arXiv:2609.27447
A 75-mL intrinsically stable atom-filtered laser enabling deployable quantum devices
Zijie Liu, Zheng Xiao, Zhiyang Wang, Xiaolei Guan, Xiaomin Qin, Suyang Wei, Hongtian Song, Baoshuai Wang, Jia Zhang, Xiaopeng Xie, Tiantian Shi, Anhong Dang, Jingbiao Chen
Abstract
Numerous quantum devices require lasers strictly locked to atomic transitions. Atom-filtered lasers (AFLs) are considered a leading candidate for quantum device laser sources due to their ability to self-align to atomic transitions. However, the sub-GHz sharp transmission spectra of conventional atomic filters impose constraints on both laser miniaturization and output stability. Herein, we demonstrate a micro Faraday anomalous dispersion optical filter (μFADOF) operating within the extreme hyperfine Paschen-Back regime, generating a 7.5 GHz flat-top transmission window. By integrating this filter, the miniaturization bottleneck of the AFLs is overcome, achieving a 30-fold volume reduction to a compact package volume of 75 mL. Simultaneously, investigations into the optical self-feedback characteristics of the μFADOF reveal a stable operating regime, where the optical self-feedback of the atomic filter acts as a stabilizing mechanism, enabling the laser to achieve a power instability of 9 x 10^-6 at 1 s and 3.2 x 10^-5 at 8400 s. The optical frequency standard based on this 75-mL AFL achieves a further improvement in long-term frequency stability to 3 x 10^-13 at 10000 s and maintains turn-key operation under environmental shocks, highlighting the critical role of this laser in the development of deployable quantum devices.
AI Summary
Atom-filtered lasers use intracavity atomic filters to keep emission near an atomic transition, but conventional narrow transmission windows constrain cavity miniaturization and contribute to power fluctuations. This paper develops a compact rubidium laser using a broadband, flat-top Faraday anomalous dispersion optical filter operated in the hyperfine Paschen–Back regime. A 10-mm $^{85}$Rb cell in an inhomogeneous 1000–3550 G magnetic field produces a 7.5 GHz transmission window. Transmission measurements versus optical intensity, supported by susceptibility-based calculations, identify saturable-absorption, intensity-insensitive, and reverse-saturable-absorption regimes. Saturation removes transmission distortions associated with magnetic-field inhomogeneity; the measured stable regime spans approximately $5\times10^3$–$3\times10^4\,\mathrm{mW/cm^2}$. Integrating this filter yields a 3.3-cm cavity in a 75-mL package, a reported 30-fold volume reduction, with a 24-kHz linewidth. Free-running wavelength drift stays below 1.5 pm over 42 days without observed mode hops. With optimized diode current, multistage temperature control, and MTS frequency locking, power Allan deviation reaches $9\times10^{-6}$ at 1 s and $3.2\times10^{-5}$ at 8400 s. An MTS-locked optical frequency standard, evaluated against another standard and a hydrogen-maser-referenced frequency comb, reaches fractional instability $3\times10^{-13}$ at 10,000 s. A 9°C temperature excursion preserves locking; 0.8–2.5 g shocks cause unlocking followed by automatic relocking within 3 s. The measured stable-intensity range is narrower than predicted. Frequency-standard performance remains limited by locking-loop noise and system temperature drift; residual amplitude noise and locking electronics require improvement for better short-term stability.
Central claim may not hold: The abstract attributes the headline power stability to intrinsic optical self-feedback, whereas the Methods establish those exact values only with active temperature control, operating-point optimization, and external MTS frequency locking. The filter's stable regime has approximately intensity-independent transmission rather than negative intensity feedback; the demonstrated power stabilization instead relies on operating-point-dependent compensation between diode gain and frequency-dependent filter loss.
Written by gpt-6.1-sol from the paper's full text. Automated: it can be wrong.
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- 14 pages, 8 figures