Abstract

Optical vortices, which carry orbital angular momentum (OAM), can be flexibly produced and measured with infrared and visible light. Their application is an important research topic for super-resolution imaging, optical communications and quantum optics. However, only a few methods can produce OAM beams in the extreme ultraviolet (XUV) or X-ray, and controlling the OAM on these beams remains challenging. Here we apply wave mixing to a tabletop high-harmonic source, as proposed in our previous work, and control the topological charge (OAM value) of XUV beams. Our technique enables us to produce first-order OAM beams with the smallest possible central intensity null at XUV wavelengths. This work opens a route for carrier-injected laser machining and lithography, which may reach nanometre or even angstrom resolution. Such a light source is also ideal for space communications, both in the classical and quantum regimes.

Highlights

  • Optical vortices, which carry orbital angular momentum (OAM), can be flexibly produced and measured with infrared and visible light

  • These vortex beams can be focused down to nanometre scale[16] and they open a route for carrierinjected laser machining and lithography[17,18] to reach stimulated emission depletion (STED)-like super resolution, which we will discuss in the concluding paragraph of this paper

  • We show in the Supplementary Note 2 the potential for interesting quantum optics with high-harmonic generation

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Summary

Introduction

Optical vortices, which carry orbital angular momentum (OAM), can be flexibly produced and measured with infrared and visible light Their application is an important research topic for super-resolution imaging, optical communications and quantum optics. By creating l 1⁄4 þ 1 beam for any harmonics, this experiment provides a crucial step towards applications of structured XUV beams These vortex beams can be focused down to nanometre scale[16] and they open a route for carrierinjected laser machining and lithography[17,18] to reach STED-like super resolution, which we will discuss in the concluding paragraph of this paper

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