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首页> 外文期刊>Journal of chemical theory and computation: JCTC >Assessment of Popular DFT and Semiempirical Molecular Orbital Techniques for Calculating Relative Transition State Energies and Kinetic Product Distributions in Enantioselective Organocatalytic Reactions
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Assessment of Popular DFT and Semiempirical Molecular Orbital Techniques for Calculating Relative Transition State Energies and Kinetic Product Distributions in Enantioselective Organocatalytic Reactions

机译:流行的DFT和半经验分子轨道技术的评估,用于计算对映选择性有机催化反应中的相对过渡态能量和动力学产物分布

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摘要

The performance of computationally accessible levels of calculation for the transition states of organocatalytic reaction has been assessed. Reference post-Hartree-Fock single point energy calculations were used as standards for the gas-phase Born- Oppenheimer relative energies of pairs of alternative transition states that lead to the two product enantiomers. We show that semiempirical methods cannot even be relied on to yield qualitatively correct results. The geometries (optimized, for instance, with DFT) have a large impact on the results of high-level post-HF calculations, so that it is essential to use an adequate DFT technique and basis set. DFT can yield quantitatively correct results that are consistent with post-HF calculations if functionals that consider dispersion are used. Geometries for large systems show larger errors than those for smaller ones but are treated better by functionals such as M06-2X and w97Bxd that include dispersion implicitly or explicitly. Local correlation techniques introduce errors of comparable magnitude to those given by different levels of geometry optimization. We recommend R1CC2/TZVP//M06-2X/ TZVP, RI-MP2/TZVP// M06-2X/TZVP, and M06-2X/TZVP// M06-2X/TZVP calculations in that order, depending on the size of the system.
机译:已经评估了有机催化反应过渡态的可计算计算水平的性能。参考Hartree-Fock后的单点能量计算被用作导致两个产物对映体的交替过渡态对的气相Born-Oppenheimer相对能量的标准。我们证明,甚至不能依靠半经验方法得出定性正确的结果。几何形状(例如,使用DFT优化)对高级HF后计算的结果有很大影响,因此必须使用适当的DFT技术和基础集。如果使用考虑了色散的功能,DFT可以产生与HF后计算一致的定量正确结果。大型系统的几何图形显示出比小型系统更大的几何图形误差,但是通过M06-2X和w97Bxd之类的函数隐式或显式地包含色散,可以更好地处理它们。局部相关技术会引入与不同级别的几何优化所产生的误差相当的误差。我们建议R1CC2 / TZVP // M06-2X / TZVP,RI-MP2 / TZVP // M06-2X / TZVP和M06-2X / TZVP // M06-2X / TZVP计算顺序,具体取决于系统。

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