THE DEPENDANCE OF MAGNETO-OPTICAL SIGNALS ON THE RELATIVE PUMP-PROBE BEAM INTENSITY IN Cs ATOMS FOR ZERO MAGNETIC FIELD DETECTION

A. Nikolajevs1, A. Mozers1, L. Busaite1, D. Osite1, F. Gahbauer1, M. Auzinsh1

1 Laser Centre, University of Latvia, Raina Boulevard 19, LV-1586 Riga, Latvia

[email protected]

Magneto-optical signals in a caesium vapour cells can be used for extremely precise magnetic field measurement in 3D [1]. We present experimental results based on angular momentum alignment precession in atomic caesium. The linearly polarized pump beam passing through the cell in the direction $k_p$ creates an aligned state in caesium ground state along $E_p$. As an external magnetic field is applied ($B_x$ or $B_y$), the distribution of angular momentum precesses about the applied field axis. This change in the distribution of angular momentum can be probed by low-intensity linearly polarized ($E_x$ or $E_y$) probe beam with its polarization at a 45 degree angle with respect to the pump beam polarization ($E_p$) and in a plane perpendicular to the applied magnetic field. This pump-probe geometry (see Fig. 1 (a)) is based on [2]. The probe beam transmission signals show strong dispersion-like dependence on the applied magnetic field when the pump beam is on.

The dependence of transmission signals on pump beam intensity and laser frequency as well as beam diameter was studied. We found that the shape of the transmission signal also has strong dependence on the probe beam intensity (see Fig. 1 (b)) as it perturbs the aligned state created by the pump beam. Nevertheless, the experimental results are in agreement with the numerically simulated signals.

Figure 1
Fig. 1. (a) Pump-probe geometry for obtaining dispersive signals. (b) Signal dependence on the pump beam power with fixed probe beam intensity.

Acknowledgments: We acknowledge the support from the Latvian Council of Science, project No. Izp-2020/1-0180: "Compact 3-D magnetometry in Cs atomic vapor at room temperature".


[1] Patton, B., et al. All-optical vector atomic magnetometer. Physical review letters 113.1 (2014): 013001

[2] G. Le Gal, G. Lieb, F. Beato, T. Jager, H. Gilles, and A. Palacios-Laloy, Phys. Rev. Appl. 12, 064010 (2019)