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本文引用的文献

1
Length Dependent Helix-Coil Transition Kinetics of Nine Alanine-Based Peptides.九种基于丙氨酸的肽的长度依赖性螺旋-卷曲转变动力学
J Phys Chem B. 2004 Sep 30;108(39). doi: 10.1021/jp037272j.
2
Criteria for downhill protein folding: calorimetry, chevron plot, kinetic relaxation, and single-molecule radius of gyration in chain models with subdued degrees of cooperativity.蛋白质向下折叠的标准:在协同性降低的链模型中,通过量热法、V型曲线、动力学弛豫和单分子旋转半径来确定。
Proteins. 2006 Nov 1;65(2):373-91. doi: 10.1002/prot.21066.
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Dynamics, energetics, and structure in protein folding.蛋白质折叠中的动力学、能量学与结构
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4
Diffusive model of protein folding dynamics with Kramers turnover in rate.具有速率克莱默斯周转的蛋白质折叠动力学扩散模型。
Phys Rev Lett. 2006 Jun 9;96(22):228104. doi: 10.1103/PhysRevLett.96.228104. Epub 2006 Jun 7.
5
Atom-by-atom analysis of global downhill protein folding.全局下坡蛋白质折叠的逐原子分析。
Nature. 2006 Jul 20;442(7100):317-21. doi: 10.1038/nature04859. Epub 2006 Jun 14.
6
Phi-analysis at the experimental limits: mechanism of beta-hairpin formation.实验极限下的Phi分析:β-发夹形成机制
J Mol Biol. 2006 Jul 21;360(4):865-81. doi: 10.1016/j.jmb.2006.05.050. Epub 2006 Jun 6.
7
Testing simplified proteins models of the hPin1 WW domain.测试人肽基脯氨酰顺反异构酶1(hPin1)WW结构域的简化蛋白质模型。
Biophys J. 2006 Jul 15;91(2):694-704. doi: 10.1529/biophysj.105.069138. Epub 2006 Apr 28.
8
Sub-microsecond protein folding.亚微秒级蛋白质折叠
J Mol Biol. 2006 Jun 9;359(3):546-53. doi: 10.1016/j.jmb.2006.03.034. Epub 2006 Mar 31.
9
Folding with downhill behavior and low cooperativity of proteins.具有下坡行为和低协同性的蛋白质折叠
Proteins. 2006 Apr 1;63(1):165-73. doi: 10.1002/prot.20857.
10
The transition state for folding of a peripheral subunit-binding domain contains robust and ionic-strength dependent characteristics.外周亚基结合结构域折叠的过渡态具有强大且依赖离子强度的特征。
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蛋白质折叠动力学:化学和热变性实验中的屏障效应

Protein folding kinetics: barrier effects in chemical and thermal denaturation experiments.

作者信息

Naganathan Athi N, Doshi Urmi, Muñoz Victor

机构信息

Department of Chemistry and Biochemistry, and Center for Biomolecular Structure and Organization, University of Maryland, College Park, Maryland 20742, USA.

出版信息

J Am Chem Soc. 2007 May 2;129(17):5673-82. doi: 10.1021/ja0689740. Epub 2007 Apr 10.

DOI:10.1021/ja0689740
PMID:17419630
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC2527040/
Abstract

Recent experimental work on fast protein folding brings about an intriguing paradox. Microsecond-folding proteins are supposed to fold near or at the folding speed limit (downhill folding), but yet their folding behavior seems to comply with classical two-state analyses, which imply the crossing of high free energy barriers. However, close inspection of chemical and thermal denaturation kinetic experiments in fast-folding proteins reveals systematic deviations from two-state behavior. Using a simple one-dimensional free energy surface approach we find that such deviations are indeed diagnostic of marginal folding barriers. Furthermore, the quantitative analysis of available fast-kinetic data indicates that many microsecond-folding proteins fold downhill in native conditions. All of these proteins are then promising candidates for an atom-by-atom analysis of protein folding using nuclear magnetic resonance.1 We also find that the diffusion coefficient for protein folding is strongly temperature dependent, corresponding to an activation energy of approximately 1 kJ.mol-1 per protein residue. As a consequence, the folding speed limit at room temperature is about an order of magnitude slower than the approximately 1 micros estimates from high-temperature T-jump experiments. Our analysis is quantitatively consistent with the available thermodynamic and kinetic data on slow two-state folding proteins and provides a straightforward explanation for the apparent fast-folding paradox.

摘要

近期关于蛋白质快速折叠的实验研究带来了一个有趣的悖论。微秒级折叠的蛋白质理应以接近或处于折叠速度极限( downhill折叠)的速度进行折叠,但它们的折叠行为似乎却符合经典的两态分析,这意味着要跨越高自由能障碍。然而,仔细审视快速折叠蛋白质的化学和热变性动力学实验会发现与两态行为存在系统性偏差。使用简单的一维自由能表面方法,我们发现这种偏差确实是边缘折叠障碍的诊断标志。此外,对现有快速动力学数据的定量分析表明,许多微秒级折叠的蛋白质在天然条件下是 downhill折叠。所有这些蛋白质因此都是使用核磁共振对蛋白质折叠进行逐个原子分析的有前景的候选对象。我们还发现蛋白质折叠的扩散系数强烈依赖于温度,对应于每个蛋白质残基约1 kJ.mol-1的活化能。因此,室温下的折叠速度极限比高温T跳跃实验中约1微秒的估计值慢约一个数量级。我们的分析在定量上与关于缓慢两态折叠蛋白质的现有热力学和动力学数据一致,并为明显的快速折叠悖论提供了一个直接的解释。