Electronic transport in two-dimensional strained Dirac materials under multi-step Fermi velocity barrier: transfer matrix method for supersymmetric systems
arXiv:2106.10902 · doi:10.1140/epjb/s10051-021-00176-x
Abstract
In recent years, graphene and other two-dimensional Dirac materials like silicene, germanene, etc. have been studied from different points of view: from mathematical physics, condensed matter physics to high energy physics. In this study, we utilize both supersymmetric quantum mechanics (SUSY-QM) and transfer matrix method (TTM) to examine electronic transport in two-dimensional Dirac materials under the influences of multi-step deformation as well as multi-step Fermi velocity barrier. The effects of multi-step effective mass and multi-step applied fields are also taken into account in our investigation. Results show the possibility of modulating the Klein tunneling of Dirac electron by using strain or electric field.
22 pages, 7 figures, published on European Physical Journal B
References in corpus (16)
- The electronic properties of graphene
- Chiral tunneling and the Klein paradox in graphene
- All-graphene integrated circuits via strain engineering
- Dirac materials
- The Rare Two-Dimensional Materials with Dirac Cones
- Novel electric field effects on Landau levels in Graphene
- Multiple magnetic barriers in graphene
- Valley polarized quantum Hall effect and topological insulator phase transitions in silicene
- Wavevector filtering through single-layer and bilayer graphene with magnetic barrier structures
- Scattering in one-dimensional heterostructures described by the Dirac equation
- Massless Dirac fermions in two dimensions: Confinement in nonuniform magnetic fields
- Gauge fields and curvature in graphene
- Localization of massless Dirac particles via spatial modulations of the Fermi velocity
- Effective magnetic field induced by inhomogeneous Fermi velocity in strained honeycomb structures
- Effects of Fermi velocity engineering in magnetic graphene superlattices
- Bilayer graphene coherent states