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首页> 外文期刊>The Journal of Chemical Physics >Quantitative prediction of gas-phase C-13 nuclear magnetic shielding constants [Review]
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Quantitative prediction of gas-phase C-13 nuclear magnetic shielding constants [Review]

机译:气相C-13核磁屏蔽常数的定量预测[综述]

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Benchmark calculations of C-13 nuclear magnetic shielding constants are performed for a set of 16 molecules. It is demonstrated that near- quantitative accuracy (similar to 1 - 2 ppm deviation from experiment) can be achieved if (1) electron correlation is adequately treated by employing the coupled- cluster singles and doubles (CCSD) model augmented by perturbative corrections for triple excitations [CCSD(T)], (2) large (uncontracted) basis sets are used, (3) calculations are performed at accurate equilibrium geometries (obtained from CCSD(T)/cc- pVTZ or CCSD(T)/ cc- pVQZ calculations), and (4) vibrational averaging is included. In this way [CCSD(T)/13s9p4d3f calculations corrected for vibrational effects], the mean deviation and standard deviation from experiment are 1.6 and 0.8 ppm, respectively. Less complete theoretical treatments result in larger errors. Consideration of relative shifts might reduce the mean deviation ( through an appropriately chosen reference compound), but cannot change the standard deviation. Density- functional theory calculations of nuclear magnetic shielding constants are found to be less accurate, intermediate between Hartree - Fock self- consistent- field and second- order Moller - Plesset perturbation theory. (C) 2003 American Institute of Physics. [References: 116]
机译:对一组16个分子进行C-13核磁屏蔽常数的基准计算。结果表明,如果(1)通过采用耦合簇单双态模型(CCSD)并通过扰动校正增强了三重耦合,则可以充分处理近乎定量的准确度(与实验偏差相近1-2 ppm)。激发[CCSD(T)],(2)使用大的(非合约)基集,(3)在精确的平衡几何上执行计算(从CCSD(T)/ cc- pVTZ或CCSD(T)/ cc-pVQZ获得计算),并且(4)包括振动平均。这样[校正了振动影响的CCSD(T)/ 13s9p4d3f计算],与实验的平均偏差和标准偏差分别为1.6和0.8 ppm。较不完整的理论处理会导致较大的误差。考虑相对位移的可能会降低平均偏差(通过适当选择的参照化合物),但不能改变的标准偏差。核磁屏蔽常数的密度泛函理论计算精度较低,介于Hartree-Fock自洽场和二阶Moller-Plesset微扰理论之间。 (C)2003美国物理研究所。 [参考:116]

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