Programmable Dynamic Phase Control of a Quasiperiodic Optical Lattice

TL;DR

This paper presents a method for creating a programmable, dynamic 2D quasiperiodic optical lattice with suppressed phase noise, enabling advanced control of quantum dynamics in quasicrystals.

Contribution

It introduces an experimental scheme for phase-controlled, noise-suppressed quasiperiodic optical lattices with high bandwidth, allowing full translational and phasonic control.

Findings

Phase noise suppressed over 70 dB in 0-60 Hz band

Phase modulation bandwidth achieved is 350 kHz

Suppression of phase noise up to 5 kHz frequency components

Abstract

The quantum dynamics of quasiperiodic systems display a rich variety of physical behaviors due to the combination of rotational symmetry that is mathematically forbidden in periodic systems, and long-range order despite the lack of translation symmetry. New experimental probes into these dynamics with a quantum simulator, consisting of ultracold atoms in an optical lattice potential, will yield new insights into the physics of quasiperiodic systems. This potential is imbued with the flexibility, tunability, and purity of the individual laser beams that constitute it, allowing for exquisite control over a rich system. Programmable dynamic control over the lattice beam phases opens up an even richer space of achievable systems via Floquet engineering. We thus describe an experimental scheme for creating a programmable, dynamic, two-dimensional (2D) quasiperiodic optical lattice with heavily suppressed phase noise. We observe suppression of phase noise for frequency components up to 5 kHz, and report phase noise suppression of over 70 dB over the DC-60 Hz frequency band. We further demonstrate a phase modulation bandwidth of 350 kHz. This scheme allows for full translational and phasonic control of the lattice, including changes to the rotational symmetry of the potential, at speeds exceeding the lattice recoil velocity, which paves a path towards direct observation and control of quantum dynamics in quasicrystals.