{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# STARDIS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2022-01-12T00:13:43.539653Z",
     "start_time": "2022-01-12T00:13:40.679189Z"
    }
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Iterations:          0/? [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Packets:             0/? [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Import necessary code\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "from tardis.io.atom_data.util import download_atom_data\n",
    "\n",
    "from stardis.base import run_stardis\n",
    "\n",
    "from astropy import units as u, constants as const"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Download atomic data\n",
    "\n",
    "download_atom_data('kurucz_cd23_chianti_H_He')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/smithis7/anaconda3/envs/stardis/lib/python3.8/site-packages/tardis/plasma/properties/radiative_properties.py:93: RuntimeWarning: invalid value encountered in true_divide\n",
      "  (g_lower * n_upper) / (g_upper * n_lower)\n"
     ]
    }
   ],
   "source": [
    "# Create array of wavelengths and run STARDIS\n",
    "\n",
    "tracing_lambdas = np.arange(6540, 6590, .01) * u.Angstrom\n",
    "\n",
    "sim = run_stardis('stardis_example.yml', tracing_lambdas)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot spectra\n",
    "\n",
    "#%matplotlib notebook\n",
    "\n",
    "plt.figure(figsize=(10,6))\n",
    "plt.plot(sim.lambdas, sim.spectrum_lambda)\n",
    "\n",
    "plt.xlim((6540,6590))\n",
    "plt.title(\"STARDIS Solar Spectrum\")\n",
    "plt.xlabel(\"Wavelength [$\\AA$]\")\n",
    "plt.ylabel(\"Flux density [erg/s/cm$^2$/$\\AA$]\")\n",
    "\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:anaconda3-stardis]",
   "language": "python",
   "name": "conda-env-anaconda3-stardis-py"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.16"
  },
  "toc": {
   "base_numbering": 1,
   "nav_menu": {},
   "number_sections": true,
   "sideBar": true,
   "skip_h1_title": false,
   "title_cell": "Table of Contents",
   "title_sidebar": "Contents",
   "toc_cell": false,
   "toc_position": {},
   "toc_section_display": true,
   "toc_window_display": false
  },
  "vscode": {
   "interpreter": {
    "hash": "fa8628d2318bd99a3d47e52206e03625a3fa16b2b0ce3640eae09b1452043fd1"
   }
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