Dirac-vortex topological photonic crystal fibre
Hao Lin, Ling Lu
Abstract
The success of photonic crystal fibres relies largely on the endless variety of two-dimensional photonic crystals in the cross-section. Here, we propose a topological bandgap fibre whose bandgaps along in-plane directions are opened by generalised Kekulé modulation of a Dirac lattice with a vortex phase. Then, the existence of mid-gap defect modes is guaranteed to guide light at the core of this Dirac-vortex fibre, where the number of guiding modes equals the winding number of the spatial vortex. The single-vortex design provides a single-polarisation single-mode for a bandwidth as large as one octave.
Topics & Concepts
Photonic crystalPhotonicsYablonovitePhysicsBandwidth (computing)OpticsLattice (music)Photonic bandgapTopology (electrical circuits)OptoelectronicsBand gapModulation (music)VortexMaterials scienceCore (optical fiber)Optical fiberOptical communicationPhotonic-crystal fiberVariety (cybernetics)Photonic metamaterialMicrostructured optical fiberNanophotonicsQuantum opticsCrystal (programming language)Optical materialsOptical vortexPhotonic Crystal and Fiber OpticsOrbital Angular Momentum in OpticsQuantum Mechanics and Non-Hermitian Physics