School of Biochemistry, University of Bristol, School of Medical Sciences, University Walk, Bristol BS8 1TD, United Kingdom.
Proc Natl Acad Sci U S A. 2011 Aug 23;108(34):14133-8. doi: 10.1073/pnas.1012594108. Epub 2011 Aug 9.
Defining the structural features of a transition state is important in understanding a folding reaction. Here, we use Φ-value and double mutant analyses to probe the folding transition state of the membrane protein bacteriorhodopsin. We focus on the final C-terminal helix, helix G, of this seven transmembrane helical protein. Φ-values could be derived for 12 amino acid residues in helix G, most of which have low or intermediate values, suggesting that native structure is disrupted at these amino acid positions in the transition state. Notably, a cluster of residues between E204 and M209 all have Φ-values close to zero. Disruption of helix G is further confirmed by a low Φ-value of 0.2 between residues T170 on helix F and S226 on helix G, suggesting the absence of a native hydrogen bond between helices F and G. Φ-values for paired mutations involved in four interhelical hydrogen bonds revealed that all but one of these bonds is absent in the transition state. The unstructured helix G contrasts with Φ-values along helix B that are generally high, implying native structure in helix B in the transition state. Thus helix B seems to constitute part of a stable folding nucleus while the consolidation of helix G is a relatively late folding event. Polarization of secondary structure correlates with sequence position, with a structured helix B near the N terminus contrasting with an unstructured C-terminal helix G.
确定过渡态的结构特征对于理解折叠反应很重要。在这里,我们使用 Φ 值和双突变分析来探测膜蛋白菌紫质的折叠过渡态。我们专注于这个七跨膜螺旋蛋白的最终 C 端螺旋,即螺旋 G。可以为螺旋 G 中的 12 个氨基酸残基推导出 Φ 值,其中大多数值较低或处于中间水平,这表明在过渡态中这些氨基酸位置的天然结构被破坏。值得注意的是,E204 和 M209 之间的一组残基的 Φ 值都接近零。螺旋 G 的破坏进一步通过 F 螺旋上的 T170 和 G 螺旋上的 S226 之间的低 Φ 值 0.2 得到证实,这表明 F 和 G 螺旋之间不存在天然氢键。涉及四个螺旋内氢键的配对突变的 Φ 值表明,除一个之外,所有这些氢键在过渡态中都不存在。无规卷曲的螺旋 G 与通常较高的 B 螺旋的 Φ 值形成对比,这意味着在过渡态中 B 螺旋具有天然结构。因此,B 螺旋似乎构成了稳定折叠核的一部分,而 G 螺旋的整合是相对较晚的折叠事件。二级结构的极化与序列位置相关,N 端附近的有规则的 B 螺旋与无规则的 C 端 G 螺旋形成对比。