Edge on-site potential effects in a honeycomb topological magnon insulator
arXiv:1801.09945 · doi:10.7566/JPSJ.87.064005
Abstract
The difference between the edge on-site potential and the bulk values in a magnonic topological honeycomb lattice leads to the formation of edge states in a bearded boundary, and the same difference is found to be the responsible for the absence of edge states in a zig-zag termination. In a finite lattice, the intrinsic on-site interactions along the boundary sites generate an effective defect and Tamm-like edge states appear for both zig-zag and bearded terminations. If a non-trivial gap is induced, Tamm-like and topologically protected edge states appear in the band structure. The effective defect can be strengthened by an external on-site potential and the dispersion relation, velocity and magnon-density of the edge states become tunable.
10 pages, 8 figures
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- Valley-polarized domain wall magnons in 2D ferromagnetic bilayers
- Topological Corner States in Graphene by Bulk and Edge Engineering
- Nonlinear localized excitations in a topological ferromagnetic honeycomb lattice
- Asymmetric dynamics of edge exchange spin waves in honeycomb nanoribbons with zigzag and bearded edges boundaries
- Theoretical realization of rich magnon topology by symmetry-breaking in honeycomb bilayer ferromagnets
- Edge state in AB-stacked bilayer graphene and its correspondence with SSH ladder
- Discretized dynamics of exchange spin wave bulk and edge modes in honeycomb nanoribbons with armchair edge boundaries
- Electronic Manipulation of Magnon Topology by Chirality Injection from Boundaries
- Mirror-induced effects in cavity polaritonics: Influence on edge states
- Long-distance coupling of spin qubits via topological magnons