{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "f6600709-256a-44b1-bb6d-c087552ba0e5",
   "metadata": {},
   "source": [
    "# Wavelength Mapping\n",
    "\n",
    "This notebook contains illustrations of how various wavelengths are mapped to different pixels within the detector."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "07ddf08f-a2ac-4727-96bc-d872b23405cf",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import astropy.units as u\n",
    "import matplotlib.pyplot as plt\n",
    "from astropy.coordinates import SkyCoord\n",
    "from sunpy.coordinates import Helioprojective, get_horizons_coord\n",
    "from astropy.wcs.utils import pixel_to_pixel\n",
    "\n",
    "from mocksipipeline.detector.response import SpectrogramChannel\n",
    "from overlappy.wcs import overlappogram_fits_wcs, pcij_matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "0eca7313-c107-4068-9ec2-c5e4b2f2463e",
   "metadata": {},
   "outputs": [],
   "source": [
    "line_ids = [\n",
    "    #('Fe XVIII',14.21*u.angstrom),  # also targeted by MaGIXS\n",
    "    ('Fe XVII', 15.01*u.angstrom),  # also targeted by MaGIXS\n",
    "    ('Fe XVII', 16.78*u.AA),\n",
    "    ('Fe XVII', 17.05*u.AA),\n",
    "    ('O VII', 21.60*u.angstrom),  # also targeted by MaGIXS\n",
    "    ('O VII', 21.81*u.angstrom),\n",
    "    ('O VII', 22.10*u.AA),\n",
    "    ('O VIII', 18.97*u.angstrom),  # also targeted by MaGIXS\n",
    "    ('Fe XXV', 1.86*u.AA),\n",
    "    ('Ca XIX', 3.21*u.AA),\n",
    "    ('Si XIII', 6.74*u.AA),\n",
    "    ('Mg XI', 9.32*u.AA),\n",
    "    ('Fe XVII', 11.25*u.AA),\n",
    "    ('Fe XX', 12.83*u.AA),\n",
    "    ('Ne IX', 13.45*u.AA),\n",
    "    ('Fe XIX', 13.53*u.AA),\n",
    "    ('C VI', 33.73*u.AA),\n",
    "    ('C V', 40.27*u.AA),\n",
    "    ('Si XII', 44.16*u.AA),\n",
    "    ('Si XI', 49.18*u.AA),\n",
    "]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d418586f-7c96-4fd2-a999-632939405096",
   "metadata": {},
   "outputs": [],
   "source": [
    "def add_line_ids_to_axis(ax, line_ids):\n",
    "    for ion,line in line_ids:\n",
    "        ax.axvline(x=line.to_value('Angstrom'), ls=':', color='k',)\n",
    "    ax2 = ax.secondary_xaxis('top') \n",
    "    ax2.set_xticks(u.Quantity([l for _,l in line_ids]).to_value('Angstrom'),\n",
    "                   labels=[f'{ion}, {line.to_string(format=\"latex_inline\")}' for ion,line in line_ids],\n",
    "                   rotation=90,\n",
    "                   horizontalalignment='center',\n",
    "                   #verticalalignment='center'\n",
    "                  )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c48877cc-81a2-470a-a8cf-8585a30cee40",
   "metadata": {},
   "source": [
    "First, we are going to define a WCS for the 0th order and the 1st order"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "68f9ad6c-bb9c-4a1c-9333-5bbae2900060",
   "metadata": {},
   "outputs": [],
   "source": [
    "chan_0 = SpectrogramChannel(0, [])\n",
    "chan_1 = SpectrogramChannel(1, [])\n",
    "chan_3 = SpectrogramChannel(3, [])\n",
    "chan_m1 = SpectrogramChannel(-1, [])\n",
