{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "feaab6a0",
   "metadata": {},
   "source": [
    "===================== Import Packages ===================="
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "5c30a871",
   "metadata": {},
   "outputs": [],
   "source": [
    "import sys, os, pdb, glob\n",
    "import math\n",
    "import numpy as np\n",
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.colors import SymLogNorm\n",
    "from astropy.table import Table, join, MaskedColumn\n",
    "from astropy.io import fits\n",
    "from astropy.coordinates import SkyCoord\n",
    "from astropy import units as u\n",
    "from matplotlib.patches import Ellipse\n",
    "from mpl_toolkits.axes_grid1 import make_axes_locatable\n",
    "from astropy.modeling.models import Gaussian2D\n",
    "from astropy.convolution.kernels import Model2DKernel\n",
    "from astroquery.vizier import Vizier\n",
    "import warnings\n",
    "from astropy.logger import AstropyWarning\n",
    "warnings.filterwarnings('ignore', category=AstropyWarning)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6f12fb69",
   "metadata": {},
   "source": [
    "===================== Define Functions ==================="
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "0e8b2d7c",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_data(catalog, join_key='Name', join_type='inner'):\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Get data from literature with Vizier\n",
    "\n",
    "    INPUT:      catalog = ctalog name on Vizier (str)\n",
    "                join_key = column header to join tables, if multiple (str; optional)\n",
    "                join_type = way to join tables, if multiple (str; optional)\n",
    "\n",
    "    OUTPUT:     t = data table (AstroPy Table)\n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    ### GET FULL CATALOG (ALL COLUMNS, ALL ROWS)\n",
    "    viz = Vizier(catalog=catalog, columns=['**'])\n",
    "    viz.ROW_LIMIT = -1\n",
    "    tv = viz.get_catalogs(catalog)\n",
    "\n",
    "    ### IF MULTIPLE TABLES, JOIN THEN\n",
    "    for i, val in enumerate(tv.keys()):\n",
    "        if i == 0:\n",
    "            t = tv[val]\n",
    "        else:\n",
    "            tt = tv[val]\n",
    "            if join_key in tt.columns:\n",
    "                t = join(t, tt, join_type=join_type, keys=join_key)\n",
    "\n",
    "    return t"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "e989d079",
   "metadata": {},
   "outputs": [],
   "source": [
    "def readfits(file):\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Read in FITS file and header info\n",
    "\n",
    "    INPUT:      file = path to FITS file (str)\n",
    "\n",
    "    OUTPUT:     data = image data (2x2 float arr)\n",
    "                xcen, ycen = image center coordinates in pixels (float)\n",
    "                xpix, ypix = image pixel width in deg/pix units (float)\n",
    "                xcen_ra, xcen_de = image center coordinates in deg units (float)\n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    hdulist = fits.open(file)\n",
    "    data = hdulist[0].data[0, 0, :, :]\n",
    "    head = hdulist[0].header\n",
    "    hdulist.close()\n",
    "\n",
    "    xcen = head['CRPIX1']\n",
    "    ycen = head['CRPIX2']\n",
    "    xpix = head['CDELT1']\n",
    "    ypix = head['CDELT2']\n",
    "    xcen_ra = head['CRVAL1']\n",
    "    xcen_de = head['CRVAL2']\n",
    "\n",
    "    return(data, xcen, ycen, xpix, ypix, xcen_ra, xcen_de)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "6aaae7d1",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_beam_kernel(bmin, bmaj, bpa, pscl):\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Get beam kernel for plotting\n",
    "\n",
    "    INPUT:      bmin, bmaj = beam minor & major axis in arcsec (float)\n",
    "                bpa = beam position angle in degrees (float)\n",
