Image of the Week: Band inversion due to anisotropic spin-orbit coupling results in a Lifshitz transition in disordered graphene

This week’s image is from a paper recently published in Journal of Physics: Condensed Matter: The influence of anisotropic Rashba spin–orbit coupling on current-induced spin polarization in graphene. This work by Mir Vahid Hosseini uses Green’s function method and linear response theory to calculate the magnitude and direction of spin polarization in a disordered graphene layer, when in the presence of anisotropic Rashba spin–orbit coupling. He shows that anisotropic Rashba spin–orbit coupling gives rise to the non-linear dependence of spin polarization at the range of energies within the Lifshitz points of the conduction and valence bands. This could provide new ways to control spin-polarized current.


Contour plot of constant energy lines of lowest conduction energy band. Here, λ2 = 2λ1 = 2. Figure adapted from J. Phys.: Condens. Matter 29 315502, © Copyright 2017 IOP Publishing.

The image above displays a contour plot of constant energy lines of the lowest conduction energy band in the disordered graphene layer. Band inversion due to anisotropic spin-orbit coupling leads to the changing of Fermi line topology from a closed curve to two disconnected closed curves, resulting in a Lifshitz transition.

Click here to read the Full Article.


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Categories: Journal of Physics: Condensed Matter, JPhys+

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