{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "7e2d6c7d-22a6-4163-b91b-39b08efe1a36",
   "metadata": {},
   "source": [
    "# Faraday complexity of 1, is really zero"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9d66efc2-3c21-4f0c-ab77-2924c9c9e3ff",
   "metadata": {},
   "outputs": [],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "import numpy as np\n",
    "from astropy.io import fits\n",
    "import healpy as hp\n",
    "from healpy.newvisufunc import projview, newprojplot\n",
    "from astropy.wcs import WCS\n",
    "from astropy.coordinates import SkyCoord\n",
    "import astropy.units as u\n",
    "import h5py\n",
    "from scipy.ndimage import map_coordinates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1033f2aa-bc76-401a-afd1-c5a523c5f194",
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'whamIntegrated' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[4], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m vmin \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mnanpercentile(\u001b[43mwhamIntegrated\u001b[49m, \u001b[38;5;241m5\u001b[39m)\n\u001b[1;32m      2\u001b[0m vmax \u001b[38;5;241m=\u001b[39m np\u001b[38;5;241m.\u001b[39mnanpercentile(whamIntegrated, \u001b[38;5;241m95\u001b[39m)\n\u001b[1;32m      4\u001b[0m plt\u001b[38;5;241m.\u001b[39mfigure(figsize\u001b[38;5;241m=\u001b[39m(\u001b[38;5;241m12\u001b[39m, \u001b[38;5;241m6\u001b[39m))\n",
      "\u001b[0;31mNameError\u001b[0m: name 'whamIntegrated' is not defined"
     ]
    }
   ],
   "source": [
    "vmin = np.nanpercentile(whamIntegrated, 5)\n",
    "vmax = np.nanpercentile(whamIntegrated, 95)\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.imshow(whamIntegrated, origin='lower', vmin=vmin, vmax=vmax, cmap='inferno')\n",
    "plt.colorbar(label='H-alpha intensity (R)')\n",
    "plt.title('WHAM Integrated H-alpha')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "93b33db6-0f85-4e7f-ae82-2d625628df32",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.colors as mcolors\n",
    "original_cmap = plt.get_cmap('Set1')\n",
    "\n",
    "colors = original_cmap(np.arange(1,6,1))\n",
    "Set11 = mcolors.ListedColormap(colors)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "b7f0ad0d-f505-48c3-adb9-42fbb602d7b4",
   "metadata": {},
   "outputs": [],
   "source": [
    "fn = '~/Research/DRAGONS/DRAGONS_faraday_depth_cubes/faraday_synthesis/dragons_Npeaks_8sigma.hpx.fits' \n",
    "eightsigmapeaksdat = fits.getdata(fn)\n",
    "eightsigmapeakdshdr = fits.getheader(fn)\n",
    "fn1 = '~/Research/DRAGONS/DRAGONS_faraday_depth_cubes/faraday_synthesis/dragons_Npeaks_8sigma.car.fits' \n",
    "eightsigmapeakscardat = fits.getdata(fn1)\n",
    "eightsigmapeakscarhdr = fits.getheader(fn1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "fbbaef11-5510-4bd8-9e1f-5271dc2be404",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(70.0, 90.0)"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1,1) \n",
    "im = ax.imshow(eightsigmapeakscardat, \n",
    "               cmap = Set11, vmin =1, vmax = 5,\n",
    "               origin = 'lower'\n",
    "              )\n",
    "plt.colorbar(im)\n",
    "ax.set_xlim(240,250)\n",
    "ax.set_ylim(70,90)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "de6621ff-f808-4598-9d8c-f8ec45c82825",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x745e08f0dab0>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 850x535.5 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "projview(\n",
    "    eightsigmapeaksdat,\n",
    "    projection_type = 'mollweide', \n",
    "    graticule = True, \n",
    "    graticule_labels=True, \n",
    "    # xlabel=\"Longitude\", \n",
    "    # ylabel=\"Latitude\", \n",
    "    cb_orientation = \"horizontal\",\n",
    "    cmap = Set11,\n",
    "    min = 1, \n",
    "    max = 5,\n",
    "    unit = r'Number of Peaks',\n",
    "    title = r'Number of Faraday Depth Peaks Above 8$\\sigma$', \n",
    "    fontsize={\n",
    "    \"title\":10,\n",
    "    \"xtick_label\":10,\n",
    "    \"ytick_label\":10, \n",
    "    \"cbar_label\":10\n",
    "    }\n",
    "    )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "3dbfe36b-646f-4ff4-9d54-a953d6362b0d",
   "metadata": {},
   "outputs": [],
   "source": [
    "fn = '~/Research/DRAGONS/DRAGONS_faraday_depth_cubes/faraday_synthesis/dragons_Npeaks_8sigma.car.fits'\n",
    "Npeakscardat = fits.getdata(fn)\n",
    "Npeakscarhdr = fits.getheader(fn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "55691ff3-bab9-4012-ae00-904ef15e6f6f",
   "metadata": {},
   "outputs": [],
   "source": [
    "#loading dirty Faraday Depth Cube for spectra\n",
