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Quantum Electronics and Laser Science Conference

Doubly resonant generation of stimulated Brillouin scattering in dielectric spheres

Cyrus D. Cantrell, K. Heroy, Shirish M. Chitanvis

Published Apr 24, 1989• 0 citations
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Stimulated Brillouin scattering in a micrometer-sized liquid droplet is treated theoretically using recently developed techniques, with emphasis on the doubly resonant case, in which the frequencies of both the laser field and the scattered Brillouin field fall within a morphology-dependent resonance, leading to input and output enhancement. An important difference from a bulk medium is the replacement of the selection rules based on momentum conservation by those based on angular momentum conservation, with the latter most conveniently expressed through the spherical wave modes. Special attention is paid to the eigenvalue equation defining the gains and Brillouin shifts, in particular to the difference between small and large droplets. For large droplets, and for given angular momenta of the laser field and the scattered field, there is only one allowed shift with a positive gain. Numerical results for gain and threshold are shown for a droplet of size parameter about 30, and a simple approximate analytic formula for the gain is presented.

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Superluminal propagation through 500 m optical fiber via stimulated Brillouin scattering

Liang Zhang, Li Zhan, Minglei Qin +3 more

We have experimentally demonstrated superluminal propagation through a 500 m optical fiber using stimulated Brillouin scattering (SBS), which is the longest superluminal propagating distance reported so far, to the best of our knowledge. Brillouin-induced loss resonance for fast light generation of pump signals is achieved in a single frequency Brillouin lasing oscillator with a highly nonlinear fiber as the SBS medium. The single frequency operation is realized by embedding the saturable absorber fiber loop with an unpumped erbium-doped fiber. Consequently, signals with a pulse width of 710 ns experience a maximum advancement of 1330 ns. Furthermore, the effects of pulse width and the duty cycle of pump signals are also investigated.

Optics Letters•Sep 16, 2015•17 citations
Stimulated Brillouin scattering in a micrometer-sized liquid droplet is treated theoretically using recently developed techniques, with emphasis on the doubly resonant case, in which the frequencies of both the laser field and the scattered Brillouin field fall within a morphology-dependent resonance, leading to input and output enhancement. An important difference from a bulk medium is the replacement of the selection rules based on momentum conservation by those based on angular momentum conservation, with the latter most conveniently expressed through the spherical wave modes. Special attention is paid to the eigenvalue equation defining the gains and Brillouin shifts, in particular to the difference between small and large droplets. For large droplets, and for given angular momenta of the laser field and the scattered field, there is only one allowed shift with a positive gain. Numerical results for gain and threshold are shown for a droplet of size parameter about 30, and a simple approximate analytic formula for the gain is presented.
We have experimentally demonstrated superluminal propagation through a 500 m optical fiber using stimulated Brillouin scattering (SBS), which is the longest superluminal propagating distance reported so far, to the best of our knowledge. Brillouin-induced loss resonance for fast light generation of pump signals is achieved in a single frequency Brillouin lasing oscillator with a highly nonlinear fiber as the SBS medium. The single frequency operation is realized by embedding the saturable absorber fiber loop with an unpumped erbium-doped fiber. Consequently, signals with a pulse width of 710 ns experience a maximum advancement of 1330 ns. Furthermore, the effects of pulse width and the duty cycle of pump signals are also investigated.