{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Welcome to RADIS-lab !\n", "\n", "![](binder/radis_ico_dark.png)\n", "\n", "This is your online environment to compute spectra and post-process them. It comes pre-installed with\n", "- a scientific Python environment and the latest version of [the RADIS library](https://radis.github.io/).\n", "- pre-configured databases, such as HITEMP CO, CO2, H2O N2O, NO and NO2 !\n", "\n", "\n", "## Start computing spectra\n", "\n", "This is a notebook. Run the cell below with the ▶️ button in the toolbar." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/srv/conda/envs/notebook/lib/python3.6/site-packages/radis/misc/warning.py:241: MissingSelfBroadeningWarning: Self-broadening temperature coefficient Tdpsel not given in database: used Tdpair instead\n", " warnings.warn(WarningType(message))\n" ] }, { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "%matplotlib inline\n", "from radis import calc_spectrum\n", "s = calc_spectrum(1900, 2300, # cm-1\n", " molecule='CO',\n", " isotope='1,2,3',\n", " pressure=1.01325, # bar\n", " Tgas=700, # K\n", " mole_fraction=0.1,\n", " path_length=1, # cm\n", " databank='hitran', # or use 'hitemp'\n", " verbose=False\n", " )\n", "s.plot() # plot the radiance by default " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "That's it, you computed your first spectrum ! \n", "\n", "Now have a look at more complex examples. Run and edit an existing notebook : \n", "\n", "- [post-process-spectra.ipynb](examples/post-process-spectra.ipynb) : apply a slit, store, save to txt, crop, line-survey, etc. \n", "- [compare_with_experiment.ipynb](examples/compare_with_experiment.ipynb) : upload an experimental file and compare it to calculations. \n", "- [compare_CO_HITRAN_HITEMP.ipynb](examples/compare_CO_HITRAN_HITEMP.ipynb) : CO spectra calculated with HITRAN and HITEMP from 300 to 6000 K. \n", "- [compare_CO2_HITRAN_HITEMP.ipynb](examples/compare_CO2_HITRAN_HITEMP.ipynb) : CO$_2$ spectra calculated with HITRAN and HITEMP from 300 to 3500 K. \n", "- [co2-4080-4500nm.ipynb/](examples/co2-4080-4500nm/co2-4080-4500.ipynb) : CO$_2$ spectrum compared with experiment, with line-of-sight absorption, and instrumental slit function. \n", "\n", "Or :\n", "- start a new notebook from the Launcher, or start a new Terminal to install any extra package you need. \n", "- [customize your RADIS-lab](examples/customize-radis-lab.ipynb) and get to know more about the JupyterLab environment.\n", "\n", "\n", "# Useful links \n", "\n", "- [RADIS Documentation](https://radis.readthedocs.io/)\n", "- [RADIS Community](https://github.com/radis/slack-invite) : join Slack to share your questions with other researchers, developers, and spectroscopy enthusiasts.\n", "\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Cite\n", "\n", "RADIS-lab is free to use, and can be used for teaching and research ! \n", "\n", "If using it to compute spectra with RADIS, properly cite the RADIS code. See how on the [online documentation](https://radis.readthedocs.io/en/latest/references/references.html#cite). \n", "\n", "Also, make sure you cite the databases you use in your work (HITRAN / HITEMP). Citation keys can be found on the link above, or generated from a computed spectrum using `s.cite()`." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.8" } }, "nbformat": 4, "nbformat_minor": 4 }