    "fn = '~/Research/DRAGONS/DRAGONS_faraday_depth_cubes/faraday_synthesis/dragons_FDF_tot_dirty_Kgal.car.fits'\n",
    "FDdirtydat = fits.getdata(fn)\n",
    "FDdirtyhdr = fits.getheader(fn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "ddbebc6b-8bf6-4d7b-89c5-35773839c037",
   "metadata": {},
   "outputs": [],
   "source": [
    "#loading clean Faraday Depth Cube for spectra from DRAGONS\n",
    "fn = '~/Research/DRAGONS/DRAGONS_faraday_depth_cubes/faraday_synthesis/dragons_FDF_clean_tot_Kgal.car.fits'\n",
    "FDcleandat = fits.getdata(fn) \n",
    "FDcleanhdr = fits.getheader(fn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "41b13547-d5d4-4ba3-95cf-b20dbfff705b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "WCS Keywords\n",
       "\n",
       "Number of WCS axes: 3\n",
       "CTYPE : 'GLON-CAR' 'GLAT-CAR' 'FDEP' \n",
       "CRVAL : np.float64(0.0) np.float64(0.0) np.float64(0.0) \n",
       "CRPIX : np.float64(360.5) np.float64(180.5) np.float64(401.0) \n",
       "PC1_1 PC1_2 PC1_3  : np.float64(1.0) np.float64(0.0) np.float64(0.0) \n",
       "PC2_1 PC2_2 PC2_3  : np.float64(0.0) np.float64(1.0) np.float64(0.0) \n",
       "PC3_1 PC3_2 PC3_3  : np.float64(0.0) np.float64(0.0) np.float64(1.0) \n",
       "CDELT : np.float64(-0.5) np.float64(0.5) np.float64(0.5) \n",
       "NAXIS : 720  360  801"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "wcs = WCS(FDcleanhdr)\n",
    "wcs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6f6942eb-26b8-47c2-bd14-c4a5c63eae99",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "SIMPLE  =                    T / conforms to FITS standard                      \n",
       "BITPIX  =                  -64 / array data type                                \n",
       "NAXIS   =                    3 / number of array dimensions                     \n",
       "NAXIS1  =                  720                                                  \n",
       "NAXIS2  =                  360                                                  \n",
       "NAXIS3  =                  801                                                  \n",
       "COORDSYS= 'Galactic '          / Ecliptic, Galactic or Celestial (equatorial)   \n",
       "CRPIX2  =                180.5                                                  \n",
       "CDELT2  =                  0.5                                                  \n",
       "CUNIT2  = 'deg     '                                                            \n",
       "BUNIT   = 'K/RMSF  '                                                            \n",
       "CTYPE2  = 'GLAT-CAR'                                                            \n",
       "CRVAL2  =                    0                                                  \n",
       "CTYPE3  = 'FDEP    '           / Faraday depth (linear)                         \n",
       "CRPIX3  =                  401                                                  \n",
       "CRVAL3  =                  0.0 / [rad/m^2] Coordinate value at reference point  \n",
       "CDELT3  =                  0.5 / [rad/m^2] Coordinate increment at reference poi\n",
       "CUNIT3  = 'rad/m^2 '                                                            \n",
       "CTYPE1  = 'GLON-CAR'                                                            \n",
       "CRPIX1  =                360.5                                                  \n",
       "CRVAL1  =                    0                                                  \n",
       "CDELT1  =                 -0.5                                                  \n",
       "CUNIT1  = 'deg     '                                                            \n",
       "INSTRUME= 'DRAO-15 '                                                            "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "FDcleanhdr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "b3726cf9-20ba-471d-bc07-851db707426b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "SIMPLE  =                    T / conforms to FITS standard                      \n",
       "BITPIX  =                  -64 / array data type                                \n",
       "NAXIS   =                    2 / number of array dimensions                     \n",
       "NAXIS1  =                  720                                                  \n",
       "NAXIS2  =                  360                                                  \n",
       "COORDSYS= 'galactic'           / Ecliptic, Galactic or Celestial (equatorial)   \n",
       "CRPIX2  =                180.5                                                  \n",
