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扭转角差异作为一种确定处于不同构象状态的相同蛋白质局部多肽链轨迹变化的方法。

Torsion angle differences as a means of pinpointing local polypeptide chain trajectory changes for identical proteins in different conformational states.

作者信息

Korn A P, Rose D R

机构信息

Department of Medical Biophysics/Ontario Cancer Institute, University of Toronto, Canada.

出版信息

Protein Eng. 1994 Aug;7(8):961-7. doi: 10.1093/protein/7.8.961.

Abstract

We discuss a facile and sensitive method of determining conformational differences based on the changes in the phi and psi angle values between chemically identical proteins in different conformations. It complements the conventional r.m.s. deviation technique, but offers some advantages. Two classes of conformational difference can be distinguished by this method: (i) abrupt local trajectory deformations where the chains flanking the locus of deformation remain simultaneously superposable and (ii) localized 'hinge bending' that generates domain shifts, thereby causing only one domain to be superposable on the other at one time. In the second case, the r.m.s. deviation method requires two or more calculations of r.m.s. deviation as a function of sequence after optimal alignment of each domain to demonstrate the superposability of the shifted domains, and hence the conservation of internal domain structure. On the other hand, the method of plotting delta phi and/or delta psi as a function of sequence demonstrates in one graph the superposability of shifted domains, without the prior need to perform rotational and translational alignments whose outcomes vary with the subjective choice of alignment parameters. Also, an analysis of the r.m.s. deviation in C alpha alone will miss torsion angle rotations that happen to preserve C alpha positions. The method pinpoints residues contributing singly to localized, major movements of a conformational change; however, it is insensitive to conformational changes achieved through small, concerted movements spread over a number of residues.(ABSTRACT TRUNCATED AT 250 WORDS)

摘要

我们讨论了一种简便且灵敏的方法,该方法基于不同构象的化学结构相同的蛋白质之间的φ角和ψ角值的变化来确定构象差异。它是对传统均方根偏差技术的补充,但具有一些优势。通过这种方法可以区分两类构象差异:(i)突然的局部轨迹变形,其中变形位点两侧的链同时保持可叠加;(ii)局部的“铰链弯曲”,它会产生结构域移位,从而导致只有一个结构域在某一时刻可与另一个结构域叠加。在第二种情况下,均方根偏差方法需要在每个结构域进行最佳比对后,作为序列函数进行两次或更多次均方根偏差计算,以证明移位结构域的可叠加性,进而证明内部结构域结构的保守性。另一方面,绘制δφ和/或δψ作为序列函数的方法在一张图中就能展示移位结构域的可叠加性,无需事先进行旋转和平移比对,而这些比对的结果会因比对参数的主观选择而有所不同。此外,仅对α碳原子的均方根偏差进行分析会遗漏那些恰好保持α碳原子位置的扭转角旋转。该方法能精确找出对构象变化的局部主要运动有单独贡献的残基;然而,它对通过多个残基上的小的协同运动实现的构象变化不敏感。(摘要截取自250词)

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