Notebooks/7_Multi-messenger_astronomy__Planning_observations_rapidly_with_MOCs.ipynb

{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "7650a193",
   "metadata": {},
   "source": [
    "# Multi Order Coverage data structure to plan multi-messenger observations\n",
    "\n",
    "Giuseppe Greco¹, Manon Marchand²\n",
    "\n",
    "1. INFN, Sezione de Perugia, 1-06123 Perugia, Italy\n",
    "2. Université de Strasbourg, CNRS, Observatoire Astronomique de Strasbourg, UMR 7550, F-67000, Strasbourg, France\n",
    "\n",
    "\n",
    "This notebook is a tutorial associated to the article [Multi Order Coverage data structure to plan\n",
    "multi-messenger observations](https://www.sciencedirect.com/science/article/pii/S2213133722000026?via%3Dihub).\n",
    "\n",
    "***\n",
    "\n",
    "We will first explore Multi-Order Coverage (MOC) data structure manipultation, then we will see how astroplan and Space-Time Multi Order Coverage (STMOC) can be combined. The final step is a concrete example illustrating how STMOCS can be build in a few seconds to plan observations from three ground observatories of the full sky localisation produced after detection of a gravitational wave."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "667a7509",
   "metadata": {},
   "source": [
    "## Setting the notebook\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "efe9627f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Standard Library\n",
    "from datetime import timedelta\n",
    "from pathlib import Path\n",
    "\n",
    "# Astronomy tools\n",
    "import astropy.units as u\n",
    "from astroplan import Observer\n",
    "from astropy.io import fits\n",
    "from astropy.table import QTable\n",
    "from astropy.time import Time\n",
    "from astropy.utils.data import download_file\n",
    "\n",
    "# Moc and HEALPix tools\n",
    "from cdshealpix import healpix_to_skycoord\n",
    "from mocpy import MOC, STMOC\n",
    "\n",
    "# Sky visualization\n",
    "from ipyaladin import Aladin\n",
    "\n",
    "# For plots\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Data handling\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6f8240be",
   "metadata": {},
   "outputs": [],
   "source": [
    "# define a path to store data\n",
    "path = Path.cwd() / \"Data/Multi-order-coverage-to-plan-MMA/\"\n",
    "path.mkdir(parents=True, exist_ok=True)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "6677e9ce",
   "metadata": {},
   "source": [
    "\n",
    "## Manipulating MOCs\n",
    "\n",
    "\n",
    "In this first section, we build an elementary MOC, describe essential algorithms and perform basic tests.\n",
    "\n",
    "First, we create a MOC region with the HEALPix index = 652 at order = 4 applying the method [from_healpix_cells](https://cds-astro.github.io/mocpy/stubs/mocpy.MOC.html#mocpy.MOC.from_healpix_cells) from mocpy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "09dba0a8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<class 'mocpy.moc.moc.MOC'>\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "2/50 \n",
       "4/"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ipix = np.array([50], dtype=\"uint64\")  # the index of the HEALPix cell\n",
    "depth = np.array([2], dtype=\"uint8\")  # its depth\n",
    "\n",
    "moc_test = MOC.from_healpix_cells(\n",
    "    ipix,\n",
    "    depth,\n",
    "    4,\n",
    ")  # here we set it's order to 4, it can be more precise than the most precise cell. No issues there.\n",
    "print(type(moc_test))\n",
    "moc_test"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "ed4053a9",
   "metadata": {},
   "source": [
    "As a good practice, always try to know the type of the objects you're manipulating. Here we created a `mocpy.moc.moc.MOC`.\n",
    "\n",
    "Printing this `moc_test` alows to find again the `order/cell_indices` for all cells that are in the MOC. Try creating a MOC with more cells to explore this representation!\n",
    "\n",
    "Let's look at it in the very handy `display_preview`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "cad43359",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "moc_test.display_preview()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "5d344065",
   "metadata": {},
   "source": [
    "Then, we write the MOC region in an external file named **TEST.fits** serialized in a FITS format."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "508c4127",
   "metadata": {},
   "outputs": [],
   "source": [
    "moc_test.save(path / \"TEST.fits\", format=\"fits\", overwrite=True)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e881b50e",
   "metadata": {},
   "source": [
    "**Figure 1.** HEALPix grid at order = 4. In red, the MOC region with HEALPix index = 652. This represents the MOC we created."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "a30af252",
