Paper
8 January 2015 Parametric non-degenerate four wave mixing in hot potassium vapor
Bojan Zlatković, Aleksandar J. Krmpot, Nikola Šibalić, Milan Radonjić, Branislav M. Jelenković
Author Affiliations +
Proceedings Volume 9447, 18th International School on Quantum Electronics: Laser Physics and Applications; 944706 (2015) https://doi.org/10.1117/12.2177885
Event: Eighteenth International School on Quantum Electronics: Laser Physics and Applications, 2014, Sozopol, Bulgaria
Abstract
In this study we show the results for parametric non-degenerate four wave mixing (FWM) obtained using double lambda scheme at D1 line in hot potassium vapor. We have investigated the influence of one-photon detuning and two-photon detuning on the FWM gain. The laser frequency is locked at approximately 1GHz from the resonance 4S1/2 Fg=1 -< 4P1/2, using external reference cavity. The probe beam passes through acoustooptic modulator that enables controllable detuning around 460 MHz (ground state hyperfine splitting) in respect to the pump beam. The vacuum glass cell containing the potassium vapor was heated by hot air in order to achieve necessary concentration of atoms. The efficiency of FWM process is studied by measuring the gains of the conjugate beam the probe beam, simultaneously. The maximal gain was achieved for nonzero two photon detuning.
© (2015) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Bojan Zlatković, Aleksandar J. Krmpot, Nikola Šibalić, Milan Radonjić, and Branislav M. Jelenković "Parametric non-degenerate four wave mixing in hot potassium vapor", Proc. SPIE 9447, 18th International School on Quantum Electronics: Laser Physics and Applications, 944706 (8 January 2015); https://doi.org/10.1117/12.2177885
Advertisement
Advertisement
RIGHTS & PERMISSIONS
Get copyright permission  Get copyright permission on Copyright Marketplace
KEYWORDS
Potassium

Laser beam diagnostics

Beam splitters

Four wave mixing

Bragg cells

Chemical species

Doppler effect

Back to Top