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首页> 外文期刊>Journal of Computer-Aided Molecular Design >Binding free energies in the SAMPL6 octa-acid host–guest challenge calculated with MM and QM methods
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Binding free energies in the SAMPL6 octa-acid host–guest challenge calculated with MM and QM methods

机译:用MM和QM方法计算的SAMPL6 Octa-acid宿主挑战中的无限增合能量

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We have estimated free energies for the binding of eight carboxylate ligands to two variants of the octa-acid deep-cavity host in the SAMPL6 blind-test challenge (with or without endo methyl groups on the four upper-rim benzoate groups, OAM and OAH, respectively). We employed free-energy perturbation (FEP) for relative binding energies at the molecular mechanics (MM) and the combined quantum mechanical (QM) and MM (QM/MM) levels, the latter obtained with the reference-potential approach with QM/MM sampling for the MM → QM/MM FEP. The semiempirical QM method PM6-DH+ was employed for the ligand in the latter calculations. Moreover, binding free energies were also estimated from QM/MM optimised structures, combined with COSMO-RS estimates of the solvation energy and thermostatistical corrections from MM frequencies. They were performed at the PM6-DH+ level of theory with the full host and guest molecule in the QM system (and also four water molecules in the geometry optimisations) for 10–20 snapshots from molecular dynamics simulations of the complex. Finally, the structure with the lowest free energy was recalculated using the dispersion-corrected density-functional theory method TPSS-D3, for both the structure and the energy. The two FEP approaches gave similar results (PM6-DH+/MM slightly better for OAM), which were among the five submissions with the best performance in the challenge and gave the best results without any fit to data from the SAMPL5 challenge, with mean absolute deviations (MAD) of 2.4–5.2?kJ/mol and a correlation coefficient ( R _(2)) of 0.77–0.93. This is the first time QM/MM approaches give binding free energies that are competitive to those obtained with MM for the octa-acid host. The QM/MM-optimised structures gave somewhat worse performance (MAD?=?3–8?kJ/mol and R _(2)?=?0.1–0.9), but the results were improved compared to previous studies of this system with similar methods.
机译:我们估计了八个羧酸盐配体的结合到Sampl6盲试验攻击中八个羧酸酯配体的两个变体的自由能量(在四个上边缘苯甲酸酯组,OAM和OAH上有或没有内甲基, 分别)。我们在分子机械(mm)处的相对结合能量(MM)和组合量子机械(QM)和MM(QM / mm)水平的相对结合能采用自由能扰动(FEP),用QM / mm的参考电位方法获得后者对MM→QM / MM FEP的采样。半透镜QM方法PM6-DH +在后一种计算中用于配体。此外,还从QM / MM优化的结构估计了无限化能量,与MM频率的溶剂化能量和恒温校正的宇宙-RS估计相结合。它们在PM6-DH +理论水平上进行了QM系统中的全宿主和访客分子(以及几何优化中的四个水分子),用于复合物的分子动力学模拟10-20个快照。最后,使用色散校正的密度功能理论方法TPSS-D3来重新计算具有最低自由能量的结构,用于结构和能量。两个FEP方法给出了类似的结果(对OAM略微稍微更好的PM6-DH + / mm),这是挑战中最佳性能的五个提交中,并且没有任何适合来自SAMPR5挑战的数据,其绝对是绝对的偏差(疯狂)为2.4-5.2?KJ / mol和相关系数(R _(2))为0.77-0.93。这是第一次QM / MM方法给出含有对八氧酸宿主的MM获得的有竞争力的无限化能量。 QM / MM优化的结构具有稍微差的性能(MAD?= 3-8?KJ / MOL和R _(2)?=?0.1-0.9),但与本系统的先前研究相比,结果得到了改善类似的方法。

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