   "metadata": {},
   "source": [
    "Now, we read the MOC file `TEST.fits` and we find the MOC order: the depth of the smallest HEALPix cells. Of course, we will find an order = 4 as set when we created the MOC."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "caf2f8bc",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "moc_order = 4\n"
     ]
    }
   ],
   "source": [
    "# Read  MOC map.\n",
    "moc_test_from_file = MOC.from_fits(path / \"TEST.fits\")\n",
    "\n",
    "# Find MOC order\n",
    "moc_order = moc_test_from_file.max_order\n",
    "print(\"moc_order =\", moc_order)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "b51944bf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "moc_test_from_file.display_preview()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "09952a59",
   "metadata": {},
   "source": [
    "Here, we serialize the MOC from fits to json/dictionary with the keys and values representing the orders and the pixel indices, respectively. Of course, we find here the values used in the original MOC creation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "fff1dee9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'2': [50], '4': []}"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Serialize the MOC from fits to json/dict.\n",
    "moc_json = moc_test.serialize(format=\"json\")\n",
    "moc_json"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "8d3386c0",
   "metadata": {},
   "source": [
    "By definition, for the [nested](https://healpix.jpl.nasa.gov/html/intronode4.htm) numbering scheme used in MOcs, the HEALPix cells of higher order contained in a cell are comprised between:\n",
    "\n",
    "$[npix \\times 4^{(max\\_order - order)}]$ \n",
    "\n",
    "and\n",
    "\n",
    "$[(npix+1) \\times 4^{(max\\_order - order)}-1] $.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7597ae30",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "For our cell 50 at order 2, the cells at order 3 are comprised between the indices 200 and 203\n"
     ]
    }
   ],
   "source": [
    "first_index = int(ipix[0] * 4)\n",
    "last_index = int((ipix[0] + 1) * 4 - 1)\n",
    "print(\n",
    "    f\"For our cell {ipix[0]} at order {depth[0]}, the cells at \"\n",
    "    f\"order {depth[0] +1} are comprised between the indices {first_index} and {last_index}\",\n",
    ")\n",
    "moc_order_3 = MOC.from_healpix_cells(\n",
    "    np.array([200, 201, 202, 203], dtype=\"uint64\"),\n",
    "    np.array([3, 3, 3, 3], dtype=\"uint8\"),\n",
    "    3,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "fcafa854",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 500x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(5, 5))\n",
    "wcs = moc_order_3.wcs(fig)\n",
    "ax = fig.add_subplot(projection=wcs)\n",
    "# Represent the moc at order 3 with its four cells, 200, 201, 202, and 203\n",
    "moc_order_3.fill(ax, wcs, color=\"purple\", alpha=0.5)\n",
    "moc_order_3.border(ax, wcs, color=\"purple\")\n",
    "# Reprensent the cell 50 at order 2\n",
    "moc_test.border(ax, wcs, color=\"black\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "da71d21a",
   "metadata": {},
   "source": [
    "You can interactively visualize the results with the following Aladin widget. To see the HealPix grid, select it in the `manage layers` <img src=\"https://github.com/ggreco77/Tutotest/blob/main/images/ipyaladin_layer.png?raw=true\" alt=\"the Layer Button\" style=\"width:30px; display: inline-block;\"/> menu."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "0f41d287",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "714e0712a3ef4ba792af9d21956ce419",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Aladin(fov=150.0, height=600.0, options=['allow_full_zoomout', 'coo_frame', 'fov', 'full_screen', 'log', 'over…"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aladin = Aladin(target=\"20:15:0, +19:15:0\", fov=150, height=600)\n",
    "aladin"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "5c3055ed",
   "metadata": {},
   "source": [
    "A MOC map can also be added to the Aladin widget by adding it to the variable `aladin`:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "9ffb2a10",
   "metadata": {},
   "outputs": [],
   "source": [
    "aladin.add_moc_from_dict(\n",
    "    moc_order_3.serialize(format=\"json\"),\n",
    "    {\n",
    "        \"color\": \"purple\",\n",
    "        \"opacity\": 0.4,\n",
    "        \"adaptativeDisplay\": False,\n",
    "        \"name\": \"moc_order_3\",\n",
    "    },\n",
    ")\n",
    "# if the MOC does not appear right away in the ipyaladin widwet, unzoom and zoom again to actualize the view"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "5f6725e5",
