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The role of gauge symmetry in spintronics

机译:规范对称在自旋电子学中的作用

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In this work we employ a field theoretical approach to explain the nature of the non-conserved spin current in spintronics. In particular, we consider the usual U(1) gauge theory for the electromagnetism at classical level in order to obtain the broken continuity equation involving the spin current and spin-transfer torque. Inspired by the recent work of A. Vernes, B. L. Gyorffy and P. Weinberger where they obtain such an equation in terms of relativistic quantum mechanics, we formalize their result in terms of the well known currents of field theory such as the Bargmann-Wigner current and the chiral current. Thus, an interpretation of spintronics is provided in terms of Noether currents (conserved or not) and symmetries of the electromagnetism. In fact, the main result of the present work is that the non-conservation of the spin current is associated with the gauge invariance of physical observables where the breaking term is proportional to the chiral current. Moreover, we generalize their result by including the electromagnetic field as a dynamical field instead of an external one.
机译:在这项工作中,我们采用场论方法来解释自旋电子学中非保守自旋电流的性质。特别是,我们考虑了经典电磁水平的U(1)规范理论,以便获得涉及自旋电流和自旋传递转矩的连续性方程。受A.Vernes,BL Gyorffy和P.Weinberger最近的工作的启发,他们根据相对论量子力学获得了这样的方程式,我们根据诸如Bargmann-Wigner电流之类的场论电流将其结果形式化。和手性电流。因此,提供了自旋电子学的诺贝尔电流(守恒与否)和电磁对称性的解释。实际上,当前工作的主要结果是自旋电流的不守恒与物理观测值的标准不变性有关,其中断裂项与手性电流成正比。此外,我们通过将电磁场作为动态场而不是外部场来概括其结果。

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