Lawrence C, Auger I, Mannella C
Laboratory of Biometrics, Wadsworth Center for Laboratories and Research, New York State Department of Health, Albany 12201.
Proteins. 1987;2(2):153-61. doi: 10.1002/prot.340020208.
Globular proteins fold into compact particles with interior amino acid residues shielded from the surrounding aqueous environment. An early hypothesis holds that entropic hydrophobic forces drive this phenomenon. However, previous analyses based on a binary description of the accessible surfaces of amino acid residues in proteins did not support this hypothesis. This report shows that a complete description of accessible surface areas is given by parametric distribution functions with three modes. The modes are formed by partitioning the available accessible surface area of the amino acids into three segments; the data for each segment are characterized by a mode-specific model. In the "repulsive" mode, probabilities of accessibility decrease exponentially with exposed surface area, as predicted by the hydrophobic hypothesis. A distinct "buried" mode is needed to account for an excess of residues at or near zero accessibility for most amino acids, consistent with the use of binary descriptions of accessibility. A third mode exists which is termed "near neutral" because it is described by a nearly uniform distribution of accessibility for the hydrophilic amino acids. Empirical energies calculated for the repulsive mode correlate well with measured free energies of transfer of amino acids from water to organic solvents, while those from the buried mode correlate well with measured free energies of hydration of the side chains. Poor cross correlations between these energies give an explanation for the previous conflict in interpreting these data.
球状蛋白质折叠成紧密的颗粒,内部氨基酸残基与周围的水环境隔绝。早期假说是熵驱动的疏水作用力导致了这一现象。然而,先前基于蛋白质中氨基酸残基可及表面的二元描述的分析并不支持这一假说。本报告表明,可及表面积的完整描述由具有三种模式的参数分布函数给出。这些模式是通过将氨基酸的可用可及表面积划分为三个部分形成的;每个部分的数据由特定模式的模型表征。在“排斥”模式下,可及性概率随着暴露表面积呈指数下降,正如疏水假说所预测的那样。需要一个独特的“埋藏”模式来解释大多数氨基酸在可及性为零或接近零处存在过量残基的情况,这与可及性的二元描述的使用一致。存在第三种模式,称为“近中性”模式,因为它由亲水性氨基酸的近乎均匀的可及性分布描述。为排斥模式计算的经验能量与测量的氨基酸从水转移到有机溶剂的自由能相关性良好,而埋藏模式的经验能量与测量的侧链水合自由能相关性良好。这些能量之间较差的交叉相关性解释了先前在解释这些数据时的冲突。