Inhibition of the phase conjugation of orbital angular momentum superpositions in cylindrical vector beams during stimulated Brillouin scattering
Jean-Fran\c{c}ois Bisson

TL;DR
This paper investigates how stimulated Brillouin scattering affects the phase conjugation of orbital angular momentum in cylindrical vector beams, revealing a suppression of conjugation across most of the Poincaré sphere due to polarization structure constraints.
Contribution
The study introduces a vectorial modal decomposition approach to analyze Brillouin gain and demonstrates the inhibition of phase conjugation of OAM in cylindrical vector beams, with experimental validation.
Findings
Phase conjugation of OAM is suppressed on most of the Poincaré sphere.
Near the poles, conjugation occurs with a helical phase factor.
Experimental results confirm theoretical predictions.
Abstract
Phase conjugation with stimulated Brillouin scattering can be used to correct wavefront aberrations in high-power laser systems. Here, we consider such process with cylindrical vector lasers beams. By using a vectorial approach and a modal decomposition, we obtain a differential matrix equation that enables the calculation of the structure of Stokes vector eigenmodes and their Brillouin gain. The emphasis is put on the mode with the largest gain, which contributes the most to the Stokes beam. We show that the phase conjugation of orbital angular momentum in cylindrical vector beams is prevented from happening almost everywhere on the higher-order Poincar\'e sphere. This phenomenon is traced to the tendency of the Stokes beam to acquire a polarization structure similar to the incident pump beam, which constraints the possible combinations of topological charges of the two orbital angular…
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