study we report a method that yields a more realistic estimate of the uncertainty in the atomic coordinates by maximizing the RMSD of an ensemble of structures, while maintaining the accordance with the experimentally derived data. The results indicate that the RMSD of most NMR structure ensembles can be significantly increased compromising neither geometric quality nor NMR data. This maximized RMSD therefore seems a better estimate of the true uncertainty in the atomic coordinates.

摘要

生物分子结构为基于结构的药物设计和同源建模等研究领域的许多研究提供了基础。为了使用分子坐标,重要的是它们在准确描述实验数据以及整体和局部几何形状方面是可靠的。除了这些主要质量标准外,还需要一种指标来表示原子坐标中的不确定性,这种不确定性可能源于所考虑分子的动态行为以及实验和计算过程。与晶体学B因子不同,目前仍没有一种很好的方法来衡量核磁共振(NMR)衍生原子坐标中的不确定性。近年来已经很清楚,广泛使用的原子均方根偏差(RMSD),它是数据精度的一种度量,高估了NMR结构集合的准确性,因此对于原子坐标中的不确定性来说是一种有问题的度量。在本研究中,我们报告了一种方法,该方法通过最大化结构集合的RMSD来更真实地估计原子坐标中的不确定性,同时保持与实验得出的数据一致。结果表明,大多数NMR结构集合的RMSD可以显著增加,而不会损害几何质量或NMR数据。因此,这种最大化的RMSD似乎是对原子坐标中真实不确定性的更好估计。

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