    "chan_m3 = SpectrogramChannel(-3, [])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a78f269b-ea1f-43f9-b977-ac51a3e22f8b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "INFO: Obtained JPL HORIZONS location for Solar Dynamics Observatory (spac [sunpy.coordinates.ephemeris]\n"
     ]
    }
   ],
   "source": [
    "observer = get_horizons_coord('SDO', '2020-11-09 18:00:00')\n",
    "hpc_frame = Helioprojective(observer=observer, obstime=observer.obstime)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "8bc65efe-c7ec-4765-8c7a-4b2922b18e77",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "roll_angle = -90 * u.deg\n",
    "dispersion_angle = 0 * u.deg"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "6a816c0d-003a-4544-a65b-dc76c035d9be",
   "metadata": {},
   "outputs": [],
   "source": [
    "wcs0 = overlappogram_fits_wcs(\n",
    "    chan_0.detector_shape,\n",
    "    chan_0.wavelength,\n",
    "    (chan_0.resolution[0], chan_0.resolution[1], chan_0.spectral_resolution),\n",
    "    reference_pixel=chan_0.reference_pixel,\n",
    "    reference_coord=(0*u.arcsec, 0*u.arcsec,0*u.angstrom),\n",
    "    pc_matrix=pcij_matrix(roll_angle, dispersion_angle, order=chan_0.spectral_order, dispersion_axis=0),\n",
    "    observer=observer,\n",
    ")\n",
    "wcs1 = overlappogram_fits_wcs(\n",
    "    chan_1.detector_shape,\n",
    "    chan_1.wavelength,\n",
    "    (chan_1.resolution[0], chan_1.resolution[1], chan_1.spectral_resolution),\n",
    "    reference_pixel=chan_1.reference_pixel,\n",
    "    reference_coord=(0*u.arcsec, 0*u.arcsec,0*u.angstrom),\n",
    "    pc_matrix=pcij_matrix(roll_angle, dispersion_angle, order=chan_1.spectral_order, dispersion_axis=0),\n",
    "    observer=observer,\n",
    ")\n",
    "wcs3 = overlappogram_fits_wcs(\n",
    "    chan_3.detector_shape,\n",
    "    chan_3.wavelength,\n",
    "    (chan_3.resolution[0], chan_3.resolution[1], chan_3.spectral_resolution),\n",
    "    reference_pixel=chan_3.reference_pixel,\n",
    "    reference_coord=(0*u.arcsec, 0*u.arcsec,0*u.angstrom),\n",
    "    pc_matrix=pcij_matrix(roll_angle, dispersion_angle, order=chan_3.spectral_order, dispersion_axis=0),\n",
    "    observer=observer,\n",
    ")\n",
    "wcsm1 = overlappogram_fits_wcs(\n",
    "    chan_m1.detector_shape,\n",
    "    chan_m1.wavelength,\n",
    "    (chan_m1.resolution[0], chan_m1.resolution[1], chan_m1.spectral_resolution),\n",
    "    reference_pixel=chan_m1.reference_pixel,\n",
    "    reference_coord=(0*u.arcsec, 0*u.arcsec, 0*u.angstrom),\n",
    "    pc_matrix=pcij_matrix(roll_angle, dispersion_angle, order=chan_m1.spectral_order, dispersion_axis=0),\n",
    "    observer=observer,\n",
    ")\n",
    "wcsm3 = overlappogram_fits_wcs(\n",
    "    chan_m3.detector_shape,\n",
    "    chan_m3.wavelength,\n",
    "    (chan_m3.resolution[0], chan_m3.resolution[1], chan_m3.spectral_resolution),\n",
    "    reference_pixel=chan_m3.reference_pixel,\n",
    "    reference_coord=(0*u.arcsec, 0*u.arcsec, 0*u.angstrom),\n",
    "    pc_matrix=pcij_matrix(roll_angle, dispersion_angle, order=chan_m3.spectral_order, dispersion_axis=0),\n",
    "    observer=observer,\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "d332f00c-2f0a-4af5-9787-dc4b36f5cd7c",
   "metadata": {},
   "outputs": [],
   "source": [
    "#ar_coord = SkyCoord(Tx=[100]*u.arcsec, Ty=[-450]*u.arcsec, frame=hpc_frame)\n",
