Quantum Holonomies in Graphene Wormholes
arXiv:2409.01257 · doi:10.1140/epjp/s13360-022-03527-4
Abstract
In this paper, a discussion about quantum holonomies around a possible bridge between two graphene sheets has been made. That bridge is widely known as a graphene wormhole, and some of its characteristics are also showed up here. As well as their build as a zigzag junction between a baggy nanotube and the graphene lattices. And how the localized electronic states could be mimicked by gauge fields in a low-energy regime. Further, the possibility to build holonomies handle by an effective flux from topological defects in junctions of that bridge has been discussed.
References in corpus (21)
- Magic-angle graphene superlattices: a new platform for unconventional superconductivity
- Intrinsic ripples in graphene
- Holonomic Quantum Computation
- Geometric quantum computation with NMR
- Electron scattering on microscopic corrugations in graphene
- The Electronic Spectrum of Fullerenes from the Dirac Equation
- High-Tc superconductivity in entirely end-bonded multi-walled carbon nanotubes
- Remarks on the tight-binding model of graphene
- Holonomic quantum computation with neutral atoms
- Graphene wormholes: A condensed matter illustration of Dirac fermions in curved space
- Optical Holonomic Quantum Computer
- Non violation of energy conditions in wormholes modelling
- Theory of superconductivity of carbon nanotubes and graphene
- Propagating, evanescent, and localized states in carbon nanotube-graphene junctions
- Quantum Field Theory in Graphene
- Topological Features in Ion Trap Holonomic Computation
- Stability of holonomic quantum computations
- Electronic properties of bilayer graphene catenoid bridge
- Quantum holonomies with Josephson-junction devices
- Graphene wormhole trapped by external magnetic field
- Generalized Ellis-Bronnikov graphene wormhole