We investigate the effect of a magnetic field on the band structure of a bilayer graphene with a magic twist angle of 1.08°. The coupling of tight-binding model and Peierls phase allows the calculation of the energy bands of periodic two-dimensional systems. For an orthogonal magnetic field, the Landau levels turn out to be dispersive, especially for magnetic lengths comparable or larger than the twisted bilayer cell size. A high in-plane magnetic field modifies the low-energy bands and gap, which we demonstrate to be a direct consequence of the minimal coupling
We review the effect of uniaxial strain on the low-energy electronic dispersion and Landau level str...
By employing a linearised Boltzmann equation, we calculate the magneto-optical properties of twisted...
We investigate the band structures and transport properties of a zigzag-edged bent bilayer graphene ...
We investigate the effect of a magnetic field on the band structure of a bilayer graphene with a mag...
We investigate magnetic instabilities in charge-neutral twisted bilayer graphene close to so-called ...
In AA-stacked twisted bilayer graphene, the lower energy bands become completely flat when the twist...
International audienceThe band structure of graphene bilayers strictly depends on the twisting angle...
A mutual rotation of two layers of graphene introduces a geometric superstructure, a so-called moiré...
We propose a generalized Peierls substitution method in conjunction with the tight-binding model to ...
ABSTRACT: The Hofstadter butterfly spectrum for Landau levels in a two-dimensional periodic lattice ...
The Hofstadter butterfly spectrum for Landau levels in a two-dimensional periodic lattice is a rare ...
We show that the electronic structure of the low-energy bands in the small angle-twisted bilayer gra...
We show that the electronic structure of the low-energy bands in the small angle-twisted bilayer gra...
Monolayer graphene placed with a twist on top of AB-stacked bilayer graphene hosts topological flat ...
Twisted graphene bilayers develop highly localized states around AA-stacked regions for small twist ...
We review the effect of uniaxial strain on the low-energy electronic dispersion and Landau level str...
By employing a linearised Boltzmann equation, we calculate the magneto-optical properties of twisted...
We investigate the band structures and transport properties of a zigzag-edged bent bilayer graphene ...
We investigate the effect of a magnetic field on the band structure of a bilayer graphene with a mag...
We investigate magnetic instabilities in charge-neutral twisted bilayer graphene close to so-called ...
In AA-stacked twisted bilayer graphene, the lower energy bands become completely flat when the twist...
International audienceThe band structure of graphene bilayers strictly depends on the twisting angle...
A mutual rotation of two layers of graphene introduces a geometric superstructure, a so-called moiré...
We propose a generalized Peierls substitution method in conjunction with the tight-binding model to ...
ABSTRACT: The Hofstadter butterfly spectrum for Landau levels in a two-dimensional periodic lattice ...
The Hofstadter butterfly spectrum for Landau levels in a two-dimensional periodic lattice is a rare ...
We show that the electronic structure of the low-energy bands in the small angle-twisted bilayer gra...
We show that the electronic structure of the low-energy bands in the small angle-twisted bilayer gra...
Monolayer graphene placed with a twist on top of AB-stacked bilayer graphene hosts topological flat ...
Twisted graphene bilayers develop highly localized states around AA-stacked regions for small twist ...
We review the effect of uniaxial strain on the low-energy electronic dispersion and Landau level str...
By employing a linearised Boltzmann equation, we calculate the magneto-optical properties of twisted...
We investigate the band structures and transport properties of a zigzag-edged bent bilayer graphene ...