       "CDELT2  =                  0.5                                                  \n",
       "CUNIT2  = 'deg     '                                                            \n",
       "BUNIT   = 'NUMBER  '                                                            \n",
       "CTYPE2  = 'GLAT-CAR'                                                            \n",
       "CRVAL2  =                    0                                                  \n",
       "CTYPE1  = 'GLON-CAR'                                                            \n",
       "CRPIX1  =                360.5                                                  \n",
       "CRVAL1  =                    0                                                  \n",
       "CDELT1  =                 -0.5                                                  \n",
       "CUNIT1  = 'deg     '                                                            "
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Npeakscarhdr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "ccdbe6bf-ccb5-4c82-aebd-3f56f889f191",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "figsize = (10, 6)\n",
    "fig, ax = plt.subplots(1,1, figsize = figsize)#, subplot_kw={'projection'})#: wcs.celestial})\n",
    "im0 = ax.imshow(Npeakscardat, origin='lower', cmap = Set11, vmin=1, vmax=5)\n",
    "\n",
    "plt.colorbar(im0)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "fa2ada02-6dfd-4c1e-b079-e46451aaf78d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0 []\n"
     ]
    }
   ],
   "source": [
    "mask = (Npeakscardat == 0)\n",
    "\n",
    "y_indices, x_indices = np.where(mask)\n",
    "\n",
    "zero_comp_pix_coord = list(zip(x_indices, y_indices)) \n",
    "\n",
    "print(len(zero_comp_pix_coord), zero_comp_pix_coord[:5])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c28ee90a-cdd9-4269-9752-04b9f6eef48b",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "# Finding lines of sight with given faraday complexity, as well as the regions with this complexity. Region here, defined as an area greater than or equal to 59 square pixels. Based on the beam area of the 15 m telescope at DRAO"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9f0aa84-a305-4f89-b4b6-66dd826e5559",
   "metadata": {},
   "source": [
    "## faraday complexity: 1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "2253d2cb-a71f-4baf-8618-e45e00148aee",
   "metadata": {},
   "outputs": [],
   "source": [
    "wcs = WCS(Npeakscarhdr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "2b424aee-c8be-4387-8dfb-d22a6682d752",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "37695 [[113  12]\n",
      " [114  12]\n",
      " [115  12]\n",
      " [116  12]\n",
      " [133  12]]\n"
     ]
    }
   ],
   "source": [
    "mask = (0 < Npeakscardat) & (Npeakscardat < 2)\n",
    "\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "oneCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(oneCompPixCoord), oneCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "dd823be2-3f7b-410a-ad86-ded7a11673bd",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 36726, distinct lines of sight: 37684\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(oneCompPixCoord)))\n",
    "newLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(oneCompPixCoord[currentIndex])]\n",
    "    queue = [oneCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = oneCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(oneCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(oneCompPixCoord[actualIdx])\n",
    "        \n",
    "        newLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "resolvedRegions = [r for r in newLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(resolvedRegions)}, distinct lines of sight: {len(newLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "72922d53-1186-4a2a-a102-2bcf48099ec2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Done. Access later with h5py.\n"
     ]
    }
   ],
   "source": [
    "chunkSize = 1000\n",
    "\n",
    "with h5py.File(\"galCoords.h5\", \"w\") as f: \n",
    "    for regionIdx, region in enumerate(resolvedRegions):\n",
    "        regionArray = np.array(region, dtype=np.int32)\n",
    "        lChunks=[]\n",
    "        bChunks=[]\n",
    "        for i in range(0, len(regionArray), chunkSize):\n",
    "            chunk = regionArray[i:i + chunkSize]\n",
    "            skyCoords = wcs.pixel_to_world(chunk[:,0], chunk[:,1])\n",
    "            galCoords = skyCoords.galactic\n",
    "            lChunks.append(galCoords.l.deg.astype(np.float32))\n",
