Analogies in electronic properties of graphene wormhole and perturbed nanocylinder
arXiv:1511.02748 · doi:10.1140/epjb/e2013-40594-0
Abstract
The electronic properties of the wormhole and the perturbed nanocylinder will be investigated using two different methods: the continuum gauge field-theory model which deals with the contin- uum approximation of the surface and the Haydock recursion method which transforms the surface into simplier structure and deals with the nearest-neighbor interactions. Furthermore, the changes of the electronic properties will be investigated for the case of enclosing the appropriate structure and possible substitutes for the encloser will be derived. Finally, possible character of the electron flux will be derived from the model based on the multiwalled nanotubes.
12 pages, 9 figures, 3 tables
References in corpus (6)
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Cited by in corpus (10)
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- Constructing spherically symmetric Einstein-Dirac systems with multiple spinors: Ansatz, wormholes and other analytical solutions
- Graphene wormhole trapped by external magnetic field
- Fermionic vacuum currents in topologically nontrivial braneworlds: Two-brane geometry
- Current density and conductivity through modified gravity in the graphene with defects
- Fermionic currents in topologically nontrivial braneworlds
- High-energy Landau levels in graphene beyond nearest-neighbor hopping processes: Corrections to the effective Dirac Hamiltonian
- Emergence of F(R) gravity-analogue due to defects in graphene
- Lévy-Leblond fermions on the wormhole
- Time-Dependent Strain in Graphene