We observed experimentally that a soliton pulse polarized along the fast fiber axis partially transfers its energy to the orthogonal polarization.
We demonstrate that the selective excitation of different combinations of linearly polarized spatial modes at the pump wavelength initiates distinct intermodal-vectorial four-wave mixing processes.
We present gnlse-python, a nonlinear optics modeling toolbox that contains a rich set of components and modules to solve the GNLSE using the split-step Fourier transform method (SSFM).
In this work, we present the results of numerical modelling of nonlinear pulse propagation in multimode optical fibers leading to discretized conical emission. We compare the corresponding mode-resolved spectra generated in different multimode fibers..
Study on discrete conical emission in MMFs with use of two well-known numerical approaches of nonlinear pulse propagation, namely, the unidirectional pulse propagation equation and the multimode generalized nonlinear Schrodinger equation.
Modeling of nonlinear propagation in multimode fibers - influence of fiber parameter on nonlinear phenomena. Investigation of multimode solitons and frequency conversion.
Project aims to develop more accurate numerical tools to model nonlinear propagation in multimode fibers and to investigate the control of nonlinear interactions with new fiber design.
We extended a theoretical model of self-organized SHG to include an attenuation and investigated the influence of fiber loss on the self-organized SHG process.