    "                pscl = image pixel scale of image (float)\n",
    "\n",
    "    OUTPUT:     bkernel = beam kernel (float)\n",
    "                xstd, ystd = beam standard deviaion in x, y directions (float)\n",
    "                bpa = beam position angle (float)\n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    ### BEAM STANDARD DEVIATION (NEEDED FOR Gaussian2D)\n",
    "    xstd = (bmin / (2. * np.sqrt(2. * np.log(2.)))) / np.abs(pscl)\n",
    "    ystd = (bmaj / (2. * np.sqrt(2. * np.log(2.)))) / np.abs(pscl)\n",
    "\n",
    "    ### MAKE BEAM KERNEL\n",
    "    ### DEFAULT KERNEL SIZE IS 8xWIDTH, MUST BE CENTERED ON [0,0]\n",
    "    gauss_model = Gaussian2D(1, 0, 0, xstd, ystd, bpa)\n",
    "    bkernel = Model2DKernel(gauss_model, x_size=int(xstd * 2), y_size=int(ystd * 2))\n",
    "\n",
    "    return bkernel, xstd, ystd, bpa"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "8c41d574",
   "metadata": {},
   "outputs": [],
   "source": [
    "def get_pos(ns, ncol):\n",
    "\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Get position of subplot of image\n",
    "\n",
    "    INPUT:      ns = total number of sources being plotted\n",
    "                ncol = total number of columns being plotted\n",
    "\n",
    "    OUTPUT:     plotpos = plot positions for images\n",
    "                nx = notal number of columns in plot\n",
    "                ny = total number of rows in plot\n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    pxmin, pxmax = 0.01, 0.99\n",
    "    pymin, pymax = 0.01, 0.99\n",
    "    dx, dy = 0.005, 0.005\n",
    "\n",
    "    nx, ny = int(ncol), int(math.ceil(ns / ncol))\n",
    "    nplot = nx * ny\n",
    "\n",
    "    plotpos = np.zeros((nplot, 4))\n",
    "    sx = (pxmax - pxmin - (nx - 1) * dx) / nx\n",
    "    sy = (pymax - pymin - (ny - 1) * dy) / ny\n",
    "    iplot = 0\n",
    "\n",
    "    for j in range(ny):\n",
    "        py2 = pymax - j * (sy + dy)\n",
    "        py1 = py2 - sy\n",
    "        for i in range(nx):\n",
    "            px1 = pxmin + i * (sx + dx)\n",
    "            plotpos[iplot, :] = [px1, py1, sx, sy]\n",
    "            iplot += 1\n",
    "\n",
    "    return plotpos, nx, ny"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "108aabff",
   "metadata": {},
   "outputs": [],
   "source": [
    "def add_beam(bmj, bmn, bpa, sx, sy, bcol, ax):\n",
    "\n",
    "    \"\"\"\n",
    "    PURPOSE:    Add beam to image\n",
    "\n",
    "    INPUT:      bmj, bmn= beam major & minor axis in arcsec (float)\n",
    "                bpa = beam position angle in degrees (float)\n",
    "                sx, sy = location to plot beam (float)\n",
    "                bcol = color of beam for plotting (str)\n",
    "                ax = ax to plot beam (matplotlib ax)\n",
    "\n",
    "    OUTPUT:     ax, but now with beam plotted (matplotlib ax) \n",
    "\n",
    "    \"\"\"\n",
    "\n",
    "    epa = 90. + bpa\n",
    "    ell = Ellipse(xy=(sx, sy), width=bmj, height=bmn, angle=epa, edgecolor=bcol,\n",
    "                  fc='None', linewidth=1.0, linestyle='solid')\n",
    "    ax.add_patch(ell)\n",
    "\n",
    "    return ax"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "cee0a987",
   "metadata": {},
   "source": [
    "========================== Code =========================="
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "6e1be488",
   "metadata": {},
   "outputs": [],
   "source": [
    "#### LOAD IN LUPUS DATA\n",
    "T = get_data(\"J/ApJ/828/46\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "a1d76308",
   "metadata": {},
   "outputs": [],
   "source": [
    "#### INDEX DETECTIONS AND NON-DETECTIONS\n",
    "ind_det = np.where(T['F890'] / T['e_F890'] >= 3.0)\n",
    "ind_nd = np.where(T['F890'] / T['e_F890'] < 3.0)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "91d02e58",
   "metadata": {},