   "metadata": {},
   "source": [
    "## Astroplan\n",
    "\n",
    "In this second section, we cover the use of [astroplan](https://astroplan.readthedocs.io/en/latest/index.html) a python library useful for observation planning and scheduling.\n",
    "\n",
    "First, we want to define the airmass in each HEALPix index using the astroplan module. In particular, we define the airmass in the Haleakala site  at 2019-04-25 14:18:05.018 UTC."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "f5210364",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Observer: name='haleakala',\n",
       "    location (lon, lat, el)=(-156.169 deg, 20.71552 deg, 3047.9999999999245 m),\n",
       "    timezone=<UTC>>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Let's define a MOC with four cells and extract the coordinates of the centers of these cells\n",
    "healpix_indices = [2608, 2609, 2610, 2611]\n",
    "observation_MOC = MOC.from_json({5: healpix_indices})\n",
    "skycoords = healpix_to_skycoord(healpix_indices, 5)\n",
    "\n",
    "# The Observer module has pre-defined observations sites. Here we chose Haleakala.\n",
    "haleakala = Observer.at_site(\"haleakala\")\n",
    "\n",
    "# Set observational time.\n",
    "start_time = Time(\"2019-04-25 12:30:00\")\n",
    "\n",
    "haleakala"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "622d40dd",
   "metadata": {},
   "source": [
    "Haleakala info from Observer class in astroplan."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "63fd5a3b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "We could apply any of the methods listed here\n",
      " to the object haleakea ['__class__', '__delattr__', '__dict__', '__dir__', '__doc__', '__eq__', '__format__', '__ge__', '__getattribute__', '__gt__', '__hash__', '__init__', '__init_subclass__', '__le__', '__lt__', '__module__', '__ne__', '__new__', '__reduce__', '__reduce_ex__', '__repr__', '__setattr__', '__sizeof__', '__str__', '__subclasshook__', '__weakref__', '_altitude_trig', '_calc_riseset', '_calc_transit', '_determine_which_event', '_horiz_cross', '_is_broadcastable', '_preprocess_inputs', '_two_point_interp', 'altaz', 'astropy_time_to_datetime', 'at_site', 'datetime_to_astropy_time', 'is_night', 'local_sidereal_time', 'location', 'midnight', 'moon_altaz', 'moon_illumination', 'moon_phase', 'moon_rise_time', 'moon_set_time', 'name', 'noon', 'parallactic_angle', 'pressure', 'relative_humidity', 'sun_altaz', 'sun_rise_time', 'sun_set_time', 'target_hour_angle', 'target_is_up', 'target_meridian_antitransit_time', 'target_meridian_transit_time', 'target_rise_time', 'target_set_time', 'temperature', 'timezone', 'tonight', 'twilight_evening_astronomical', 'twilight_evening_civil', 'twilight_evening_nautical', 'twilight_morning_astronomical', 'twilight_morning_civil', 'twilight_morning_nautical']\n"
     ]
    }
   ],
   "source": [
    "print(\n",
    "    f\"\"\"We could apply any of the methods listed here\n",
    " to the object haleakea {dir(haleakala)}\"\"\",\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "195c0aaf",
   "metadata": {},
   "source": [
    "Does the time we set correspond to night time at Haleakala? You can answer it using [is_night](https://astroplan.readthedocs.io/en/latest/api/astroplan.Observer.html#astroplan.Observer.is_night) method and setting the astronomical twilight."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "7c8440ee",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Is it night? True\n"
     ]
    }
   ],
   "source": [
    "# Check if it is night in Haleakala at the defined time:\n",
    "# -18 degree horizon (evening astronomical twilight).\n",
    "night = haleakala.is_night(start_time, horizon=-18 * u.deg)\n",
    "print(\"Is it night?\", night)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "ca8b2246",
   "metadata": {},
   "source": [
    "We have all needed information to calculate the airmass at the sky coordinates determined in the first section."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "7b7561da",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "airmass: 1.28 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (202.5, 31.38816646)> \n",
      "airmass: 1.27 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (203.90625, 32.7971683)> \n",
      "airmass: 1.31 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (201.09375, 32.7971683)> \n",
      "airmass: 1.29 <SkyCoord (ICRS): (ra, dec) in deg\n",
      "    (202.5, 34.22886633)> \n"
     ]
    }
   ],
   "source": [
    "# Airmass calculation\n",
    "airmass_values = haleakala.altaz(start_time, skycoords).secz\n",
    "\n",
    "for airmass_value, skycoord in zip(airmass_values, skycoords):\n",
