808 31 13167 2 39886 document 13167 archive_data.zip application/zip 0a967efee430ec662d6185bdd28b3edf MD5 395693418 2020-05-26 09:06:06 https://researchdata.bath.ac.uk/808/1/archive_data.zip 808 1 1 application/zip other Zip folder of data contained in all figures of the associated publication en public cc_by

archive_data.zip

data archive 9159 disk0/00/00/08/08 2020-08-28 09:06:11 2024-07-15 10:59:26 2020-08-28 09:06:11 data_collection show Rowe Will W.R.Rowe@bath.ac.uk 0000-0001-7036-5441 University of Bath TRUE Gorbach Andriy A.Gorbach@bath.ac.uk 0000-0002-6743-5530 University of Bath FALSE ProjectLeader Gorbach Andriy A.Gorbach@bath.ac.uk 0000-0002-6743-5530 University of Bath Other Skryabin Dmitry D.V.Skryabin@bath.ac.uk 0000-0001-5038-2500 University of Bath HH0030 HH0040 dept_physics solitons, nonlinear optics, Raman response, Raman soliton, two-component soltions, Lithium Niobate, nano-waveguides The data is organised into folders for each figure and subfigure panels where applicable. The data is given in ".csv" format with each data column labelled with units where appropriate. The dataset includes data for predictions and simulations of two-component Raman soliton propagation in Lithium Niobate nano-waveguides. Examples of frequency shift and resulting acceleration of solitons under both anomalous and normal dispersion are given each for both quadratic and cascaded Kerr soliton regimes. We provide similar data for cases of soliton collapse in both anomalous and normal dispersion. Predictions were made by treating the Raman response as a perturbation to the soliton. Simulations were done using the Split-Step Fourier method. We also include modelled Raman response spectrum data for Lithium Niobate and silica. Shifts in peak frequency of each soliton component are given as a function inverse soliton velocity and soliton propagation constant, calculated by Newton-Raphson method. Data for soliton frequency shift as a function of soliton peak power is given for both Kerr and two-component solitons. These data were calculated using the semi-analytical perturbation method. 2020-08-21 University of Bath public RightsHolder University of Bath Engineering and Physical Sciences Research Council https://doi.org/10.13039/501100000266 EP/L015544/1 EPSRC Centre for Doctoral Training in Condensed Matter Physics cent_photon The data collection methods are described in detail in the associated publication. https://arxiv.org/abs/2006.00026 en 1 10.15125/BATH-00808 https://doi.org/10.1103/PhysRevA.102.023523 pub open