Generation and propagation of an open vortex beam
arXiv:2012.03518 · doi:10.1063/5.0062967
Abstract
We theoretically and experimentally studied a novel class of vortex beams named open vortex beams (OVBs). Such beams are generated using Gaussian beams diffracted by partially blocked fork-shaped gratings (PB-FSGs).The analytical model of OVBs in the near field and far field is given by superpositions of Hypergeometric (HyG) modes. Unlike conventional integer and fractional vortex beams, the OVBs can have both an open ring structure and an integer topological charge (TC). The TC is decided by the circumference covered by the open ring. It is also quantitatively shown that a rotation of the open ring occurs in the propagation of an OVB due to the Gouy phase shift. Futhermore, we demonstrate experimental generation and detection of OVBs. Our experimental results are in very good agreement with the theory. We believe that the OVB can be the potential candidate for numerous applications, such as particle manipulation, quantum information and optical metrology.
References in corpus (12)
- Entanglement of Orbital Angular Momentum States of Photons
- Photonic Cyclone: spatiotemporal optical vortex with controllable transverse orbital angular momentum
- Light with a self-torque: extreme-ultraviolet beams with time-varying orbital angular momentum
- Photonic polarization gears for ultra-sensitive angular measurements
- Vortex knots in light
- Using a Complex Optical Orbital-Angular-Momentum Spectrum to Measure Object Parameters: A Spatial Domain Approach
- Shaping caustics into propagation-invariant light
- Air-core fiber distribution of hybrid vector vortex-polarization entangled states
- A ray-optical Poincaré sphere for structured Gaussian beams
- Modal Majorana sphere and hidden symmetries of structured-Gaussian beams
- Orbital angular momentum and informational entropy in perturbed vortex beams
- Classical Characterization of quantum waves: Comparison between the caustic and the zeros of the Madelung-Bohm potential