    "            bChunks.append(galCoords.b.deg.astype(np.float32))\n",
    "            del skyCoords, galCoords, chunk \n",
    "        galArray = np.column_stack((np.concatenate(lChunks), np.concatenate(bChunks)))\n",
    "        f.create_dataset(f\"region{regionIdx}\", data=galArray)\n",
    "        del regionArray, galArray, lChunks, bChunks\n",
    "print(\"Done. Access later with h5py.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "7b304d26-a171-4188-a8e8-6dd83855633c",
   "metadata": {},
   "outputs": [],
   "source": [
    "#reserved for h5py access\n",
    "with h5py.File(\"galCoords.h5\", \"r\") as f:\n",
    "    region0 = f[\"region0\"][:] "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8d457c58-2c61-44c5-ab39-90bc2362c5cf",
   "metadata": {},
   "source": [
    "## faraday depth = 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "a9c0f60f-6b31-4f2d-b67d-12e4305656e1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "60185 [[69 12]\n",
      " [70 12]\n",
      " [71 12]\n",
      " [72 12]\n",
      " [73 12]]\n"
     ]
    }
   ],
   "source": [
    "mask = (1 < Npeakscardat) & (Npeakscardat < 3)\n",
    "\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "twoCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(twoCompPixCoord), twoCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "20d667ae-12a9-49cd-9c8c-b5e91f044ca2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 59972, distinct lines of sight: 60153\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(twoCompPixCoord)))\n",
    "compTwoNewLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(twoCompPixCoord[currentIndex])]\n",
    "    queue = [twoCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = twoCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(twoCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(twoCompPixCoord[actualIdx])\n",
    "        \n",
    "        compTwoNewLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "compTwoResolvedRegions = [r for r in compTwoNewLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(compTwoResolvedRegions)}, distinct lines of sight: {len(compTwoNewLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "1eb262e6-6c2c-42e1-8d36-fc6929237a82",
   "metadata": {},
   "outputs": [
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
      "\u001b[31mKeyboardInterrupt\u001b[39m                         Traceback (most recent call last)",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[25]\u001b[39m\u001b[32m, line 10\u001b[39m\n\u001b[32m      6\u001b[39m         lChunks=[]\n\u001b[32m      7\u001b[39m         bChunks=[]\n\u001b[32m      8\u001b[39m         \u001b[38;5;28;01mfor\u001b[39;00m i \u001b[38;5;28;01min\u001b[39;00m range(\u001b[32m0\u001b[39m, len(regionArray), chunkSize):\n\u001b[32m      9\u001b[39m             chunk = regionArray[i:i + chunkSize]\n\u001b[32m---> \u001b[39m\u001b[32m10\u001b[39m             skyCoords = wcs.pixel_to_world(chunk[:,\u001b[32m0\u001b[39m], chunk[:,\u001b[32m1\u001b[39m])\n\u001b[32m     11\u001b[39m             galCoords = skyCoords.galactic\n\u001b[32m     12\u001b[39m             lChunks.append(galCoords.l.deg.astype(np.float32))\n\u001b[32m     13\u001b[39m             bChunks.append(galCoords.b.deg.astype(np.float32))\n",
      "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/jupyter_env/lib/python3.11/site-packages/astropy/wcs/wcsapi/high_level_api.py:370\u001b[39m, in \u001b[36mHighLevelWCSMixin.pixel_to_world\u001b[39m\u001b[34m(self, *pixel_arrays)\u001b[39m\n\u001b[32m    367\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m.low_level_wcs.world_n_dim == \u001b[32m1\u001b[39m:\n\u001b[32m    368\u001b[39m     world_values = (world_values,)\n\u001b[32m--> \u001b[39m\u001b[32m370\u001b[39m pixel_values = \u001b[30;43mvalues_to_high_level_objects\u001b[39;49m\u001b[30;43m(\u001b[39;49m\n\u001b[32m    371\u001b[39m \u001b[30;43m    \u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43mworld_values\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mlow_level_wcs\u001b[39;49m\u001b[30;43m=\u001b[39;49m\u001b[30;43mself\u001b[39;49m\u001b[30;43m.\u001b[39;49m\u001b[30;43mlow_level_wcs\u001b[39;49m\n\u001b[32m    372\u001b[39m \u001b[30;43m\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n\u001b[32m    374\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(pixel_values) == \u001b[32m1\u001b[39m:\n\u001b[32m    375\u001b[39m     \u001b[38;5;28;01mreturn\u001b[39;00m pixel_values[\u001b[32m0\u001b[39m]\n",
