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电子顺磁共振g张量的自旋-其他轨道贡献的规范不变性。

Gauge invariance of the spin-other-orbit contribution to the g-tensors of electron paramagnetic resonance.

作者信息

Patchkovskii S, Strong R T, Pickard C J, Un Sun

机构信息

Steacie Institute for Molecular Sciences, National Research Council (NRC) Canada, 100 Sussex Dr., Ottawa, Ontario K1A 0R6, Canada.

出版信息

J Chem Phys. 2005 Jun 1;122(21):214101. doi: 10.1063/1.1917840.

Abstract

The spin-other-orbit (SOO) contribution to the g-tensor (DeltagSOO) of electron paramagnetic resonance arises due to the interaction of electron-spin magnetic moment with the magnetic field produced by the orbital motion of other electrons. A similar mechanism is responsible for the leading term in nuclear magnetic-shielding tensors sigma. We demonstrate that analogous to sigma, paramagnetic DeltagSOO contribution exhibits a pronounced dependence on the choice of the magnetic-field gauge. The gauge corrections to DeltagSOO are similar in magnitude, and opposite in sign, to the paramagnetic SOO term. We calculate gauge-invariant DeltagSOO values using gauge-including atomic orbitals and density-functional theory. For organic radicals, complete gauge-invariant DeltagSOO values typically amount to less than 500 parts per million (ppm), and are small compared to other g-tensor contributions. For the first-row transition-metal compounds, DeltagSOO may contribute several thousand ppm to the g-tensor, but are negligible compared to the remaining deviations from experiment. With popular choices for the magnetic-field gauge, the individual gauge-variant contributions may be an order of magnitude higher, and do not provide a reliable estimation of DeltagSOO.

摘要

电子顺磁共振的g张量(ΔgSOO)中的自旋-其他轨道(SOO)贡献源于电子自旋磁矩与其他电子轨道运动产生的磁场之间的相互作用。类似的机制是核磁屏蔽张量σ中主导项的原因。我们证明,与σ类似,顺磁ΔgSOO贡献对磁场规范的选择表现出明显的依赖性。对ΔgSOO的规范校正与顺磁SOO项在大小上相似,但符号相反。我们使用包含规范的原子轨道和密度泛函理论来计算规范不变的ΔgSOO值。对于有机自由基,完整的规范不变ΔgSOO值通常小于百万分之500(ppm),与其他g张量贡献相比很小。对于第一行过渡金属化合物,ΔgSOO可能对g张量贡献几千ppm,但与实验的其余偏差相比可以忽略不计。对于磁场规范的常见选择,各个规范变体贡献可能高出一个数量级,并且不能提供对ΔgSOO的可靠估计。

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