首页> 外文期刊>The journal of physical chemistry, B. Condensed matter, materials, surfaces, interfaces & biophysical >Spatial Decomposition of Solvation Free Energy Based on the 3D Integral Equation Theory of Molecular Liquid: Application to Miniproteins
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Spatial Decomposition of Solvation Free Energy Based on the 3D Integral Equation Theory of Molecular Liquid: Application to Miniproteins

机译:基于分子液体的3D积分方程理论的溶剂化自由能的空间分解:在微蛋白中的应用

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We propose the method of spatial decomposition analysis (SDA) based on three-dimensional integral equation (3D-IE) theory of molecular liquids to study and decompose the thermodynamics of proteins in solution into atomic level contributions. The 3D-IE theory maps the solvation thermodynamic properties, such as the solvation free energy and solvation entropy, onto the 3D space around the solute, including the excluded volume of the solute macromolecule, with the elementary volume contributions expressed in terms of the 3D total and direct correlation functions. The SDA thus breaks down the thermodynamic quantity into partial contributions of the solute fragments (functional groups or residues) by applying the proximity criterion to the 3D-IE mapping onto both the solvation shell outside the solute macromolecule and its excluded volume inside the van der Waals cores, the latter giving a major contribution to the solvation thermodynamics. This is distinct from the previous use of the proximity criterion applied to the 3D distribution functions in the solvation shell only. As SDA does not require perturbing the protein molecule to extract the contributions from the constituent residues, it can become an alternative to the computational "alanine scanning approach". For illustration, we apply SDA to four miniproteins composed of 10?8 amino acid residues (chignolin, CLN025, Trp-cage, and FSD-1) and decompose their solvation free energy into the partial contributions of each residue. The present results show that SDA is capable of detecting a change in the protein thermodynamics due to mutations and local conformational changes. Furthermore, the SDA exhibits a convincing consistency with the experimental values of the whole-residue transfer free energies from water to 1-octanol. Thus, the SDA provides a meaningful decomposition of the protein thermodynamics which can bear a comparison with experimental measurements and therefore can serve as a valuable sensitive tool to analyze the protein thermodynamics at the atomistic resolution level. We envision that the SDA may also serve as a tool for quantitative structure梐ctivity relationships (QSAR) to correlate and predict various solute properties in a fragment-based manner.
机译:我们提出了基于分子液体的三维积分方程(3D-IE)理论的空间分解分析(SDA)方法,以研究并将溶液中蛋白质的热力学分解为原子级贡献。 3D-IE理论将溶剂化热力学性质(例如溶剂化自由能和溶剂化熵)映射到溶质周围的3D空间(包括排除的溶质大分子体积)上,而基本体积贡献以3D总量表示和直接相关函数。因此,SDA通过将3D-IE贴近性准则应用于3D-IE映射到溶质大分子外部的溶剂化壳及其范德华内部的排除体积,将热力学量分解为溶质碎片(官能团或残基)的部分贡献核,后者为溶剂化热力学做出了重要贡献。这与仅在溶剂化壳中应用于3D分布函数的接近度准则的先前用法不同。由于SDA不需要干扰蛋白质分子以从组成残基中提取出贡献,因此它可以成为计算“丙氨酸扫描方法”的替代方法。为了说明,我们将SDA应用于由10?8个氨基酸残基组成的四个微蛋白(木脂素,CLN025,Trp-笼和FSD-1),并将它们的溶剂化自由能分解为每个残基的部分贡献。目前的结果表明,SDA能够检测由于突变和局部构象变化而引起的蛋白质热力学变化。此外,SDA与从水到1-辛醇的全部残渣转移自由能的实验值具有令人信服的一致性。因此,SDA提供了蛋白质热力学的有意义的分解,可以与实验测量结果进行比较,因此可以作为有价值的敏感工具,以原子分辨率级别分析蛋白质热力学。我们设想,SDA还可作为定量结构反射关系(QSAR)的工具,以基于片段的方式关联和预测各种溶质性质。

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