      "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/jupyter_env/lib/python3.11/site-packages/astropy/wcs/wcsapi/high_level_api.py:337\u001b[39m, in \u001b[36mvalues_to_high_level_objects\u001b[39m\u001b[34m(low_level_wcs, *world_values)\u001b[39m\n\u001b[32m    333\u001b[39m     \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m    334\u001b[39m         \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\n\u001b[32m    335\u001b[39m             \u001b[33m\"\u001b[39m\u001b[33mTuples in world_axis_object_classes should have length 3 or 4\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m    336\u001b[39m         )\n\u001b[32m--> \u001b[39m\u001b[32m337\u001b[39m     result.append(\u001b[30;43mklass_gen\u001b[39;49m\u001b[30;43m(\u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43margs\u001b[39;49m\u001b[30;43m[\u001b[39;49m\u001b[30;43mkey\u001b[39;49m\u001b[30;43m]\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43mar\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43mkwargs\u001b[39;49m\u001b[30;43m[\u001b[39;49m\u001b[30;43mkey\u001b[39;49m\u001b[30;43m]\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43m*\u001b[39;49m\u001b[30;43mkw\u001b[39;49m\u001b[30;43m)\u001b[39;49m)\n\u001b[32m    339\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m result\n",
      "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/jupyter_env/lib/python3.11/site-packages/astropy/coordinates/sky_coordinate.py:223\u001b[39m, in \u001b[36mSkyCoord.__init__\u001b[39m\u001b[34m(self, copy, *args, **kwargs)\u001b[39m\n\u001b[32m    217\u001b[39m         \u001b[38;5;28mself\u001b[39m._sky_coord_frame = coords\n\u001b[32m    219\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m    220\u001b[39m     \u001b[38;5;66;03m# Get the frame instance without coordinate data but with all frame\u001b[39;00m\n\u001b[32m    221\u001b[39m     \u001b[38;5;66;03m# attributes set - these could either have been passed in with the\u001b[39;00m\n\u001b[32m    222\u001b[39m     \u001b[38;5;66;03m# frame as an instance, or passed in as kwargs here\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m223\u001b[39m     frame_cls, frame_kwargs = \u001b[30;43m_get_frame_without_data\u001b[39;49m\u001b[30;43m(\u001b[39;49m\u001b[30;43margs\u001b[39;49m\u001b[30;43m,\u001b[39;49m\u001b[30;43m \u001b[39;49m\u001b[30;43mkwargs\u001b[39;49m\u001b[30;43m)\u001b[39;49m\n\u001b[32m    225\u001b[39m     \u001b[38;5;66;03m# Parse the args and kwargs to assemble a sanitized and validated\u001b[39;00m\n\u001b[32m    226\u001b[39m     \u001b[38;5;66;03m# kwargs dict for initializing attributes for this object and for\u001b[39;00m\n\u001b[32m    227\u001b[39m     \u001b[38;5;66;03m# creating the internal self._sky_coord_frame object\u001b[39;00m\n\u001b[32m    228\u001b[39m     args = \u001b[38;5;28mlist\u001b[39m(args)  \u001b[38;5;66;03m# Make it mutable\u001b[39;00m\n",
      "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/jupyter_env/lib/python3.11/site-packages/astropy/coordinates/sky_coordinate_parsers.py:192\u001b[39m, in \u001b[36m_get_frame_without_data\u001b[39m\u001b[34m(args, kwargs)\u001b[39m\n\u001b[32m    189\u001b[39m     \u001b[38;5;28;01mif\u001b[39;00m attr \u001b[38;5;129;01min\u001b[39;00m kwargs:\n\u001b[32m    190\u001b[39m         frame_cls_kwargs[attr] = kwargs.pop(attr)\n\u001b[32m--> \u001b[39m\u001b[32m192\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m (representation_type := kwargs.pop(\u001b[33m\"\u001b[39m\u001b[33mrepresentation_type\u001b[39m\u001b[33m\"\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m)) \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m    193\u001b[39m     frame_cls_kwargs[\u001b[33m\"\u001b[39m\u001b[33mrepresentation_type\u001b[39m\u001b[33m\"\u001b[39m] = _get_repr_cls(representation_type)\n\u001b[32m    195\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m (differential_type := kwargs.pop(\u001b[33m\"\u001b[39m\u001b[33mdifferential_type\u001b[39m\u001b[33m\"\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m)) \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n",
      "\u001b[31mKeyboardInterrupt\u001b[39m: "
     ]
    }
   ],
   "source": [
    "chunkSize = 1000\n",
    "\n",
    "with h5py.File(\"compTwoGalCoords.h5\", \"w\") as f: \n",
    "    for regionIdx, region in enumerate(compTwoResolvedRegions):\n",
    "        regionArray = np.array(region, dtype=np.int32)\n",
    "        lChunks=[]\n",
    "        bChunks=[]\n",
    "        for i in range(0, len(regionArray), chunkSize):\n",
    "            chunk = regionArray[i:i + chunkSize]\n",
    "            skyCoords = wcs.pixel_to_world(chunk[:,0], chunk[:,1])\n",
    "            galCoords = skyCoords.galactic\n",
    "            lChunks.append(galCoords.l.deg.astype(np.float32))\n",
