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球状蛋白质中序列与构象相关代码的分析。对残基在确定其在一级序列中相邻残基构象时所起作用的信息分析。

Analysis of the code relating sequence to conformation in globular proteins. An informational analysis of the role of the residue in determining the conformation of its neighbours in the primary sequence.

作者信息

Robson B, Pain R H

出版信息

Biochem J. 1974 Sep;141(3):883-97. doi: 10.1042/bj1410883.

Abstract
  1. The effect exerted by a residue on the conformation of neighbouring residues was analysed by using data from nine globular proteins of known sequence and conformation. 2. An information measure was used which estimated the role of a residue in influencing neighbouring conformations and also its tendency to influence the lengths of runs of residues in that conformation. This measure was estimated for each residue in all conformations defined by domains on the varphi, psi diagram. 3. Plots of the information measure yielded an intercept, which was a measure of intra-residue information for a residue. The slope was a measure of the statistical co-operativity or tendency of the residue to influence the occurrence of its neighbours in runs of a particular conformation. Both parameters are a function of the residue type. Statistical co-operativity is found in the alpha(1)-helical (H(1)) and beta-pleated-sheet (P(2)) conformations and, to a lesser extent, in their distorted variants H(2) and P(1). 4. The directional nature of these influences for H(1) and P(2) conformations is illustrated by plots of the information measure against the distance m from the residue, for m=-10 to +10. 5. The results for statistical co-operativity are discussed in relation to theories of helix-coil and pleated-sheet-coil transitions. The value of the information-theory-derived parameters in obtaining s parameters for the Zimm & Bragg (1959) equations is illustrated. 6. Directional effects are discussed with particular relation to mechanisms of the termination of helices and the involvement of the alpha(II) conformation and also to discontinuities in pleated-sheet conformations.
摘要
  1. 通过使用来自9种已知序列和构象的球状蛋白质的数据,分析了一个残基对相邻残基构象的影响。2. 使用了一种信息度量方法,该方法估计了一个残基在影响相邻构象方面的作用,以及它影响该构象中残基连续片段长度的趋势。对φ、ψ图上由结构域定义的所有构象中的每个残基都进行了这种度量的估计。3. 信息度量的图产生了一个截距,它是一个残基的残基内信息的度量。斜率是统计协同性或该残基在特定构象的连续片段中影响其相邻残基出现的趋势的度量。这两个参数都是残基类型的函数。在α(1)-螺旋(H(1))和β-折叠片层(P(2))构象中发现了统计协同性,在较小程度上,在它们的扭曲变体H(2)和P(1)中也发现了统计协同性。4. 对于H(1)和P(2)构象,这些影响的方向性通过信息度量相对于距该残基的距离m(m = -10至+10)的图来说明。5. 结合螺旋-卷曲和折叠片层-卷曲转变的理论讨论了统计协同性的结果。说明了从信息论导出的参数在获得齐姆和布拉格(1959年)方程的s参数方面的价值。6. 通过特别涉及螺旋终止机制、α(II)构象的参与以及折叠片层构象中的不连续性来讨论方向性效应。

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