From 8257f313f782a3792d184d3c0f465bba9f72498e Mon Sep 17 00:00:00 2001
From: Hayden Monk <monkhayd@msu.edu>
Date: Thu, 11 Apr 2024 10:14:45 -0400
Subject: [PATCH] Part of the mesa model notebook was missing

---
 docs/Tutorials/Mesa_model.ipynb | 145 +++++++++++++++++++++++++++++++-
 1 file changed, 144 insertions(+), 1 deletion(-)

diff --git a/docs/Tutorials/Mesa_model.ipynb b/docs/Tutorials/Mesa_model.ipynb
index b78a721a..0f7b0f22 100644
--- a/docs/Tutorials/Mesa_model.ipynb
+++ b/docs/Tutorials/Mesa_model.ipynb
@@ -36,12 +36,155 @@
   {
    "cell_type": "markdown",
    "metadata": {},
+   "source": [
+    "# Imports & Downloads"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "f87fd67a2f2c4f92b23a2c6cc4dde403",
+       "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": "a31e7f12df014bc7bcc23d33d7ddea31",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "Packets:             0/? [00:00<?, ?it/s]"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Atomic Data kurucz_cd23_chianti_H_He already exists in /home/monkhayd/Downloads/tardis-data/kurucz_cd23_chianti_H_He.h5. Will not download - override with force_download=True.\n"
+     ]
+    }
+   ],
+   "source": [
+    "import numpy as np\n",
+    "import matplotlib.pyplot as plt\n",
+    "from tardis.io.atom_data.util import download_atom_data\n",
+    "from stardis.base import run_stardis\n",
+    "from astropy import units as u, constants as const\n",
+    "\n",
+    "download_atom_data('kurucz_cd23_chianti_H_He')\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Simulation"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "WARNING:root:Atomic dataset only includes the first 30 elements. Solar composition heavy metal mass fraction Z will only be scaled for the elements provided.\n",
+      "/home/monkhayd/Software/tardis/tardis/plasma/properties/radiative_properties.py:93: RuntimeWarning: invalid value encountered in divide\n",
+      "  (g_lower * n_upper) / (g_upper * n_lower)\n",
+      "/home/monkhayd/Software/tardis/tardis/plasma/properties/radiative_properties.py:93: RuntimeWarning: invalid value encountered in divide\n",
+      "  (g_lower * n_upper) / (g_upper * n_lower)\n"
+     ]
+    }
+   ],
+   "source": [
+    "\n",
+    "tracing_lambdas = np.mgrid[6540:6590:.01]* u.Angstrom\n",
+    "\n",
+    "sim = run_stardis('Tutorial_data/mesa_model_example.yml', tracing_lambdas)\n",
+    "#This uses an example config file that utilizes a mesa model and truncates at the 40th shell"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Plotting"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 1000x600 with 1 Axes>"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "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",
+    "plt.tight_layout()\n",
+    "\n",
+    "plt.show()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {},
+   "outputs": [],
    "source": []
   }
  ],
  "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
   "language_info": {
-   "name": "python"
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.11.5"
   },
   "orig_nbformat": 4
  },