Customizable Laguerre-Gaussian Perfect Vortex Beams
Wenxiang Yan, Zheng Yuan, Yuan Gao, Zhi-Cheng Ren, Xi-Lin Wang,, Jianping Ding, and Hui-Tian Wang

TL;DR
This paper introduces a new type of Laguerre-Gaussian perfect vortex beam (LGPVB) with OAM-independent radii, self-healing, and customizable properties, overcoming limitations of traditional vortex beams for advanced optical applications.
Contribution
The authors develop a theory and Fourier-space design for LGPVBs, enabling arbitrary shaping, self-healing, and self-acceleration, which are novel features for vortex beams.
Findings
LGPVBs have OAM-independent radii.
LGPVBs can self-heal after disturbances.
LGPVBs can be arbitrarily shaped and self-accelerate.
Abstract
The recognition in the 1990s that vortex beams (VBs), paraxial light beams with optical vortices, carry orbital angular momentum (OAM), has benefited applications ranging from optical manipulation to high-dimensional classical and quantum information communications. The transverse profiles of common VBs, e.g., Laguerre-Gaussian beam and high-order Bessel beam, are hollow donuts whose radii grow up with OAM inevitably. The inherently unperfect character of the VBs that the radius is always positively correlated with OAM, restricts the application of the VBs in many scenarios like fiber optic data transmission, spatial OAM mode (de)multiplexing communication, and particle manipulation, which call for VBs to have the same scale with distinct OAM or even the small vortex ring for large OAM. Here, we derived a theory based on the most widely used Laguerre-Gaussian beam to generate a brand…
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Taxonomy
TopicsOrbital Angular Momentum in Optics · Cold Atom Physics and Bose-Einstein Condensates