    "            bChunks.append(galCoords.b.deg.astype(np.float32))\n",
    "            del skyCoords, galCoords, chunk \n",
    "        galArray = np.column_stack((np.concatenate(lChunks), np.concatenate(bChunks)))\n",
    "        f.create_dataset(f\"region{regionIdx}\", data=galArray)\n",
    "        del regionArray, galArray, lChunks, bChunks\n",
    "print(\"Done. Access later with h5py.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bf369782-5faa-4d09-bf7a-db9c23a95006",
   "metadata": {},
   "outputs": [],
   "source": [
    "#reserved for h5py access\n",
    "#\n",
    "#\n",
    "#\n",
    "#\n",
    "#"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "439187fd-4de4-4ffd-8f0f-202270ab7574",
   "metadata": {},
   "source": [
    "## Faraday depth = 3"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "ead88ab2-f932-44f0-84b1-a4cae12dd149",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "45373 [[55 13]\n",
      " [57 13]\n",
      " [58 13]\n",
      " [59 13]\n",
      " [60 13]]\n"
     ]
    }
   ],
   "source": [
    "mask = (2 < Npeakscardat) & (Npeakscardat < 4)\n",
    "\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "threeCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(threeCompPixCoord), threeCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "b0d5148d-d524-444f-9409-f15447fc4da2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 45125, distinct lines of sight: 45371\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(threeCompPixCoord)))\n",
    "compThreeNewLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(threeCompPixCoord[currentIndex])]\n",
    "    queue = [threeCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = threeCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(threeCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(threeCompPixCoord[actualIdx])\n",
    "        \n",
    "        compThreeNewLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "compThreeResolvedRegions = [r for r in compThreeNewLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(compThreeResolvedRegions)}, distinct lines of sight: {len(compThreeNewLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "5d7ec020-6f88-49f3-b9cb-ae5de749fac7",
   "metadata": {},
   "outputs": [
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
      "\u001b[31mKeyboardInterrupt\u001b[39m                         Traceback (most recent call last)",
      "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[22]\u001b[39m\u001b[32m, line 3\u001b[39m\n\u001b[32m      1\u001b[39m compThreeRegionGalCoords = []\n\u001b[32m      2\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m region \u001b[38;5;28;01min\u001b[39;00m compThreeResolvedRegions:\n\u001b[32m----> \u001b[39m\u001b[32m3\u001b[39m     regionArray = np.array(region)\n\u001b[32m      4\u001b[39m     skyCoords = wcs.pixel_to_world(regionArray[:, \u001b[32m0\u001b[39m], regionArray[:, \u001b[32m1\u001b[39m])\n\u001b[32m      5\u001b[39m     galCoords = skyCoords.galactic\n\u001b[32m      6\u001b[39m     galArray = np.column_stack((galCoords.l.deg, galCoords.b.deg))\n",
      "\u001b[31mKeyboardInterrupt\u001b[39m: "
     ]
    }
   ],
   "source": [
    "compThreeRegionGalCoords = []\n",
    "for region in compThreeResolvedRegions:\n",
    "    regionArray = np.array(region)\n",
    "    skyCoords = wcs.pixel_to_world(regionArray[:, 0], regionArray[:, 1])\n",
    "    galCoords = skyCoords.galactic\n",
    "    galArray = np.column_stack((galCoords.l.deg, galCoords.b.deg))\n",
    "    compThreeRegionGalCoords.append(galArray)\n",
    "\n",
    "print(f\"Example region galactic coords (first 3 pixels):\\n{regionGalCoords[0][:3]}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "032473e5-dbfb-4c1d-a19e-4d904bfc97cb",
   "metadata": {},
   "source": [
    "## faraday depth = 4"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "c430a48b-1ee0-4875-ac26-21394d5d628f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "18940 [[32 25]\n",
      " [33 25]\n",
      " [34 25]\n",
      " [35 25]\n",
      " [36 25]]\n"
     ]
    }
   ],
   "source": [
    "mask = (3 < Npeakscardat) & (Npeakscardat < 5)\n",
    "\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "fourCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(fourCompPixCoord), fourCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "fd4f6de6-a5de-4b07-91f9-8edcc345e7fb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 18227, distinct lines of sight: 18920\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(fourCompPixCoord)))\n",
    "compFourNewLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(fourCompPixCoord[currentIndex])]\n",
