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Calculating solution redox free energies with ab initio quantum mechanical/molecular mechanical minimum free energy path method

机译:从头算量子力学/分子力学最小自由能路径法计算溶液氧化还原自由能

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摘要

A quantum mechanical/molecular mechanical minimum free energy path (QM/MM-MFEP) method was developed to calculate the redox free energies of large systems in solution with greatly enhanced efficiency for conformation sampling. The QM/MM-MFEP method describes the thermodynamics of a system on the potential of mean force surface of the solute degrees of freedom. The molecular dynamics (MD) sampling is only carried out with the QM subsystem fixed. It thus avoids “on-the-fly” QM calculations and thus overcomes the high computational cost in the direct QM/MM MD sampling. In the applications to two metal complexes in aqueous solution, the new QM/MM-MFEP method yielded redox free energies in good agreement with those calculated from the direct QM/MM MD method. Two larger biologically important redox molecules, lumichrome and riboflavin, were further investigated to demonstrate the efficiency of the method. The enhanced efficiency and uncompromised accuracy are especially significant for biochemical systems. The QM/MM-MFEP method thus provides an efficient approach to free energy simulation of complex electron transfer reactions.
机译:开发了一种量子力学/分子机械最小自由能路径(QM / MM-MFEP)方法来计算溶液中大型系统的氧化还原自由能,大大提高了构象采样的效率。 QM / MM-MFEP方法描述了在溶质自由度的平均力表面上的系统的热力学。分子动力学(MD)采样仅在固定的QM子系统下进行。因此,它避免了“即时” QM计算,从而克服了直接QM / MM MD采样中的高计算成本。在应用于水溶液中的两种金属配合物时,新的QM / MM-MFEP方法产生的氧化还原自由能与直接QM / MM MD方法计算的自由能非常吻合。进一步研究了两个较大的重要生物学氧化还原分子,即发光铬和核黄素,以证明该方法的有效性。效率的提高和准确性的提高对于生化系统尤为重要。因此,QM / MM-MFEP方法为复杂电子转移反应的自由能仿真提供了一种有效的方法。

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