Electronic ground state properties of strained graphene
arXiv:1210.4268 · doi:10.1103/PhysRevB.86.155435
Abstract
We consider the effect of the Coulomb interaction in strained graphene using tight-binding approximation together with the Hartree-Fock interactions. The many-body energy dispersion relation, anisotropic Fermi velocity renormalization and charge compressibility in the presence of uniaxial strain are calculated. We show that the quasiparticle quantities are sensitive to homogenous strain and indeed, to its sign. The charge compressibility is enhanced by stretching and suppressed by compressing a graphene sheet. We find a reduction of Fermi velocity renormalization along the direction of graphene deformation, in good agreement with the recent experimental observation.
19 pages, 6 figures. To appear in Phys. Rev. B
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- Landau Levels in Uniaxially Strained Graphene: A Geometrical Approach
- Phase-space representation of Landau and electron coherent states for uniaxially strained graphene
- Valley-dependent time evolution of coherent electron states in tilted anisotropic Dirac materials
- Electronic structure and layer-resolved transmission of bilayer graphene nanoribbon in the presence of vertical fields
- Anomalous Floquet tunneling in uniaxially strained graphene
- Charge compressibility and quantum magnetic phase transition in MoS
- Pseudo Landau levels, negative strain resistivity, and enhanced thermopower in twisted graphene nanoribbons
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