Research paper
TheoreticalCorrelated phases and topological phase transition in twisted bilayer graphene at one quantum of magnetic flux
Miguel S´anchez S´anchez, Tobias Stauber
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| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Gap | Dirac-point gap at K | 5meV | — | |||
| Energy Splitting | Zeeman splitting | 3.07meV | — | |||
| Lattice Constant | moiré lattice constant | 13.4nm | — |
Electronic and magnetic ground states of {112} grain boundary in graphene in the extended Hubbard model
| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Gap | Dirac-point gap at K | 5meV | — | |||
| Energy Splitting | Zeeman splitting | 3.07meV | — | |||
| Lattice Constant | moiré lattice constant | 13.4nm | — |
Electronic and magnetic ground states of {112} grain boundary in graphene in the extended Hubbard model
| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Gap | Dirac-point gap at K | 5meV | — | |||
| Energy Splitting | Zeeman splitting | 3.07meV | — | |||
| Lattice Constant | moiré lattice constant | 13.4nm | — |
Electronic and magnetic ground states of {112} grain boundary in graphene in the extended Hubbard model
| Type | Label | Value | Material | Sample | Condition | Source |
|---|---|---|---|---|---|---|
| Gap | Dirac-point gap at K | 5meV | — | |||
| Energy Splitting | Zeeman splitting | 3.07meV | — | |||
| Lattice Constant | moiré lattice constant | 13.4nm | — |
Electronic and magnetic ground states of {112} grain boundary in graphene in the extended Hubbard model