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基于金的超原子的自旋轨道效应:相对论性简并电子气模型。

Spin-orbit effects on a gold-based superatom: a relativistic Jellium model.

机构信息

Doctorado en Fisicoquimica Molecular, ReMoPh group, Universidad Andres Bello, Santiago, Chile.

出版信息

Phys Chem Chem Phys. 2012 Jan 28;14(4):1408-11. doi: 10.1039/c1cp22420d. Epub 2011 Dec 9.

Abstract

The inclusion of relativistic effects always brings to the scientific community great and stimulating surprises. To consider the spin-orbit term, which accounts for the interaction between the spatial and spin coordinates, requires the use of double point groups of symmetry in order to solve the Dirac equation or the two component approximation to it, leading to total angular momenta (j) functions, atomic or molecular spinors, instead of pure orbital angular momenta (l), atomic or molecular orbitals. Large and small components, derived from the Dirac treatment, depict wavefunctions corresponding to fermions, electrons, which are described for the first time for a superatom case. In addition, their behavior is revisited in order to clarify the effects of the inclusion of the spin-orbit coupling into the electronic structure calculations, which can be extended to other superatoms, clusters, molecules and atoms.

摘要

相对论效应的包含总会给科学界带来巨大而令人兴奋的惊喜。考虑自旋轨道项,它描述了空间坐标和自旋坐标之间的相互作用,需要使用双重点群对称性来求解狄拉克方程或其两分量近似,从而得到总角动量(j)函数、原子或分子旋量,而不是纯轨道角动量(l)、原子或分子轨道。由狄拉克处理得到的大分量和小分量描绘了对应于费米子(电子)的波函数,这是首次在超原子情况下对其进行描述。此外,还重新研究了它们的行为,以阐明将自旋轨道耦合纳入电子结构计算的影响,这可以扩展到其他超原子、团簇、分子和原子。

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