    "    print(f\"airmass: {airmass_value.round(2)} {skycoord} \")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "820fe0e7",
   "metadata": {},
   "source": [
    "To only select sky area with airmass < 1.30, we create a new MOC with those sky coordinates. We will call it `MOC_observability_haleakala`. \n",
    "\n",
    "It can be useful to create an astropy table with skycoords and airmass_values as columns. Then we filter the airmass_values column from 1.00 to 1.30. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "31842521",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><i>QTable length=3</i>\n",
       "<table id=\"table139849404809376\" class=\"table-striped table-bordered table-condensed\">\n",
       "<thead><tr><th>skycoords</th><th>airmass_value</th></tr></thead>\n",
       "<thead><tr><th>deg,deg</th><th></th></tr></thead>\n",
       "<thead><tr><th>SkyCoord</th><th>float64</th></tr></thead>\n",
       "<tr><td>202.5,31.388166464348547</td><td>1.2833562530262468</td></tr>\n",
       "<tr><td>203.90625,32.797168295823646</td><td>1.265523826842467</td></tr>\n",
       "<tr><td>202.5,34.22886632781258</td><td>1.289875095057908</td></tr>\n",
       "</table></div>"
      ],
      "text/plain": [
       "<QTable length=3>\n",
       "         skycoords             airmass_value   \n",
       "          deg,deg                              \n",
       "          SkyCoord                float64      \n",
       "---------------------------- ------------------\n",
       "    202.5,31.388166464348547 1.2833562530262468\n",
       "203.90625,32.797168295823646  1.265523826842467\n",
       "     202.5,34.22886632781258  1.289875095057908"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "table = QTable([skycoords, airmass_values], names=[\"skycoords\", \"airmass_value\"])\n",
    "\n",
    "# Mask table with selected airmass values.\n",
    "observability_table = table[\n",
    "    (table[\"airmass_value\"] >= 1.0) & (table[\"airmass_value\"] <= 1.3)\n",
    "]\n",
    "\n",
    "observability_table"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "6fc6dfc5",
   "metadata": {},
   "source": [
    "## Combining astroplan and STMOC\n",
    "\n",
    "We use the [from_skycoords](https://cds-astro.github.io/mocpy/stubs/mocpy.MOC.html#mocpy.MOC.from_skycoords) method of MOCpy to create an observability MOC from the sky coordinates."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "13f4f83f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "5/2608-2609 2611 "
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# MOC from  sky coordinates\n",
    "moc_observability_haleakala = MOC.from_skycoords(observability_table[\"skycoords\"], 5)\n",
    "moc_observability_haleakala"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "25203864",
   "metadata": {},
   "source": [
    "The MOC observability is shown in green in **Figure 3** over the original MOC. The HEALPix index = 2610 at order = 5 is not considered in the MOC visibility at the coordinates RA = 201.09375 $^\\circ$, DEC = 32.7971683 $^\\circ$. This is because its associated airmass value = 1.31 is outside the airmass range we selected to create the MOC visibility from Haleakala."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "00a2b7b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "e58a1a90b253460e8b66b6139f1e8a62",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Aladin(fov=150.0, height=600.0, options=['allow_full_zoomout', 'coo_frame', 'fov', 'full_screen', 'log', 'over…"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "aladin2 = Aladin(target=\"13:30:0, +32:50:0\", fov=150, height=600)\n",
    "\n",
    "aladin2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "3e8fabeb",
   "metadata": {},
   "outputs": [],
   "source": [
    "aladin2.add_moc_from_dict(\n",
    "    observation_MOC.serialize(format=\"json\"),\n",
    "    {\"color\": \"blue\", \"opacity\": 0.5},\n",
    ")\n",
    "aladin2.add_moc_from_dict(\n",
    "    moc_observability_haleakala.serialize(format=\"json\"),\n",
    "    {\"color\": \"green\", \"opacity\": 0.5, \"fill\": True},\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "f23270a1",
   "metadata": {},
   "source": [
    "In green, the MOC visibility from the Haleakala site with airmass ranges from 1.00 to 1.30 over the original MOC area in blue."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e7a609e4",
   "metadata": {},
   "source": [
    "### Adding temporal information to an (Observability) MOC\n",
    "\n",
    "The ability to transform any spatial MOC generated from telescope footprints, image surveys, catalogues, gravitational-wave sky localizations, MOC visibility *etc.* into spatial and temporal MOC (STMOC) offers several interoperable approaches. In the next sections, we will discuss how to filter candidate transients.\n",
    "\n",
