Single-pass, nonlinear frequency conversion of full Poincar\'e beams

TL;DR

This paper demonstrates a novel single-pass nonlinear frequency conversion method to generate full Poincaré beams at 405 nm with high efficiency, using orthogonal BIBO crystals, and explores their polarization properties and singularities.

Contribution

It introduces a new technique for efficient single-pass nonlinear generation of full Poincaré beams across the spectrum using orthogonal crystals.

Findings

Achieved 18.3 mW power at 405 nm with 2.19% efficiency.

Observed polarization singularities and orbital angular momentum in SHG.

Developed a method to estimate polarization coverage of the beams.

Abstract

Full Poincar\'e (FP) beams, a special class of fully correlated beams generated through the coaxial superposition of a Laguerre-Gauss and fundamental Gaussian modes of orthogonal polarizations, contain all possible polarization states on the surface of the Poincar\'e sphere in a single beam. While the presence of all unconventional polarization states makes the FP beams useful for various applications, the dependence of the refractive index on the polarization restricts the efficient generation of FP beams across the electromagnetic spectrum through nonlinear frequency processes. To avoid such difficulty, we use two contiguous BIBO crystals with orthogonal optic axes and generate an ultrafast FP beam at 405 nm with average power as high as 18.3 mW at a single-pass conversion efficiency of 2.19%. Using Stokes parameters and Stokes phases, we observed the doubling of C-points and L-lines singularities and the orbital angular momentum in the SHG process. We have also devised a new technique to estimate the polarization coverage of the pump and SHG FP beams and observed the variation in polarization coverage with the intensity weightage of the constituting beams. Interestingly, the SHG beam has the highest polarization coverage for the FP beam of equal intensity weightage of the superposed beams. We validated our experimental results in close agreement with the theoretical results.