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对蛋白质-配体复合物结合熵贡献的综合考察。

A comprehensive examination of the contributions to the binding entropy of protein-ligand complexes.

机构信息

Department of Chemistry, University of Southern California, Los Angeles, California 90089-1062, USA.

出版信息

Proteins. 2010 May 15;78(7):1724-35. doi: 10.1002/prot.22689.

Abstract

One of the most important requirements in computer-aided drug design is the ability to reliably evaluate the binding free energies. However, the process of ligand binding is very complex because of the intricacy of the interrelated processes that are difficult to predict and quantify. In fact, the deeper understanding of the origin of the observed binding free energies requires the ability to decompose these free energies to their contributions from different interactions. Furthermore, it is important to evaluate the relative entropic and enthalpic contributions to the overall free energy. Such an evaluation is useful for assessing temperature effects and exploring specialized options in enzyme design. Unfortunately, calculations of binding entropies have been much more challenging than calculations of binding free energies. This work is probably the first to present microscopic evaluation of all of the relevant components to the binding entropy, namely configurational, polar solvation, and hydrophobic entropies. All of these contributions are evaluated by the restraint release approach. The calculated results shed an interesting light on major compensation effects in both the solvation and hydrophobic effect and, despite some overestimate, can provide very useful insight. This study also helps in analyzing some problems with the widely used molecular mechanics/Poisson-Boltzmann surface area approach.

摘要

在计算机辅助药物设计中,最重要的要求之一是能够可靠地评估结合自由能。然而,由于相关过程的复杂性,配体结合过程非常复杂,难以预测和量化。事实上,要深入了解观察到的结合自由能的起源,就需要能够将这些自由能分解为来自不同相互作用的贡献。此外,评估整体自由能的相对熵和焓贡献也很重要。这种评估对于评估温度效应和探索酶设计的特殊方案非常有用。不幸的是,与结合自由能的计算相比,结合熵的计算更具挑战性。这项工作可能是首次对结合熵的所有相关组成部分(即构象、极性溶剂化和疏水熵)进行微观评估。所有这些贡献都通过释放约束的方法进行评估。计算结果揭示了溶剂化和疏水效应中主要补偿效应的有趣方面,尽管存在一些高估,但可以提供非常有用的见解。这项研究还有助于分析广泛使用的分子力学/泊松-玻尔兹曼表面区域方法的一些问题。

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