    "To encode temporal information in a space (observability) MOC, we apply the method [from_spatial_coverages](https://cds-astro.github.io/mocpy/stubs/mocpy.STMOC.html#mocpy.STMOC.from_spatial_coverages) from mocpy. We assume an exposure time of 10 minutes: from 2019-04-25 12:30:00 to 2019-04-25 12:40:00."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "df8263cb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Create a Space and Time MOC from a space MOC.\n",
    "space_time_moc_obs = STMOC.from_spatial_coverages(\n",
    "    Time([\"2019-04-25 12:30:00\"]),\n",
    "    Time([\"2019-04-25 12:40:00\"]),\n",
    "    [moc_observability_haleakala],\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "aa25b453",
   "metadata": {},
   "source": [
    "**Filtering transient candidates**\n",
    "\n",
    "To filter transient candidates *in space and in time* simultaneously, we use the [contains](https://cds-astro.github.io/mocpy/stubs/mocpy.MOC.html#mocpy.MOC.contains) method in mocpy. It returns a boolean mask array of the positions lying inside (or outside) the MOC instance. Good performances are obtained thanks to the core functions written in Rust programming language.  \n",
    "\n",
    "We consider two transients at sky positions of\n",
    "-  transient1: (RA = 202.49997 $^\\circ$, DEC = 32.79846 $^\\circ$) observed at UTC time 2019-04-25T12:33:00\n",
    "-  transient2: (RA = 202.69392 $^\\circ$, DEC = 34.02011 $^\\circ$) observed at UTC time 2019-04-25T12:50:00\n",
    "\n",
    "Both candidate transients fall inside our MOC region but only the first one is consistent with the exposure time of that region, see next cells: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "91fce829",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    ID         ra      dec              time         \n",
      "              deg      deg                           \n",
      "---------- --------- -------- -----------------------\n",
      "transient1 202.49997 32.79846 2019-04-25T12:33:00.000\n",
      "transient2 202.69392 34.02011 2019-04-25T13:45:00.000\n"
     ]
    }
   ],
   "source": [
    "# An astropy table with the 2 transients is created.\n",
    "transient_tb = QTable()\n",
    "\n",
    "# ID candidate transients\n",
    "transient_tb[\"ID\"] = [\"transient1\", \"transient2\"]\n",
    "\n",
    "# Transient positions\n",
    "transient_tb[\"ra\"] = [202.49997, 202.69392] * u.deg\n",
    "transient_tb[\"dec\"] = [32.79846, 34.02011] * u.deg\n",
    "\n",
    "# Transient time observations\n",
    "transient_tb[\"time\"] = Time([\"2019-04-25T12:33:00\", \"2019-04-25T13:45:00\"])\n",
    "\n",
    "print(transient_tb)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "bbed0c3c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ True, False])"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Filtering transients in space and time.\n",
    "space_time_moc_obs.contains(\n",
    "    transient_tb[\"time\"],\n",
    "    transient_tb[\"ra\"],\n",
    "    transient_tb[\"dec\"],\n",
    ")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "fc039100",
   "metadata": {},
   "source": [
    "As expected,  the boolean mask returns **True** only for the transient1."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "a829682d",
   "metadata": {},
   "source": [
    "## Concrete example : planning observations for a GW follow up\n",
    "\n",
    "Here we describe the essential steps to delimit portions of a MOC coverage that are observable from a specific astronomical site within a fixed time interval and a defined range of airmass values. We start with the 90% credible region of the gravitational-wave event GW190425. The credible region is encoded in a MOC data structure. In order to show the potential of MOCs to manage complex and irregular sky areas, the 90% credible region of GW190425 is prepocessed as discussed in **Sections 4.2 and 4.3**.\n",
    "The MOC region is accessible from the link [here](https://github.com/ggreco77/MOC-to-plan-MMA/blob/main/data/processed_moc_skymap.fits?raw=true). \n",
    "All steps are shown in the [video tutorial](https://virgo.pg.infn.it/sites/virgo.pg.infn.it/files/mm/tuto_A_C_mid.mp4) focusing in the main Aladin graphical user interface. \n",
    "\n",
    "For running the code, we consider the merger time of GW190425 from the image's header."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "0b7ab4e8",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Download the initial (BAYESTAR)sky map of GW190425 from GraceDB.\n",
    "\n",
    "bayesian = download_file(\n",
    "    \"https://gracedb.ligo.org/api/superevents/S190425z/files/bayestar.fits.gz,0\",\n",
    "    cache=True,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "90014768",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The merger time is 2019-04-25T08:18:05.018\n"
