Ultrafast bursts of tailored spatiotemporal vortex pulses

TL;DR

This paper reports the experimental creation of ultrafast, controllable bursts of spatiotemporal vortex pulses with switchable orbital angular momentum, enabling advanced applications in ultrafast optics and quantum information.

Contribution

It introduces a method to generate and control spatiotemporal vortex pulse bursts with tailored, time-dependent orbital angular momentum properties.

Findings

Achieved picosecond switchable T-OAM in vortex bursts.

Controlled ultrafast T-OAM chirality and local momentum density.

Enabled tailoring of complex spatiotemporal wavepackets.

Abstract

Orbital angular momentums (OAMs) of light can be categorized into longitudinal OAM (L-OAM) and transverse OAM (T-OAM). Light carrying time-varying L-OAM, known as self-torqued light, was recently discovered during harmonic generation and has been extensively developed within the context of optical frequency combs (OFCs). Meanwhile, ultrafast bursts of optical pulses, analogous to OFCs, are sought for various light-matter interaction, spectroscopic and nonlinear applications. However, achieving transiently switchable T-OAM of light on request, namely spatiotemporal vortex pulse bursts, with independently controlled spatiotemporal profile of each comb tooth, remain unrealized thus far. In this work, the experimental generation of spatiotemporal vortex bursts featured with controllable time-dependent characteristics is reported. The resultant bursts comprised of spatiotemporal optical vortex comb teeth have picosecond timescale switchable T-OAMs with defined arrangement, manifesting as spatiotemporal torquing of light. We also show ultrafast control of T-OAM chirality, yielding pulse bursts with staggered azimuthal local momentum density, resembling K\'arm\'an vortex streets. This approach enables the tailoring of more intricate spatiotemporal wavepacket bursts, such as high-purity modes variation in both radial and azimuthal quantum numbers of spatiotemporal Laguerre-Gaussian wavepackets over time, which may facilitate a host of novel applications in ultrafast light-mater interactions, high-dimensional quantum entanglements, space-time photonic topologies as well as spatiotemporal metrology and photography.