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首页> 外文期刊>The Journal of Chemical Physics >Relativistic two-component calculations of electronic g-tensors that include spin polarization
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Relativistic two-component calculations of electronic g-tensors that include spin polarization

机译:电子g张量的相对论两分量计算,包括自旋极化

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The first two-component relativistic density-functional approach for the calculation of electronic g-tensors is reported that includes spin polarization using noncollinear spin-density functionals. The method is based on the relativistic Douglas-Kroll-Hess Hamiltonian and has been implemented into the ReSpect program package. Using three self-consistent-field calculations with orthogonal orientations of total magnetization J, the full g-matrix may be obtained. In contrast to previous spin-restricted two-component treatments, results with the new approach agree excellently with spin-polarized one-component calculations for light-atom radicals. Additionally, unlike one-component approaches, the method also reproduces successfully the negative Delta g(parallel to)-values of heavy-atom (2)Sigma radicals and the negative Delta g(perpendicular to) components in cysteinyl. The new method removes effectively the dilemma existing up to now regarding the simultaneous inclusion of spin polarization and higher-order spin-orbit effects in g-tensor calculations. It is straightforwardly applicable to higher than doublet spin multiplicities and has been implemented with hybrid functionals.
机译:据报道,用于电子g张量计算的第一个两分量相对论密度函数方法包括使用非共线自旋密度函数的自旋极化。该方法基于相对论的Douglas-Kroll-Hess Hamiltonian,并已实施到ReSpect程序包中。使用具有总磁化强度J正交方向的三个自洽场计算,可以获得完整的g矩阵。与以前的自旋受限双组分处理相反,新方法的结果与光原子自由基的自旋极化单组分计算非常吻合。另外,与单组分方法不同,该方法还成功复制了半胱氨酰中重原子(2)Sigma自由基的负Delta g(平行)值和负半胱氨酸Δg(垂直)。新方法有效地消除了迄今为止在g张量计算中同时包含自旋极化和高阶自旋轨道效应的难题。它可以直接应用于高于双峰自旋的多重性,并已通过混合功能实现。

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