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Fully Relativistic Calculations of NMR and EPR Parameters in the Framework of the Matrix Dirac-Kohn-Sham Equation

机译:矩阵DiRAC-Kohn-Mafs方程框架中NMR和EPR参数的完全相对论计算

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During the last two decades it has become clear that, when going down the periodical table, relativity affects NMR and EPR parameters much earlier than geometry of molecules. The reason lies in a well-known strong sensitivity of those parameters to the details of the electronic structure in the core area. While some systems and problems could be safely treated by more approximate relativistic approaches, there is still a need for fully relativistic calculations of NMR and EPR parameters. Surprisingly that, to the best of our knowledge till now there were no publications on four-component DFT calculations of NMR indirect nuclear spin-spin coupling constants [1] and EPR g-tensors. In this context, we would like to report here on a recent progress made in our group in fully relativistic Dirac-Kohn-Sham calculations of NMR and EPR parameters. In particular, we will show the results of calculations of g-tensor for [Wo(bdt)_2]~- (bdt=benzene-1,2-dithiolate) complex. Importance of variational treatment of spin-orbit operators in calculations of g-tensor for moderate-size transition metal complexes will be demonstrated. Then the concept of restricted magnetically balance (RMB), that is the cornerstone of our mDKS-RMB method, will be briefly described. A few calculations of NMR parameters - shielding tensor [3] and spin-spin coupling tensor [2] will be presented. Pilot calculations of chemical shifts using GIAO approach will be also shown.
机译:在过去的二十年中,已经清楚地说明,在期刊表时,相对论会影响比分子的几何形状更早的NMR和EPR参数。原因在于将这些参数的众所周知的强烈敏感性置于核心区域中的电子结构的细节。虽然可以通过更近似的相对论方法安全地处理一些系统和问题,但仍然需要完全相对论的NMR和EPR参数的计算。令人惊讶的是,据我们所知,直到现在,NMR间接核自旋旋转偶联常数[1]和EPR G-TENTORS的四组分DFT计算没有出版物。在这种情况下,我们希望在此报告我们在本集团的最新进展中,以完全相对论的Dirac-Kohn-Sham计算NMR和EPR参数。特别是,我们将显示[WO(BDT)_2]〜 - (BDT =苯-1,2-二硫酸盐)复合物的G-Tensor的计算结果。将说明旋转轨道运算符在适用于中等大小过渡金属配合物的G-TCONOR计算中的变分处理的重要性。然后将简要描述限制磁平衡(RMB)的概念,即我们的MDKS-RMB方法的基石。将呈现几次NMR参数屏蔽张量[3]和旋转旋转耦合张量[2]。还显示了使用助攻方法的化学转移试验计算。

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