    "ar_coord = SkyCoord(Tx=[-1000]*u.arcsec, Ty=[0]*u.arcsec, frame=hpc_frame)\n",
    "#ar_coord = SkyCoord(Tx=[0]*u.arcsec, Ty=[-1200]*u.arcsec, frame=hpc_frame)\n",
    "ar_coord_x_pix, ar_coord_y_pix, _ = ar_coord_pixel = wcs0.world_to_pixel(ar_coord, 0*u.angstrom)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "18feb2df-aad4-47a9-9acc-46b902caebf7",
   "metadata": {},
   "outputs": [],
   "source": [
    "wave_indices = range(1300)\n",
    "center_x_o0, _, _ = pixel_to_pixel(wcs0, wcs0, ar_coord_x_pix[0], ar_coord_y_pix[0], wave_indices)\n",
    "center_x_o1, _, _ = pixel_to_pixel(wcs0, wcs1, ar_coord_x_pix[0], ar_coord_y_pix[0], wave_indices)\n",
    "center_x_o3, _, _ = pixel_to_pixel(wcs0, wcs3, ar_coord_x_pix[0], ar_coord_y_pix[0], wave_indices)\n",
    "center_x_om1, _, _ = pixel_to_pixel(wcs0, wcsm1, ar_coord_x_pix[0], ar_coord_y_pix[0], wave_indices)\n",
    "center_x_om3, _, _ = pixel_to_pixel(wcs0, wcsm3, ar_coord_x_pix[0], ar_coord_y_pix[0], wave_indices)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "861c6118-d91b-4c01-96dc-90e95473a552",
   "metadata": {},
   "outputs": [],
   "source": [
    "_,wavelength = wcs0.pixel_to_world(*(chan_0.reference_pixel[:2]-1*u.pix).value, wave_indices)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "166c1335-17bc-4522-85b4-a26d012545ea",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, 'Wavelength [Å]')"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(18,5))\n",
    "ax = fig.add_subplot()\n",
    "ax.plot(wavelength.to('Angstrom'),center_x_o0, label='order=0')\n",
    "ax.plot(wavelength.to('Angstrom'),center_x_o1, label='order=1')\n",
    "ax.plot(wavelength.to('Angstrom'),center_x_o3, label='order=3')\n",
    "ax.plot(wavelength.to('Angstrom'),center_x_om1, label='order=-1')\n",
    "ax.plot(wavelength.to('Angstrom'),center_x_om3, label='order=-3')\n",
    "add_line_ids_to_axis(ax, line_ids)\n",
    "for ion,line in line_ids:\n",
    "    #if ion in ('Fe XVII', 'O VII', 'O VIII'):\n",
    "    pix_pos,_,_ = wcs1.world_to_pixel(ar_coord, line)\n",
    "    ax.hlines(pix_pos, 0, line.to_value('Angstrom'), ls=':', color='C1')\n",
    "    pix_pos,_,_ = wcs3.world_to_pixel(ar_coord, line)\n",
    "    ax.hlines(pix_pos, 0, line.to_value('Angstrom'), ls=':', color='C2')\n",
    "    pix_pos,_,_ = wcsm1.world_to_pixel(ar_coord, line)\n",
    "    ax.hlines(pix_pos, 0, line.to_value('Angstrom'), ls=':', color='C3')\n",
    "    pix_pos,_,_ = wcsm3.world_to_pixel(ar_coord, line)\n",
    "    ax.hlines(pix_pos, 0, line.to_value('Angstrom'), ls=':', color='C4')\n",
    "ax.axhline(y=0, ls='-', color='k')\n",
    "ax.axhline(y=2000, ls='-', color='k')\n",
    "ax.axvline(x=0, ls='-', color='k')\n",
    "ax.set_xlim(0,70)\n",
    "ax.set_ylim(1500,2500)\n",
    "ax.legend(loc=4)\n",
    "ax.set_ylabel('Position of Disk Center on detector')\n",
    "ax.set_xlabel('Wavelength [Å]')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c4e878c6-a1c7-48f5-bf18-717014bd7b80",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python [conda env:mocksipipeline]",
   "language": "python",
   "name": "conda-env-mocksipipeline-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": "3.9.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}