   "outputs": [],
   "source": [
    "### KEEP DETECTIONS & ORDER BY DECREASING FLUX\n",
    "### REMOVE Sz 82 SINCE USED EXISTING OBS IN PAPER\n",
    "T = T[ind_det]\n",
    "T = T[np.where(T[\"Name\"] != \"Sz 82\")]\n",
    "T.sort('F890')\n",
    "T.reverse()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "b2c62cc7",
   "metadata": {},
   "outputs": [],
   "source": [
    "### SETUP PLOT\n",
    "mpl.rc('xtick', labelsize=5)\n",
    "mpl.rc('ytick', labelsize=5)\n",
    "mpl.rc('xtick.major', size=1, pad=3, width=.5)\n",
    "mpl.rc('ytick.major', size=1, pad=3, width=.5)\n",
    "mpl.rc('axes', linewidth=0.5)\n",
    "mpl.rc('lines', markersize=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "452e5eea",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x900 with 61 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "### PLOT STAMPS\n",
    "plotpos, nx, ny = get_pos(len(T), 7)\n",
    "fig = plt.figure(figsize=(nx, ny))\n",
    "for i, val in enumerate(T['Name']):\n",
    "\n",
    "    ### GET COORDINATES OF OBJECT FROM PAPER TABLE\n",
    "    de_obj = str(T['DEJ2000'][i].split(' ')[0][0]) + str(T['DEJ2000'][i].split(' ')[0][1:]) + 'd' + str(T['DEJ2000'][i].split(' ')[1]) + 'm' + str(T['DEJ2000'][i].split(' ')[2]) + 's'\n",
    "    ra_obj = str(T['RAJ2000'][i].split(' ')[0]) + 'h' + str(T['RAJ2000'][i].split(' ')[1]) + 'm' + str(T['RAJ2000'][i].split(' ')[2]) + 's'\n",
    "    c_obj = SkyCoord(ra_obj, de_obj, frame='icrs')\n",
    "    \n",
    "    ### GET IMAGE FILE NAME\n",
    "    File_Img = '../data/FITS/' + val.replace(' ', '_') + '_cont.fits'\n",
    "    if os.path.isfile(File_Img) is False:\n",
    "        print('missing FITS file for ' + val)\n",
    "        pdb.set_trace()\n",
    "\n",
    "    ### LOAD IMAGE AND GET CENTER COORDINATES\n",
    "    img, xcen_img, ycen_img, xpix_img, ypix_img, xcen_ra, ycen_de = readfits(File_Img)\n",
    "    c_img = SkyCoord(xcen_ra, ycen_de, frame='icrs', unit='deg')\n",
    "    \n",
    "    ### CENTER IMAGE ON OBJECT LOCATION \n",
    "    hw_as = 1.0\n",
    "    dra, ddec = c_img.spherical_offsets_to(c_obj)\n",
    "    width_pix = int(round(hw_as / (ypix_img * 3600.0)))\n",
    "    xctr = xcen_img + dra.value / xpix_img\n",
    "    yctr = ycen_img + ddec.value / ypix_img\n",
    "\n",
    "    ### CROP IMAGE AND PUT INTO mJy UNITS\n",
    "    img = 1e3 * img[int(round(yctr - width_pix)):int(round(yctr + width_pix)),\n",
    "                    int(round(xctr - width_pix)):int(round(xctr + width_pix))]\n",
    "\n",
    "    ### ADD SUBPLOT & CENTER LAST ROW\n",
    "    if (i < nx * (ny - 1)):\n",
    "        ax = fig.add_axes(plotpos[i, :])\n",
    "    else:\n",
    "        ind = i + int((nx * ny - len(T)) / 2)\n",
    "        ax = fig.add_axes(plotpos[ind, :])\n",
    "\n",
    "    ### REMOVE AXIS LABELS\n",
    "    ax.axes.get_xaxis().set_visible(False)\n",
    "    ax.axes.get_yaxis().set_visible(False)\n",
    "\n",
    "    ### PLOT IMAGE\n",
    "    ax.imshow(img, extent=[-hw_as, hw_as, -hw_as, hw_as], interpolation='bilinear', vmin=2*T['rms'][i], vmax=np.max(img), origin='lower', cmap='jet')\n",
    "    ax.text(-hw_as * 0.9, hw_as * 0.80, str(val), fontsize=5, color='white', fontweight='bold')\n",
    "\n",
    "    ### ADD BEAM TO FIRST IMAGE\n",
    "    if i == 0:\n",
    "        ax = add_beam(0.34, 0.28, -86, hw_as * 0.7, -hw_as * 0.7, 'white', ax)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "a0d38ed9",
   "metadata": {},
   "outputs": [],
   "source": [
    "### SAVE PLOT\n",
    "fig.savefig('../output/figure_02.png', bbox_inches='tight', dpi=900)\n",
    "plt.close('all')"
   ]
  }
 ],
 "metadata": {
  "jupytext": {
   "cell_metadata_filter": "-all",
   "main_language": "python",
   "notebook_metadata_filter": "-all"
  },
  "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": "3.9.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