    "    queue = [fourCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = fourCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(fourCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(fourCompPixCoord[actualIdx])\n",
    "        \n",
    "        compFourNewLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "compFourResolvedRegions = [r for r in compFourNewLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(compFourResolvedRegions)}, distinct lines of sight: {len(compFourNewLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "id": "1914d01f-12bd-4f9b-a15c-03f67c169f2a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of LoS: 18920\n",
      "Example LoS galactic coords \n",
      "[[163.75 -77.25]\n",
      " [160.25 -77.25]\n",
      " [160.75 -77.25]\n",
      " [161.25 -77.25]\n",
      " [161.75 -77.25]\n",
      " [162.25 -77.25]\n",
      " [162.75 -77.25]\n",
      " [163.25 -77.25]],\n",
      "[[181.25 -73.75]\n",
      " [180.75 -70.25]\n",
      " [181.25 -70.25]\n",
      " [181.75 -70.25]\n",
      " [180.25 -70.75]\n",
      " [180.75 -70.75]\n",
      " [181.25 -70.75]\n",
      " [181.75 -70.75]\n",
      " [182.25 -70.75]\n",
      " [182.75 -70.75]\n",
      " [180.25 -71.25]\n",
      " [180.75 -71.25]\n",
      " [181.25 -71.25]\n",
      " [181.75 -71.25]\n",
      " [182.25 -71.25]\n",
      " [182.75 -71.25]\n",
      " [183.25 -71.25]\n",
      " [180.25 -71.75]\n",
      " [180.75 -71.75]\n",
      " [181.25 -71.75]\n",
      " [181.75 -71.75]\n",
      " [182.25 -71.75]\n",
      " [181.75 -72.25]\n",
      " [181.25 -73.25]\n",
      " [181.75 -73.25]\n",
      " [180.75 -73.75]\n",
      " [181.25 -66.75]\n",
      " [181.75 -67.25]\n",
      " [182.25 -67.25]\n",
      " [182.25 -67.75]\n",
      " [182.75 -67.75]\n",
      " [183.25 -67.75]\n",
      " [180.25 -68.25]\n",
      " [180.75 -68.25]\n",
      " [181.75 -68.25]\n",
      " [182.25 -68.25]\n",
      " [182.75 -68.25]\n",
      " [183.25 -68.25]\n",
      " [180.25 -68.75]\n",
      " [180.75 -68.75]\n",
      " [181.25 -68.75]\n",
      " [181.75 -68.75]\n",
      " [182.25 -68.75]\n",
      " [182.75 -68.75]\n",
      " [183.25 -68.75]\n",
      " [183.75 -68.75]\n",
      " [180.25 -69.25]\n",
      " [180.75 -69.25]\n",
      " [181.25 -69.25]\n",
      " [181.75 -69.25]\n",
      " [182.25 -69.25]\n",
      " [182.75 -69.25]\n",
      " [183.25 -69.25]\n",
      " [183.75 -69.25]\n",
      " [180.25 -69.75]\n",
      " [180.75 -69.75]\n",
      " [181.25 -69.75]\n",
      " [181.75 -69.75]\n",
      " [182.25 -69.75]\n",
      " [182.75 -69.75]\n",
      " [183.25 -69.75]\n",
      " [183.75 -69.75]\n",
      " [184.25 -69.75]\n",
      " [180.25 -70.25]\n",
      " [182.25 -70.25]\n",
      " [182.75 -70.25]\n",
      " [183.25 -70.25]\n",
      " [183.75 -70.25]\n",
      " [184.25 -70.25]\n",
      " [183.25 -70.75]\n",
      " [183.75 -70.75]\n",
      " [184.25 -70.75]\n",
      " [181.75 -66.75]\n",
      " [182.75 -67.25]\n",
      " [183.75 -67.75]\n",
      " [183.75 -68.25]\n",
      " [184.25 -68.75]\n",
      " [184.25 -69.25]\n",
      " [184.75 -69.75]\n",
      " [184.75 -70.25]\n",
      " [182.25 -66.75]\n",
      " [183.25 -67.25]\n",
      " [184.25 -67.75]\n",
      " [184.25 -68.25]\n",
      " [184.75 -68.75]\n",
      " [184.75 -69.25]\n",
      " [185.25 -69.75]\n",
      " [184.75 -68.25]\n",
      " [185.25 -69.25]\n",
      " [185.25 -68.25]\n",
      " [185.25 -68.75]\n",
      " [185.75 -69.25]\n",
      " [185.75 -68.75]\n",
      " [180.25 -65.25]\n",
      " [180.75 -65.25]\n",
      " [180.25 -65.75]\n",
      " [180.75 -65.75]\n",
      " [181.25 -65.75]\n",
      " [180.25 -66.25]\n",
      " [180.75 -66.25]\n",
      " [181.25 -66.25]\n",
      " [181.75 -66.25]\n",
      " [182.25 -66.25]\n",
      " [182.75 -66.25]\n",
      " [182.75 -66.75]\n",
      " [183.25 -66.75]\n",
      " [183.75 -66.75]\n",
      " [184.25 -66.75]\n",
      " [184.75 -66.75]\n",
      " [183.75 -67.25]\n",
      " [184.25 -67.25]\n",
      " [184.75 -67.25]\n",
      " [185.25 -66.75]\n",
      " [185.25 -67.25]\n",
      " [184.75 -67.75]\n",
      " [185.25 -67.75]\n",
      " [185.75 -67.25]\n",
      " [185.75 -67.75]\n",
      " [185.75 -68.25]\n",
      " [186.25 -67.25]\n",
      " [186.25 -67.75]\n",
      " [186.25 -68.25]\n",
      " [186.75 -67.25]\n",
      " [186.75 -67.75]\n",
      " [186.75 -68.25]\n",
      " [186.25 -68.75]\n",
      " [187.25 -68.25]\n",
      " [187.25 -67.75]\n",
      " [187.75 -68.25]\n",
      " [187.75 -67.75]\n",
      " [188.25 -68.25]\n",
      " [188.25 -67.75]\n",
