{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Imports "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import urllib.request\n",
    "\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "import astropy.io as aio\n",
    "import astropy.units as u\n",
    "\n",
    "import lenstools as lt\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# One map sample "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Header "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "SIMPLE  =                    T / file does conform to FITS standard             \n",
       "BITPIX  =                  -32 / number of bits per data pixel                  \n",
       "NAXIS   =                    2 / number of data axes                            \n",
       "NAXIS1  =                 2000 / length of data axis 1                          \n",
       "NAXIS2  =                 2000 / length of data axis 2                          \n",
       "EXTEND  =                    F / FITS dataset may contain extensions            \n",
       "COMMENT   FITS (Flexible Image Transport System) format is defined in 'Astronomy\n",
       "COMMENT   and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H \n",
       "BZERO   =                   0. / BZERO                                          \n",
       "BSCALE  =                   1. / BSCALE                                         \n",
       "EQUINOX =               2000.0 / EQUINOX                                        \n",
       "CTYPE1  = 'RA---TAN'           / CTYPE1                                         \n",
       "CRVAL1  =             3.586259 / CRVAL1                                         \n",
       "CRPIX1  =               1000.5 / CRPIX1                                         \n",
       "CDELT1  = -8.33750208437552E-05 / CDELT1                                        \n",
       "CTYPE2  = 'DEC--TAN'           / CTYPE2                                         \n",
       "CRVAL2  =           -30.400174 / CRVAL2                                         \n",
       "CRPIX2  =               1000.5 / CRPIX2                                         \n",
       "CDELT2  = 8.33750208437552E-05 / CDELT2                                         \n",
       "ORIGIN  = 'JPK-SOFT'           / ORIGIN                                         \n",
       "DATE    = '2017-01-31T07:32:20' / file creation date (YYYY-MM-DDThh:mm:ss UT)   \n",
       "RADESYS = 'FK5     '                                                            \n",
       "CD1_1   = -8.3375020843755E-05                                                  \n",
       "CD2_2   = 8.33750208437552E-05                                                  \n",
       "CD1_2   =                  0.0                                                  \n",
       "CD2_1   =                  0.0                                                  \n",
       "LTM1_1  =                  1.0                                                  \n",
       "LTM2_2  =                  1.0                                                  \n",
       "WCSDIM  =                    2                                                  \n",
       "WCSAXES =                    2                                                  \n",
       "WAT0_001= 'system=image'                                                        \n",
       "WAT1_001= 'wtype=tan axtype=ra'                                                 \n",
       "WAT2_001= 'wtype=tan axtype=dec'                                                \n",
       "RA_TARG =    3.588333333333333                                                  \n",
       "DEC_TARG=            -30.39725                                                  \n",
       "TARGNAME= 'abell2744'                                                           \n",
       "HLSPNAME= 'frontier'                                                            \n",
       "PROPOSID=                13495                                                  \n",
       "PR_INV_F= 'Jennifer'                                                            \n",
       "PR_INV_L= 'Lotz    '                                                            \n",
       "MAPMKR_F= 'Mathilde'                                                            \n",
       "MAPMKR_L= 'Jauzac  '                                                            \n",
       "DATAMAX =    105.3750076293945                                                  \n",
       "DATAMIN =   0.0354883149266243                                                  \n",
       "IRAF_MAX=    105.3750076293945                                                  \n",
       "IRAF_MIN=   0.0354883149266243                                                  "
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "with aio.fits.open(\"hlsp_frontier_model_abell2744_cats_v4.1_kappa.fits\") as hdu:\n",
    "    head = hdu[0].header\n",
    "\n",
    "head"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Read one kappa map "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "def loadConvergenceMap(fname):\n",
    "    with aio.fits.open(fname) as hdu:\n",
    "        angle = 0.3*hdu[0].header[\"NAXIS1\"]*u.arcsec\n",
    "        kappa = hdu[0].data\n",
    "    return angle,kappa"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "conv = lt.image.convergence.ConvergenceMap.load(\"hlsp_frontier_model_abell2744_cats_v4.1_kappa.fits\",format=loadConvergenceMap)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Pixels on a side: 2000\n",
      "Pixel size: 0.3 arcsec\n",
      "Total angular size: 600.0 arcsec\n",
      "lmin=2.2e+03 ; lmax=3.1e+06\n"
     ]
    }
   ],
   "source": [
    "conv.info"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualize log(kappa) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(12,8))\n",
