Dissipative Kerr soliton photonic terahertz oscillator referenced to a molecule

TL;DR

This paper demonstrates a stable, narrow-linewidth terahertz oscillator referenced to a molecular transition, achieved through Kerr soliton photonics and rotational spectroscopy, enhancing frequency stability in the terahertz range.

Contribution

It introduces a novel method of stabilizing terahertz waves using Kerr soliton photonics and molecular rotational spectroscopy, providing a native frequency reference in the terahertz domain.

Findings

Achieved a 6 Hz linewidth in terahertz emission.

Demonstrated phase-locked terahertz wave to N2O transition.

Realized fractional frequency stability of 2×10⁻¹¹ at 1 second.

Abstract

Controlling the coherence between light and matter has enabled the radiation of electromagnetic waves with spectral purity and stability that defines the Syst\`eme International (SI) second. While transitions between hyperfine levels in atoms are accessible in the microwave and optical domains, faithfully transferring such stability to other frequency ranges of interest is not trivial. Such stability is specifically sought after for the terahertz domain to improve the resolution in very long baseline interferometry and molecular spectroscopy, and advance the technological development of high-speed, high data rate wireless communications. However, there is an evident lack of native frequency references in this spectral range, essential for the consistency of measurements and traceability. To mitigate the frequency drift encompassed in such waves, we experimentally demonstrate that using rotational spectroscopy of nitrous oxide N2O can lead to linewidth reduction up to a thousandfold. A pair of diode lasers, optically injected with a low-noise, chip-based dissipative Kerr soliton, were incident upon a uni-travelling-carrier photodiode. We frequency-locked the emitted terahertz wave to the center of a rotational transition of N2O through phase modulation spectroscopy. A terahertz wave with a 6 Hz linewidth was achieved (fractional frequency stability of $2 \times 10^{-11}$ at 1 second averaging time) while circumventing the need of frequency multiplication or division of frequency standards.