Abstract

We demonstrate that the Brownian motion of alkali metal atoms in buffer gas gives rise to a significant source of frequency instability in vapor cell clocks. We consider, in particular, laser pumped cell devices working in pulsed operation and using a resonant Gaussian light beam to detect the clock transition. It is well known that the diffusion motion through the buffer gas results from many random walks performed by the atoms, as a consequence of the collisions with other atoms/molecules. Owing to this random-walk behavior, the atoms explore different intensity regions of the Gaussian laser beam, reducing the forward light transmission and causing amplitude fluctuations at the photodetector. The contribution of this so called transit noise to the clock frequency stability turns out in the low 10−14 region for a centimeter-scale cell, at the same level of other amplitude noises, like laser relative intensity noise and shot noise. As a consequence, even if it is not the main source of instability in currently used vapor cell clocks, Brownian motion-induced noise represents a novel source of frequency fluctuations and it should be accounted for in the clock stability budget. A preliminary evaluation of the transit noise is also reported for microcell devices.

Highlights

  • Laser pumped vapor cell frequency standards have recently reached outstanding performances in terms of frequency stability [1]

  • We demonstrate that the Brownian motion of alkali metal atoms in buffer gas gives rise to a significant source of frequency instability in vapor cell clocks

  • We consider the vapor-cell arrangement shown in figure 1 that applies to a large variety of cell clocks, including either the pulsed optical pumping (POP) or the pulsed coherent population trapping (PCPT) techniques

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Summary

18 August 2020

Keywords: Brownian motion, vapor cell frequency standard, frequency stability, laser relative intensity noise Original content from this work may be used under the terms of the Creative Commons Attribution 4.0 licence. Any further distribution of this work must maintain attribution to the author(s) and the title of the work, journal citation and DOI.

Introduction
Transit noise spectrum
Transit noise in centimeter size cells
Transit noise in microcells
Findings
Conclusions
Full Text
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