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Electron–Nucleus Hyperfine Coupling Calculated from Restricted Active Space Wavefunctions and an Exact Two-Component Hamiltonian

机译:电子核高血清耦合从受限的有源空间波力和精确的双组分Hamiltonian计算

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摘要

Exact two-component (X2C) relativistic nuclear hyperfine magnetic field operators were incorporated in X2C ab initio wavefunction calculations at the multireference restricted active space (RAS) level for calculations of nuclear hyperfine magnetic properties. Spin–orbit coupling was treated via RAS state interaction (SO–RASSI). The method was tested by calculations of electron–nucleus hyperfine coupling constants. The approach, implemented in the OpenMolcas program, overcomes a major limitation of a previous SO–RASSI implementation for hyperfine coupling that relied on nonrelativistic hyperfine operators [J. Chem. Theor. Comput. 2015 , 11 , 538–549] and therefore had limited applicability. Results from calculations on systems with light and heavy main group elements, transition metals, lanthanides, and one actinide complex demonstrate reasonably good agreement with experimental data, where available, as long as the active space can generate sufficient spin polarization.
机译:在多参考受限活动空间(RAS)水平上,精确的二分量(X2C)相对论核超精细磁场算符被纳入X2C从头算波函数计算中,用于计算核超精细磁性。自旋-轨道耦合通过RAS态相互作用(SO-RASSI)处理。该方法通过计算电子-核超精细耦合常数进行了验证。该方法在OpenMolcas项目中实施,克服了以前超精细耦合的SO-RASSI实现的一个主要限制,该实现依赖于非相对论超精细算子[J.Chem.Thero.Compute.2015,11538–549],因此适用性有限。对含有轻和重主族元素、过渡金属、镧系元素和一个锕系络合物的系统的计算结果表明,只要活动空间能够产生足够的自旋极化,就可以与实验数据(如果可用)相当好地一致。

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