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Strain Effects on the Electronic Properties of a Graphene Wormhole by Silva, J. E. G.; Yeşiltaş, Ö.; Furtado, J.; Filho, A. A. Araújo is a scholarly article available to read on EtoBox.

What is Strain Effects on the Electronic Properties of a Graphene Wormhole about?

In this work, we explore the strain and curvature effects on the electronic properties of a curved graphene structure, called the graphene wormhole. The electron dynamics is described by a massless Dirac fermion containing position--dependent Fermi velocity. In addition, the strain produces a pseudo--magnetic vector potential to the geometric coupling. For an isotropic strain tensor, the decoupled components of the spinor field exhibit a supersymmetric (SUSY) potential, depending on the centrifugal term and the external magnetic field only. In the absence of a external magnetic field, the strain yields to an exponential damped amplitude, whereas the curvature leads to a power--law damping of the wave function. The spin--curvature coupling breaks the chiral symmetry between the upper and the lower spinor component, which leads to the increasing of the wave function on either upper or lower region of the wormhole, i.e., depending on the spin number. By adding an uniform magnetic field, the effective potential exhibits an asymptotic quadratic profile and a spin--curvature barrier near the throat. As a result, the bound states (Landau levels) are confined around the wormhole throat sho

Author

Silva, J. E. G.; Yeşiltaş, Ö.; Furtado, J.; Filho, A. A. Araújo

Published

2024

Language

EN