     ]
    }
   ],
   "source": [
    "# Get merger time from image's header.\n",
    "hdul = fits.open(bayesian)\n",
    "merger_time = Time(hdul[1].header[\"DATE-OBS\"])\n",
    "\n",
    "print(\"The merger time is\", merger_time)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "46c437aa",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define an observatory from the astroplan list\n",
    "observatory_name = \"haleakala\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "c5165e78",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Define observatory in the astroplan Observer class\n",
    "observatory_astroplan_observer = Observer.at_site(observatory_name)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "abe6b7b3",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Observer: name='haleakala',\n",
       "    location (lon, lat, el)=(-156.169 deg, 20.71552 deg, 3047.9999999999245 m),\n",
       "    timezone=<UTC>>"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "observatory_astroplan_observer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "e8a6ab2b",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Check if it is night in your Observatory at the merger time:\n",
    "# -18 degree horizon (evening astronomical twilight).\n",
    "night = observatory_astroplan_observer.is_night(merger_time, horizon=-18 * u.deg)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "e75856e3",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Is nightime in haleakala ? True\n"
     ]
    }
   ],
   "source": [
    "print(f\"Is nightime in {observatory_name} ?\", night)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e6b20906",
   "metadata": {},
   "source": [
    "If it is night in your observatory, we set as start time the merger time of the event, otherwise, we find the nearest twilight astronomical evening. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "076c13f2",
   "metadata": {},
   "outputs": [],
   "source": [
    "if night:  # starts as soon as the merger if it is nightime at the observatory\n",
    "    start_time = merger_time\n",
    "else:\n",
    "    # else, wait for the nearest twilight astronomical evening\n",
    "    twilight_evening_astronomical = (\n",
    "        observatory_astroplan_observer.twilight_evening_astronomical(\n",
    "            merger_time,\n",
    "            which=\"nearest\",\n",
    "        )\n",
    "    )\n",
    "    start_time = twilight_evening_astronomical"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "218f4fbb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Start time for the first observation: 2019-04-25T08:18:05.018\n"
     ]
    }
   ],
   "source": [
    "print(\"Start time for the first observation:\", start_time)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "153cd165",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MOC order: 11\n"
     ]
    }
   ],
   "source": [
    "# Init. list for schedule observation\n",
    "observatory_time_obs = []\n",
    "# Set the airmass range to create the MOC visibility\n",
    "airmass_max = 2\n",
    "airmass_min = 1\n",
    "# Read the MOC map.\n",
    "moc = MOC.from_fits(path / \"processed_moc_skymap.fits\")\n",
    "# Find MOC Order\n",
    "order = moc.max_order\n",
    "print(\"MOC order:\", order)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "48f1b13a",
   "metadata": {},
   "source": [
    "Here, we want to calculate the visibility area within the previous MOC from the specific observatory site, at a given time and setting the airmass values."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "8edb5194",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "input_order:  11\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[8388608,\n",
       " 8388609,\n",
       " 8388610,\n",
       " 8388611,\n",
       " 8388612,\n",
       " 8388613,\n",
       " 8388614,\n",
       " 8388615,\n",
       " 8388616,\n",
       " 8388617]"
      ]
     },
     "execution_count": 34,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Serialize the MOC from fits to json/dict.\n",
    "moc_json = moc.serialize(format=\"json\")\n",
    "# Init. a list of HEALPix indices.\n",
    "healpix_indices = []\n",
    "# Set a MOC order. MOC order >= max order in the original MOC.\n",
    "input_order = order\n",
    "print(\"input_order: \", input_order)\n",
    "# Read MOC JSON file.\n",
    "for key, value in moc_json.items():\n",
    "    order = int(key)\n",
    "\n",
    "    # Flatten cells.\n",
    "    for npix in value:\n",
    "        first_index = npix * 4 ** (input_order - order)\n",
    "        last_index = (npix + 1) * 4 ** (input_order - order) - 1\n",
    "\n",
    "        # Resulting list of flatten cells.\n",
