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用于估算蛋白质中反应自由能的QM/MM-PBSA方法。

QM/MM-PBSA method to estimate free energies for reactions in proteins.

作者信息

Kaukonen Markus, Söderhjelm Pär, Heimdal Jimmy, Ryde Ulf

机构信息

Department of Theoretical Chemistry, Lund University, Chemical Centre, Lund, Sweden.

出版信息

J Phys Chem B. 2008 Oct 2;112(39):12537-48. doi: 10.1021/jp802648k. Epub 2008 Sep 9.

Abstract

We have developed a method to estimate free energies of reactions in proteins, called QM/MM-PBSA. It estimates the internal energy of the reactive site by quantum mechanical (QM) calculations, whereas bonded, electrostatic, and van der Waals interactions with the surrounding protein are calculated at the molecular mechanics (MM) level. The electrostatic part of the solvation energy of the reactant and the product is estimated by solving the Poisson-Boltzmann (PB) equation, and the nonpolar part of the solvation energy is estimated from the change in solvent-accessible surface area (SA). Finally, the change in entropy is estimated from the vibrational frequencies. We test this method for five proton-transfer reactions in the active sites of [Ni,Fe] hydrogenase and copper nitrite reductase. We show that QM/MM-PBSA reproduces the results of a strict QM/MM free-energy perturbation method with a mean absolute deviation (MAD) of 8-10 kJ/mol if snapshots from molecular dynamics simulations are used and 4-14 kJ/mol if a single QM/MM structure is used. This is appreciably better than the original QM/MM results or if the QM energies are supplemented with a point-charge model, a self-consistent reaction field, or a PB model of the protein and the solvent, which give MADs of 22-36 kJ/mol for the same test set.

摘要

我们开发了一种估算蛋白质中反应自由能的方法,称为QM/MM-PBSA。它通过量子力学(QM)计算来估算反应位点的内能,而与周围蛋白质的键合、静电和范德华相互作用则在分子力学(MM)水平上进行计算。反应物和产物溶剂化能的静电部分通过求解泊松-玻尔兹曼(PB)方程来估算,溶剂化能的非极性部分则根据溶剂可及表面积(SA)的变化来估算。最后,根据振动频率估算熵变。我们对[Ni,Fe]氢化酶和亚硝酸铜还原酶活性位点的五个质子转移反应测试了该方法。我们表明,如果使用分子动力学模拟的快照,QM/MM-PBSA能重现严格的QM/MM自由能微扰方法的结果,平均绝对偏差(MAD)为8 - 10 kJ/mol;如果使用单个QM/MM结构,则MAD为4 - 14 kJ/mol。这明显优于原始的QM/MM结果,或者在QM能量上补充蛋白质和溶剂的点电荷模型、自洽反应场或PB模型的结果,对于相同的测试集,这些方法的MAD为22 - 36 kJ/mol。

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