Liu Zhaomin, Pottel Joshua, Shahamat Moeed, Tomberg Anna, Labute Paul, Moitessier Nicolas
Department of Chemistry, McGill University , 801 Sherbrooke St. W., Montréal, QC, Canada H3A 0B8.
Chemical Computing Group Inc. , 1010 Sherbrooke St. W., Montréal, QC, Canada H3A 2R7.
J Chem Inf Model. 2016 Apr 25;56(4):788-801. doi: 10.1021/acs.jcim.6b00012. Epub 2016 Apr 12.
Computational chemists use structure-based drug design and molecular dynamics of drug/protein complexes which require an accurate description of the conformational space of drugs. Organic chemists use qualitative chemical principles such as the effect of electronegativity on hyperconjugation, the impact of steric clashes on stereochemical outcome of reactions, and the consequence of resonance on the shape of molecules to rationalize experimental observations. While computational chemists speak about electron densities and molecular orbitals, organic chemists speak about partial charges and localized molecular orbitals. Attempts to reconcile these two parallel approaches such as programs for natural bond orbitals and intrinsic atomic orbitals computing Lewis structures-like orbitals and reaction mechanism have appeared. In the past, we have shown that encoding and quantifying chemistry knowledge and qualitative principles can lead to predictive methods. In the same vein, we thought to understand the conformational behaviors of molecules and to encode this knowledge back into a molecular mechanics tool computing conformational potential energy and to develop an alternative to atom types and training of force fields on large sets of molecules. Herein, we describe a conceptually new approach to model torsion energies based on fundamental chemistry principles. To demonstrate our approach, torsional energy parameters were derived on-the-fly from atomic properties. When the torsional energy terms implemented in GAFF, Parm@Frosst, and MMFF94 were substituted by our method, the accuracy of these force fields to reproduce MP2-derived torsional energy profiles and their transferability to a variety of functional groups and drug fragments were overall improved. In addition, our method did not rely on atom types and consequently did not suffer from poor automated atom type assignments.
计算化学家使用基于结构的药物设计以及药物/蛋白质复合物的分子动力学,这需要对药物的构象空间进行准确描述。有机化学家使用定性化学原理,如电负性对超共轭的影响、空间位阻对反应立体化学结果的影响以及共振对分子形状的影响,来解释实验观察结果。当计算化学家谈论电子密度和分子轨道时,有机化学家谈论的是部分电荷和定域分子轨道。已经出现了一些尝试来调和这两种并行方法,例如用于计算类似路易斯结构轨道和反应机理的自然键轨道和固有原子轨道的程序。过去,我们已经表明,对化学知识和定性原理进行编码和量化可以产生预测方法。同样,我们试图理解分子的构象行为,并将这些知识重新编码到一个计算构象势能的分子力学工具中,以开发一种替代原子类型和在大量分子上训练力场的方法。在此,我们描述了一种基于基本化学原理的全新扭转能建模方法。为了证明我们的方法,扭转能参数是根据原子性质即时推导出来的。当用我们的方法取代GAFF、Parm@Frosst和MMFF94中实现的扭转能项时,这些力场在重现MP2推导的扭转能分布方面的准确性以及它们对各种官能团和药物片段的可转移性总体上得到了提高。此外,我们的方法不依赖于原子类型,因此不会受到自动原子类型分配不佳的影响。