    "        for healpix_index in np.arange(first_index, last_index + 1):\n",
    "            healpix_indices.append(healpix_index)\n",
    "healpix_indices[:10]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "ddfadf77",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Convert HEALPix indices to celestial coordinates.\n",
    "healpix_indices = np.array(healpix_indices)\n",
    "skycoord = healpix_to_skycoord(healpix_indices, input_order)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "25570913",
   "metadata": {},
   "source": [
    "In the next cell, we open a samp instance with the function defined at the beginning of this notebook. This protocol will try to send information to the Aladin desktop application to vizualize the observation plan. Be sure that the application is open. \n",
    "\n",
    "To install the aladin desktop software, follow the instructions below.\n",
    "\n",
    "Download the Aladin.jar from the Aladin download page. Execute it from a terminal by typing:\n",
    "\n",
    "`$ java -Xmx2g -jar Aladin.jar`\n",
    "\n",
    "The flag -Xmx specifies the maximum memory allocation pool for a JVM. Here 2GB of memory is allocated. For GW sky localizations with nside=2048, increase the memory allocated up to 3GB, -Xmx3g."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "f167a1b9",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_observation_moc(start_time, after_n_hours: int, observer):\n",
    "    \"\"\"Get an observation MOC from observer point of view n-hours after start-time.\n",
    "\n",
    "    This MOC corresponds to a sky area above the horizon (above 18°) and with an\n",
    "    airmass comprised between 1 and 2.\n",
    "\n",
    "    Parameters\n",
    "    ----------\n",
    "    start_time : `astropy.time.core.Time`\n",
    "        Time at which the observation starts\n",
    "    after_n_hours : int\n",
    "        Increment for the time, in hours\n",
    "    observer : `astroplan.observer.Observer`\n",
    "        An observatory, as defined in astroplan\n",
    "\n",
    "    Returns\n",
    "    -------\n",
    "    `mocpy.moc.moc.MOC`\n",
    "        The corresponding MOC\n",
    "    \"\"\"\n",
    "    time_step = start_time + timedelta(hours=after_n_hours)\n",
    "    night = observer.is_night(time_step, horizon=-18 * u.deg)\n",
    "    print(f\"Was it nightime in {observatory_name} at {time_step.iso}? \", night)\n",
    "\n",
    "    # Airmass calculation\n",
    "    airmass = observatory_astroplan_observer.altaz(time_step, skycoord).secz\n",
    "\n",
    "    # Create an Astropy table.\n",
    "    tb = QTable([skycoord, airmass], names=[\"skycoord\", \"airmass\"])\n",
    "\n",
    "    # Mask table with selected airmass values.\n",
    "    tb = tb[(tb[\"airmass\"] >= airmass_min) & (tb[\"airmass\"] <= airmass_max)]\n",
    "\n",
    "    # Create an observability MOC.\n",
    "    return MOC.from_skycoords(tb[\"skycoord\"], input_order)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "1bad3ad5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "79d020631ab145508c75b48619bc0da6",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Aladin(fov=200.0, height=600.0, options=['allow_full_zoomout', 'coo_frame', 'fov', 'full_screen', 'log', 'over…"
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "observation_aladin = Aladin(fov=200, target=\"20:00:0, +20:00:0\", height=600)\n",
    "observation_aladin"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "54d8fed4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Was it nightime in haleakala at 2019-04-25 08:18:05.018?  True\n",
      "Was it nightime in haleakala at 2019-04-25 10:18:05.018?  True\n",
      "Was it nightime in haleakala at 2019-04-25 12:18:05.018?  True\n",
      "Was it nightime in haleakala at 2019-04-25 14:18:05.018?  True\n"
     ]
    }
   ],
   "source": [
    "list_moc = []\n",
    "for increment_hour in range(0, 8, 2):\n",
    "    spacial_moc = get_observation_moc(\n",
    "        start_time,\n",
    "        increment_hour,\n",
    "        observatory_astroplan_observer,\n",
    "    )\n",
    "    # we add the MOCs here\n",
    "    observation_aladin.add_moc_from_dict(\n",
    "        spacial_moc.serialize(format=\"json\"),\n",
    "        {\n",
    "            \"opacity\": 0.5,\n",
    "            \"name\": f\"observation_after_{increment_hour}_hours\",\n",
    "            \"fill\": True,\n",
    "        },\n",
    "    )\n",
    "    list_moc += [spacial_moc]"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "3d807846",
   "metadata": {},
   "source": [
    "Explote the aladin view to see the mocs, or plot them directly with matplotlib. The list of MOCs behaves like every other list, and you could for example retrieve the first MOC we created with `list_moc[0]`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "77d01c35",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 10))\n",
