首页> 外文期刊>The Journal of Organic Chemistry >Relativistic Force Field: Parametric Computations of Proton?Proton Coupling Constants in ~1H NMR Spectra
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Relativistic Force Field: Parametric Computations of Proton?Proton Coupling Constants in ~1H NMR Spectra

机译:相对论力场:〜1H NMR光谱中质子-质子耦合常数的参数计算

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Spin?spin coupling constants in ~1H NMR carry a wealth of structural information and offer a powerful tool for deciphering molecular structures. However, accurate ab initio or DFT calculations of spin?spin coupling constants have been very challenging and expensive. Scaling of (easy) Fermi contacts, fc, especially in the context of recent findings by Bally and Rablen (Bally, T.; Rablen, P. R. J. Org. Chem. 2011, 76, 4818), offers a framework for achieving practical evaluation of spin?spin coupling constants. We report a faster and more precise parametrization approach utilizing a new basis set for hydrogen atoms optimized in conjunction with (i) inexpensive B3LYP/6-31G(d) molecular geometries, (ii) inexpensive 4-31G basis set for carbon atoms in fc calculations, and (iii) individual parametrization for different atom types/hybridizations, not unlike a force field in molecular mechanics, but designed for the fc's. With the training set of 608 experimental constants we achieved rmsd <0.19 Hz. The methodology performs very well as we illustrate with a set of complex organic natural products, including strychnine (rmsd 0.19 Hz), morphine (rmsd 0.24 Hz), etc. This precision is achieved with much shorter computational times: accurate spin?spin coupling constants for the two conformers of strychnine were computed in parallel on two 16-core nodes of a Linux cluster within 10 min.
机译:〜1H NMR中的自旋-自旋偶合常数具有大量结构信息,并为解密分子结构提供了强大的工具。然而,自旋-自旋耦合常数的精确的从头算或DFT计算非常具有挑战性且昂贵。 (简单)费米接触的缩放比例fc,特别是在Bally和Rablen的最新发现的背景下(Bally,T .; Rablen,PRJ Org。Chem。2011,76,4818)提供了一个框架,可以实现对自旋的实际评估自旋耦合常数。我们报告了一种更快,更精确的参数化方法,该方法利用了针对氢原子的新基础集并与(i)廉价的B3LYP / 6-31G(d)分子几何结构进行了优化,(ii)廉价的4-31G基础集,用于fc中的碳原子计算,以及(iii)针对不同原子类型/杂化作用的个体参数化,与分子力学中的力场不同,而是针对fc设计的。通过608个实验常数的训练集,我们获得rmsd <0.19 Hz。正如我们用一组复杂的有机天然产物所说明的那样,该方法的效果非常好,包括士的宁(rmsd 0.19 Hz),吗啡(rmsd 0.24 Hz)等。此精度可通过更短的计算时间实现:精确的自旋-自旋耦合常数在10分钟内,在Linux集群的两个16核节点上并行计算了士的宁的两个构象异构体。

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