    "lt.image.convergence.ConvergenceMap(np.log(conv.data),angle=conv.side_angle).visualize(colorbar=True,cbar_label=r\"$\\log(\\kappa)$\",fig=fig,ax=ax)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 2D angular power spectrum "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [],
   "source": [
    "ell_bins = np.linspace(5000,5000*100,100)\n",
    "ell,Pell = conv.powerSpectrum(ell_bins)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0,0.5,'$\\\\ell(\\\\ell+1)P_\\\\ell/2\\\\pi$')"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(12,8))\n",
    "\n",
    "ax.plot(ell,ell*(ell+1)*Pell/(2*np.pi))\n",
    "\n",
    "ax.set_xlabel(r\"$\\ell$\",fontsize=16)\n",
    "ax.set_ylabel(r\"$\\ell(\\ell+1)P_\\ell/2\\pi$\",fontsize=16)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Ensemble of kappa maps"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download kappa maps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "def downloadMaps(ns,dest):\n",
    "    url_root = \"https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/\"\n",
    "    map_name = \"hlsp_frontier_model_abell2744_cats-map{0:03d}_v4.1_kappa.fits\"\n",
    "    for n in ns:\n",
    "        url = url_root + map_name.format(n)\n",
    "        print(\"[+] Downloading: \"+url)\n",
    "        urllib.request.urlretrieve(url,os.path.join(dest,map_name.format(n)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map000_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map001_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map002_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map003_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map004_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map005_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map006_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map007_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map008_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map009_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map010_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map011_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map012_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map013_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map014_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map015_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map016_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map017_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map018_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map019_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map020_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map021_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map022_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map023_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map024_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map025_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map026_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map027_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map028_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map029_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map030_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map031_v4.1_kappa.fits\n",
      "[+] Downloading: https://archive.stsci.edu/pub/hlsp/frontier/abell2744/models/cats/v4.1/range/hlsp_frontier_model_abell2744_cats-map032_v4.1_kappa.fits\n",
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     ]
    }
   ],
   "source": [
    "downloadMaps(range(200),\"hlsp_maps/range\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Kappa power spectrum measurements "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [],
   "source": [
    "def measureKappaPowerSpectrum(ell_bins,ns,map_root=\"hlsp_maps/range/hlsp_frontier_model_abell2744_cats-map{0:03d}_v4.1_kappa.fits\"):\n",
    "    ps = np.zeros((len(ns),len(ell_bins)-1))\n",
    "    for i,n in enumerate(ns):\n",
    "        map_fname = map_root.format(n)\n",
    "        print(\"[+] Measuring kappa power spectrum in map: \"+map_fname)\n",
    "        conv = lt.image.convergence.ConvergenceMap.load(map_fname,format=loadConvergenceMap)\n",
    "        ell,pn = conv.powerSpectrum(ell_bins)\n",
    "        ps[i,:] = pn\n",
    "    \n",
    "    return ell,ps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[+] Measuring kappa power spectrum in map: hlsp_maps/range/hlsp_frontier_model_abell2744_cats-map000_v4.1_kappa.fits\n",
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     ]
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    {
     "name": "stdout",
     "output_type": "stream",
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      "[+] Measuring kappa power spectrum in map: hlsp_maps/range/hlsp_frontier_model_abell2744_cats-map071_v4.1_kappa.fits\n",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[+] Measuring kappa power spectrum in map: hlsp_maps/range/hlsp_frontier_model_abell2744_cats-map142_v4.1_kappa.fits\n",
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     ]
    }
   ],
   "source": [
    "ell,kappa_ps = measureKappaPowerSpectrum(ell_bins,range(200))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0,0.5,'$\\\\ell(\\\\ell+1)P_\\\\ell/2\\\\pi$')"
      ]
     },
     "execution_count": 51,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax = plt.subplots(figsize=(12,8))\n",
    "\n",
    "for ps in kappa_ps:\n",
    "    ax.plot(ell,ell*(ell+1)*ps/(2*np.pi),color=\"blue\",alpha=0.1)\n",
    "ax.plot(ell,ell*(ell+1)*kappa_ps.mean(0)/(2*np.pi),color=\"red\",linewidth=2)\n",
    "\n",
    "ax.set_xlabel(r\"$\\ell$\",fontsize=16)\n",
    "ax.set_ylabel(r\"$\\ell(\\ell+1)P_\\ell/2\\pi$\",fontsize=16)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "hide_input": false,
  "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": "3.7.0"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}