    "colors = [\"orange\", \"purple\", \"blue\", \"teal\"]\n",
    "\n",
    "for i, moc in enumerate(list_moc):\n",
    "    wcs = moc.wcs(fig)\n",
    "    ax = fig.add_subplot(\n",
    "        2,\n",
    "        2,\n",
    "        i + 1,\n",
    "        projection=wcs,\n",
    "    )  # a 2*2 grid of subplots\n",
    "    moc.fill(ax, wcs, fill=True, alpha=0.5, color=colors[i])\n",
    "    ax.grid(True)  # noqa: FBT003"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "bf2ea001",
   "metadata": {},
   "source": [
    "Both the visualisations in aladin and with the display_preview allow to see the evolution of the observation area with time. Feel free to check and uncheck the coverages display in the aladin widget in the `Manage Layers` menu.\n",
    "Then, we repeat the same steps for Paranal and SSO observatories fixing the same starting time than for the Haleakala site."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "27d8c607",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<Observer: name='paranal',\n",
      "    location (lon, lat, el)=(-70.40498688000002 deg, -24.627439409999997 deg, 2668.999999999649 m),\n",
      "    timezone=<UTC>>\n",
      "<Observer: name='sso',\n",
      "    location (lon, lat, el)=(149.06119444444445 deg, -31.273361111111104 deg, 1149.0000000015516 m),\n",
      "    timezone=<UTC>>\n"
     ]
    }
   ],
   "source": [
    "# Set Observers: Paranal and SSO\n",
    "paranal = Observer.at_site(\"paranal\")\n",
    "sso = Observer.at_site(\"sso\")\n",
    "print(paranal)\n",
    "print(sso)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "d95e1fa4",
   "metadata": {},
   "source": [
    "**An updated list of built-in observatories can be found in [astropy-data/coordinates/sites.json](https://github.com/astropy/astropy-data/blob/162e724509fd18b8bc3fc29f766b716ce4657d20/coordinates/sites.json)**"
   ]
  }
 ],
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   "display_name": "Python 3 (ipykernel)",
   "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": "3.10.11"
  },
  "vscode": {
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      "model_module_version": "^0.2.5",
      "model_name": "AladinModel",
      "state": {
       "_model_module_version": "^0.2.5",
       "_view_module_version": "^0.2.5",
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       "color_map_flag": true,
       "color_map_name": "",
       "coo_frame": "J2000",
       "fov": 237.5739,
       "full_screen": false,
       "height": 600,
       "layout": "IPY_MODEL_7b099d5f6a4345d8a34ea81794d96e9f",
       "listener_flag": true,
       "listener_type": "",
       "log": true,
       "moc_URL": "",
       "moc_dict": {
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         50
        ],
        "3": []
       },
       "moc_from_URL_flag": true,
       "moc_from_dict_flag": false,
       "moc_options": {
        "adaptativeDisplay": false,
        "color": "purple",
        "name": "moc_order_3",
        "opacity": 0.4
       },
       "options": [
        "allow_full_zoomout",
        "coo_frame",
        "fov",
        "full_screen",
        "log",
        "overlay_survey",
        "overlay_survey_opacity",
        "reticle_color",
        "reticle_size",
        "show_catalog",
        "show_context_menu",
        "show_coo_grid",
        "show_frame",
        "show_fullscreen_control",
        "show_goto_control",
        "show_layers_control",
        "show_reticle",
        "show_share_control",
        "show_simbad_pointer_control",
        "show_zoom_control",
        "survey",
        "target"
       ],
       "overlay_from_stcs_flag": true,
       "overlay_options": {},
       "overlay_survey": "",
       "overlay_survey_opacity": 0,
       "rectangular_selection_flag": true,
       "reticle_color": "rgb(178, 50, 178)",
       "reticle_size": 22,
       "show_catalog": true,
       "show_context_menu": true,
       "show_coo_grid": false,
       "show_frame": true,
       "show_fullscreen_control": false,
       "show_goto_control": true,
       "show_layers_control": true,
       "show_reticle": true,
       "show_share_control": false,
       "show_simbad_pointer_control": true,
       "show_zoom_control": true,
       "stc_string": "",
       "survey": "P/DSS2/color",
       "table_columns": [],
       "table_flag": true,
       "table_keys": [],
       "target": "20:15:0, +19:15:0",
       "thumbnail_flag": true,
       "votable_URL": "",
       "votable_from_URL_flag": true,
       "votable_options": {}
      }
     },
     "79d020631ab145508c75b48619bc0da6": {
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