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Loss of conformational entropy in protein folding calculated using realistic ensembles and its implications for NMR-based calculations

机译:使用现实合奏计算蛋白质折叠中构象熵的损失及其对基于NMR的计算的启示

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摘要

The loss of conformational entropy is a major contribution in the thermodynamics of protein folding. However, accurate determination of the quantity has proven challenging. We calculate this loss using molecular dynamic simulations of both the native protein and a realistic denatured state ensemble. For ubiquitin, the total change in entropy is TΔSTotal = 1.4 kcal⋅mol−1 per residue at 300 K with only 20% from the loss of side-chain entropy. Our analysis exhibits mixed agreement with prior studies because of the use of more accurate ensembles and contributions from correlated motions. Buried side chains lose only a factor of 1.4 in the number of conformations available per rotamer upon folding (ΩU/ΩN). The entropy loss for helical and sheet residues differs due to the smaller motions of helical residues (TΔShelix−sheet = 0.5 kcal⋅mol−1), a property not fully reflected in the amide N-H and carbonyl C=O bond NMR order parameters. The results have implications for the thermodynamics of folding and binding, including estimates of solvent ordering and microscopic entropies obtained from NMR.
机译:构象熵的损失是蛋白质折叠热力学的主要贡献。但是,准确确定数量已被证明具有挑战性。我们使用天然蛋白质和现实的变性状态集合的分子动力学模拟来计算这种损失。对于泛素,在300 K时,每个残基的总熵变化为TΔSTotal= 1.4 kcal·mol -1 每个残基,而侧链熵的损失仅为20%。由于使用了更准确的合奏以及相关运动的贡献,我们的分析与以前的研究显示出不同的共识。埋入式侧链在折叠时每个旋转异构体可利用的构象数目(ΩU/ΩN)仅损失1.4倍。螺旋状和片状残基的熵损失有所不同,这是因为螺旋状残基的运动较小(TΔShelix-sheet= 0.5 kcal·mol -1 ),该性质未完全反映在酰胺NH和羰基C = O键NMR顺序参数。结果对折叠和结合的热力学有影响,包括对溶剂有序性的估计和从NMR获得的微观熵。

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