English

Quantum Frequency Resolved Optical Gating of Few-Cycle Squeezed Vacuum

Optics 2026-04-10 v1

Abstract

Offering terahertz of bandwidths and femtosecond timescales, ultrafast optics is enabling both the study of fundamental quantum optical phenomena and the advancement of quantum-enhanced applications. However, unlocking the full potential of ultrafast quantum optics requires accessing the temporal characteristics of ultrashort quantum pulses across ultrabroad bandwidths. This is particularly important in the near-infrared and visible range of the optical spectrum, which, unlike the terahertz and long-wave infrared, has remained beyond the reach of current techniques. Here, we break this barrier by translating frequency-resolved optical gating (FROG), a widely used technique for ultrafast classical pulse characterization, to the quantum regime. We show how such a quantum FROG can measure complex temporal modes and sub-optical-cycle quadrature covariances in the near-infrared, enabling complete characterization of microscopic Gaussian states. We experimentally use the quantum-FROG to report the measurement of quadrature correlations, complex temporal modes, and squeezing levels of multimode ultrafast squeezed vacuum states generated on a nanophotonic chip. We access multimode squeezing levels of a femtosecond quantum pulse approaching 7 dB and demonstrate FROG-based measurement bandwidths exceeding 100 THz. Quantum FROG enables measurement of previously inaccessible quantum features of ultrashort pulses at the sub-optical-cycle regime and highlights a practical path to accessing terahertz of bandwidths in quantum optics for applications in computing, sensing, and imaging.

Keywords

Cite

@article{arxiv.2604.07637,
  title  = {Quantum Frequency Resolved Optical Gating of Few-Cycle Squeezed Vacuum},
  author = {Thomas Zacharias and Elina Sendonaris and Robert Gray and James Williams and Ryoto Sekine and Maximilian Shen and Selina Zhou and Alireza Marandi},
  journal= {arXiv preprint arXiv:2604.07637},
  year   = {2026}
}
R2 v1 2026-07-01T12:00:14.396Z