Combining laser cooling and Zeeman deceleration for precision spectroscopy in supersonic beams

TL;DR

This paper combines Zeeman deceleration and laser cooling to produce ultracold, slow supersonic helium beams for high-precision spectroscopy, achieving narrow linewidths and precise line center measurements.

Contribution

It introduces a novel combination of Zeeman deceleration and laser cooling for ultracold helium beams, enhancing precision spectroscopy capabilities.

Findings

Achieved mean velocities of 175 m/s for helium beams.

Obtained linewidths as narrow as 5 MHz.

Validated experimental results with particle-trajectory simulations.

Abstract

Precision spectroscopic measurements in atoms and molecules play an increasingly important role in chemistry and physics, e.g., to characterize structure and dynamics at long timescales, to determine physical constants, or to search for physics beyond the standard model of particle physics. In this article, we demonstrate the combination of Zeeman deceleration and transverse laser cooling to generate slow (mean velocity of 175 m/s) and transversely ultracold ($T_\perp \approx 135 \,\mu$K) supersonic beams of metastable $(1s)(2s)\,^3S_1$ He (He$^*$) for precision spectroscopy. The curved-wavefront laser-cooling approach is used to achieve large capture velocities and high He$^*$ number densities. The beam properties are characterized by imaging, time-of-flight and high-resolution spectroscopic methods, and the factors limiting the Doppler widths in single-photon spectroscopic measurements of the $(1 s)(40 p) \,^3 P_J \, \leftarrow (1 s)(2 s) \,^3 S_1$ transition at UV frequencies around $1.15\times 10^{15}$ Hz are analyzed. In particular, the use of skimmers to geometrically confine the beam in the transverse directions is examined and shown to not always lead to a reduction of the Doppler width. Linewidths as narrow as 5 MHz could be obtained, enabling the determination of line centers with a precision of $\Delta \nu/\nu$ of $4\times 10^{-11}$ limited by the signal-to-noise ratio. Numerical particle-trajectory simulations are used to interpret the experimental observations and validate the conclusions.