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Relativistic hybrid density functional calculations of indirect nuclear spin-spin coupling tensors - Comparison with experiment for diatomic alkali metal halides

机译:间接核自旋自旋耦合张量的相对论混合密度泛函计算-与双原子碱金属卤化物的实验比较

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The accurate calculation of the isotropic (J_(iso)) and anisotropic (ΔJ) parts of indirect nuclear spin-spin coupling tensors is a stringent test for quantum chemistry, particularly for couplings involving heavy isotopes where relativistic effects and relativity - electron correlation cross terms are expected to play an important role. Experimental measurements on diatomic molecules in the gas phase offer ideal data for testing the success of computational approaches, since the data are essentially free from intermolecular effects, and precise coupling anisotropics may be reliably extracted in favourable cases. On the basis of available experimental molecular-beam coupling-tensor parameters for diatomic alkali metal halides, we tabulate known values of J_(iso) and, taking rotational-vibrational corrections to the direct dipolar coupling constant into account, precise values of ΔJ are determined for the ground rovibrational state. First-principles calculations of the coupling tensors were performed using a recently developed program based on hybrid density functional theory using the two-component relativistic zeroth-order regular approximation (ZORA). Experimental trends in J_(iso) and ΔJ are reproduced with correlation coefficients of 0.993 and 0.977, respectively. Periodic trends in the coupling constants and their dependence on the product of the atomic numbers of the coupled nuclei are discussed. Finally, the hybrid functional method is also successfully tested against experimental data for a series of polyatomic xenon fluorides and group-17 fluorides.
机译:间接核自旋自旋耦合张量的各向同性(J_(iso))和各向异性(ΔJ)部分的精确计算是对量子化学的严格测试,尤其是对于涉及相对论效应和相对论-电子相关交叉项的重同位素耦合有望发挥重要作用。气相中双原子分子的实验测量为测试计算方法的成功提供了理想的数据,因为该数据基本上没有分子间效应,并且在有利的情况下可以可靠地提取出精确的耦合各向异性。根据双原子碱金属卤化物的可用实验性分子束耦合张量参数,我们将已知的J_(iso)值制成表格,并考虑对直接偶极耦合常数的旋转振动校正,从而确定ΔJ的精确值为地面振动状态。使用最近开发的程序,基于混合密度泛函理论,使用两分量相对论零阶正则逼近(ZORA),对耦合张量进行了第一性原理计算。 J_(iso)和ΔJ的实验趋势分别以相关系数0.993和0.977再现。讨论了耦合常数的周期性趋势及其对耦合核原子数乘积的依赖性。最后,还针对一系列多原子氙氟化物和17族氟化物的实验数据成功测试了混合功能方法。

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