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首页> 外文期刊>Journal of Computational Chemistry: Organic, Inorganic, Physical, Biological >Rapid QM/MM approach for biomolecular systems under periodic boundary conditions: Combination of the density-functional tight-binding theory and particle mesh Ewald method
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Rapid QM/MM approach for biomolecular systems under periodic boundary conditions: Combination of the density-functional tight-binding theory and particle mesh Ewald method

机译:周期性边界条件下生物分子系统的快速QM / MM方法:密度泛函紧密结合理论与粒子网格Ewald方法的结合

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A quantum mechanical/molecular mechanical (QM/MM) approach based on the density-functional tight-binding (DFTB) theory is a useful tool for analyzing chemical reaction systems in detail. In this study, an efficient QM/MM method is developed by the combination of the DFTB/MM and particle mesh Ewald (PME) methods. Because the Fock matrix, which is required in the DFTB calculation, is analytically obtained by the PME method, the Coulomb energy is accurately and rapidly computed. For assessing the performance of this method, DFTB/MM calculations and molecular dynamics simulation are conducted for a system consisting of two amyloid-(1-16) peptides and a zinc ion in explicit water under periodic boundary conditions. As compared with that of the conventional Ewald summation method, the computational cost of the Coulomb energy by utilizing the present approach is drastically reduced, i.e., 166.5 times faster. Furthermore, the deviation of the electronic energy is less than 10-6 Eh. (c) 2016 Wiley Periodicals, Inc.
机译:基于密度泛函紧密结合(DFTB)理论的量子力学/分子力学(QM / MM)方法是详细分析化学反应系统的有用工具。在这项研究中,通过结合DFTB / MM和粒子网格Ewald(PME)方法开发了一种有效的QM / MM方法。由于DFTB计算中所需的Fock矩阵是通过PME方法解析获得的,因此可以准确而快速地计算出库仑能量。为了评估此方法的性能,在周期性边界条件下,在显性水中由两个淀粉样蛋白(1-16)肽和锌离子组成的系统进行了DFTB / MM计算和分子动力学模拟。与传统的埃瓦尔德求和方法相比,通过使用本方法的库仑能量的计算成本被大大降低,即快了166.5倍。此外,电能的偏差小于10-6 Eh。 (c)2016年威利期刊有限公司

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