Research paperTheoreticalComputational KmcPeculiarities of the Landau level collapse in graphene ribbons in crossed magnetic and in-plane electric fieldsA.A. Herasymchuk, S.G. Sharapov, V.P. GusyninarXiv preprint·2024·10.1103/PhysRevB.110.125403·arXiv:2405.16171AbstractEmploying the low-energy effective theory alongside a combination of analytical and numerical techniques, the paper explores Landau level collapse in finite-width graphene ribbons and semi-infinite graphene geometries subjected to crossed perpendicular magnetic and in-plane electric fields. It compares zigzag and armchair edges, shows that collapse behaves differently near edges than in the bulk, and analyzes the critical regime |β|=1 for both massless graphene and a gapped Dirac model.Read more
Finite-width graphene ribbon with zigzag edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Finite-width graphene ribbon with armchair edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Semi-infinite graphene geometry with zigzag or armchair edge termination in crossed magnetic and in-plane electric fields.2 propertiesSimulatedCStudied MaterialExpand
Research paperTheoreticalComputational KmcPeculiarities of the Landau level collapse in graphene ribbons in crossed magnetic and in-plane electric fieldsA.A. Herasymchuk, S.G. Sharapov, V.P. GusyninarXiv preprint·2024·10.1103/PhysRevB.110.125403·arXiv:2405.16171AbstractEmploying the low-energy effective theory alongside a combination of analytical and numerical techniques, the paper explores Landau level collapse in finite-width graphene ribbons and semi-infinite graphene geometries subjected to crossed perpendicular magnetic and in-plane electric fields. It compares zigzag and armchair edges, shows that collapse behaves differently near edges than in the bulk, and analyzes the critical regime |β|=1 for both massless graphene and a gapped Dirac model.Read more
Finite-width graphene ribbon with zigzag edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Finite-width graphene ribbon with armchair edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Semi-infinite graphene geometry with zigzag or armchair edge termination in crossed magnetic and in-plane electric fields.2 propertiesSimulatedCStudied MaterialExpand
Research paperTheoreticalComputational KmcPeculiarities of the Landau level collapse in graphene ribbons in crossed magnetic and in-plane electric fieldsA.A. Herasymchuk, S.G. Sharapov, V.P. GusyninarXiv preprint·2024·10.1103/PhysRevB.110.125403·arXiv:2405.16171AbstractEmploying the low-energy effective theory alongside a combination of analytical and numerical techniques, the paper explores Landau level collapse in finite-width graphene ribbons and semi-infinite graphene geometries subjected to crossed perpendicular magnetic and in-plane electric fields. It compares zigzag and armchair edges, shows that collapse behaves differently near edges than in the bulk, and analyzes the critical regime |β|=1 for both massless graphene and a gapped Dirac model.Read more
Finite-width graphene ribbon with zigzag edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Finite-width graphene ribbon with armchair edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Semi-infinite graphene geometry with zigzag or armchair edge termination in crossed magnetic and in-plane electric fields.2 propertiesSimulatedCStudied MaterialExpand
Research paperTheoreticalComputational KmcPeculiarities of the Landau level collapse in graphene ribbons in crossed magnetic and in-plane electric fieldsA.A. Herasymchuk, S.G. Sharapov, V.P. GusyninarXiv preprint·2024·10.1103/PhysRevB.110.125403·arXiv:2405.16171AbstractEmploying the low-energy effective theory alongside a combination of analytical and numerical techniques, the paper explores Landau level collapse in finite-width graphene ribbons and semi-infinite graphene geometries subjected to crossed perpendicular magnetic and in-plane electric fields. It compares zigzag and armchair edges, shows that collapse behaves differently near edges than in the bulk, and analyzes the critical regime |β|=1 for both massless graphene and a gapped Dirac model.Read more
Finite-width graphene ribbon with zigzag edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Finite-width graphene ribbon with armchair edges in crossed magnetic and in-plane electric fields.No measurements recordedSimulatedCStudied MaterialExpand
Semi-infinite graphene geometry with zigzag or armchair edge termination in crossed magnetic and in-plane electric fields.2 propertiesSimulatedCStudied MaterialExpand
