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wave_number (Raman shift values, $cm^{^(-1)}$), and spatial coordinates X_0, X_1, and optionally for depth maps also X_2.4H-SiC-Piranha/ - 4H SiC polytype6H_spectra_20250423/ - 6H SiC polytype subdivided by acquisition parameters (e.g., 10s_1p/, 5s_10p/, 5s_5p/)main/ - Primary sample set with standard configurations{system_type}_{spatial_dims}_{original_name}.ncspatial_dims - spatial map dimensions (e.g., 15x15 = 15×15 spatial points)Xs (e.g., 10s, 5s) - acquisition time in secondsXp (e.g., 1p, 5p) - laser power percentage (1%, 5%, 10%)Xacc (e.g., 1acc, 2acc) - number of accumulations100x - integration factor (e.g., 100× objective)6H_spectra_20250423_15x15_10s_1p_2.nc = 6H sample, 15×15 spatial points, 10s integration, 1% laser power, 2nd acquisition fileX_0, X_1 - spatial coordinatesX_2 (optional) - depth coordinate for depth-profiling mapswave_number - Raman shift in cm^(-1)__xarray_dataarray_variable__ - Raman intensity counts at each spatial and spectral point.txt files with coordinates, wave numbers, and counts) was parsed and converted to NetCDF4 format using a spatial binning approach. This enables efficient multi-dimensional analysis with xarray.data/parsed_data_spatial/SiC-high-f to train your model. Load files using standard tools:1import xarray as xr
2
3# Load a dataset
4ds = xr.load_dataarray('6H_spectra_20250423_15x15_5s_5p_1.nc')
5
6# Access coordinates and data
7print(ds.dims) # {'X_0': 15, 'X_1': 15, 'wave_number': 1800}
8print(ds.wave_number) # Raman shift values in cm^(-1)
9print(ds)