Euler - Heisenberg effective action and magnetoelectric effect in multilayer graphene
arXiv:1206.3973 · doi:10.1016/j.aop.2012.12.010
Abstract
The low energy effective field model for the multilayer graphene (at ABC stacking) is considered. We calculate the effective action in the presence of constant external magnetic field (normal to the graphene sheet). We also calculate the first two corrections to this effective action caused by the in-plane electric field at and discuss the magnetoelectric effect. In addition, we calculate the imaginary part of the effective action in the presence of constant electric field and the lowest order correction to it due to the magnetic field ().
Latex, 24 pages, accepted for publication in Annals of Physics
References in corpus (10)
- Unconventional quantum Hall effect and Berry's phase of 2pi in bilayer graphene
- Spectral Dimension of the Universe in Quantum Gravity at a Lifshitz Point
- Novel electric field effects on Landau levels in Graphene
- Chiral Decomposition in the Electronic Structure of Graphene Multilayers
- Two-dimensional Mott-Hubbard electrons in an artificial honeycomb lattice
- The Schwinger mechanism and graphene
- The Schwinger mechanism revisited
- Atomic collapse, Lorentz boosts, Klein scattering, and other quantum-relativistic phenomena in graphene
- Zero-energy states in corrugated bilayer graphene
- Nonlinear magnetization of graphene