      " [188.75 -67.75]\n",
      " [189.25 -67.75]\n",
      " [189.75 -67.75]\n",
      " [190.25 -67.25]\n",
      " [190.25 -67.75]\n",
      " [190.75 -67.75]\n",
      " [190.75 -67.25]\n",
      " [190.75 -69.75]\n",
      " [190.25 -70.25]\n",
      " [191.25 -69.75]\n",
      " [190.75 -70.25]\n",
      " [190.75 -70.75]\n",
      " [191.75 -67.25]\n",
      " [192.25 -67.25]\n",
      " [191.25 -70.25]\n",
      " [191.75 -69.75]\n",
      " [191.75 -70.25]\n",
      " [192.25 -69.75]\n",
      " [192.25 -70.25]\n",
      " [191.25 -70.75]\n",
      " [192.75 -69.75]\n",
      " [192.75 -70.25]\n",
      " [191.75 -70.75]\n",
      " [193.25 -70.25]\n",
      " [192.25 -70.75]\n",
      " [192.75 -70.75]\n",
      " [193.25 -70.75]\n",
      " [193.75 -70.75]\n",
      " [192.25 -71.25]\n",
      " [192.75 -71.25]\n",
      " [193.25 -71.25]\n",
      " [193.75 -71.25]\n",
      " [192.25 -71.75]\n",
      " [192.75 -71.75]\n",
      " [193.25 -71.75]\n",
      " [191.75 -72.25]\n",
      " [192.25 -72.25]\n",
      " [192.75 -72.25]\n",
      " [193.25 -72.25]\n",
      " [194.25 -70.75]\n",
      " [194.25 -71.25]\n",
      " [193.75 -71.75]\n",
      " [193.75 -72.25]\n",
      " [194.25 -71.75]\n",
      " [193.75 -72.75]\n",
      " [194.75 -71.25]\n",
      " [194.25 -72.25]\n",
      " [194.75 -71.75]\n",
      " [194.25 -72.75]\n",
      " [195.25 -71.25]\n",
      " [194.75 -72.25]\n",
      " [195.25 -71.75]\n",
      " [194.75 -72.75]\n",
      " [195.75 -71.25]\n",
      " [195.25 -72.25]\n",
      " [195.75 -71.75]\n",
      " [195.25 -72.75]\n",
      " [196.25 -71.75]\n",
      " [195.75 -72.25]\n",
      " [195.75 -72.75]\n",
      " [196.25 -72.25]\n",
      " [196.75 -71.75]\n",
      " [196.75 -72.25]\n",
      " [196.25 -72.75]]\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr)\n",
    "compFourLoSGalCoords = []\n",
    "for region in compFourNewLoS:\n",
    "    regionArray = np.array(region)\n",
    "    skyCoords = wcs.pixel_to_world(regionArray[:, 0], regionArray[:, 1])\n",
    "    galCoords = skyCoords.galactic\n",
    "    galArray = np.column_stack((galCoords.l.deg, galCoords.b.deg))\n",
    "    compFourLoSGalCoords.append(galArray)\n",
    "\n",
    "print(f\"Number of LoS: {len(compFourLoSGalCoords)}\")\n",
    "print(f\"Example LoS galactic coords \\n{compFourLoSGalCoords[0]},\\n{compFourLoSGalCoords[17]}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2ec33f4-d812-4aac-9cda-e3dd029120b9",
   "metadata": {},
   "source": [
    "## faraday depth = 5"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "fd2d8a22-2a28-47f9-b804-58a4d9b1dfb5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "5602 [[ 95  42]\n",
      " [ 97  43]\n",
      " [697  45]\n",
      " [272  53]\n",
      " [273  53]]\n"
     ]
    }
   ],
   "source": [
    "mask = (4 < Npeakscardat) & (Npeakscardat < 6)\n",
    "\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "fiveCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(fiveCompPixCoord), fiveCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "cdb82f65-def6-4377-898f-209e99569568",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 4449, distinct lines of sight: 5593\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(fiveCompPixCoord)))\n",
    "compFiveNewLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(fiveCompPixCoord[currentIndex])]\n",
    "    queue = [fiveCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = fiveCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(fiveCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(fiveCompPixCoord[actualIdx])\n",
    "        \n",
    "        compFiveNewLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "compFiveResolvedRegions = [r for r in compFiveNewLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(compFiveResolvedRegions)}, distinct lines of sight: {len(compFiveNewLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 88,
   "id": "d12e7976-796c-4899-ac46-9631f94511f1",
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true,
     "source_hidden": true
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of LoS: 5593\n",
      "Example LoS galactic coords \n",
      "[[132.25 -68.75]\n",
      " [131.25 -68.25]],\n",
      "[[ 43.75 -63.25]\n",
      " [ 43.75 -59.75]\n",
      " [ 44.25 -59.75]\n",
      " [ 42.25 -60.25]\n",
      " [ 42.75 -60.25]\n",
      " [ 43.75 -60.25]\n",
      " [ 41.25 -60.75]\n",
      " [ 41.75 -60.75]\n",
      " [ 42.25 -60.75]\n",
      " [ 42.75 -60.75]\n",
      " [ 43.25 -60.75]\n",
      " [ 43.75 -60.75]\n",
      " [ 44.25 -60.75]\n",
      " [ 42.25 -61.25]\n",
      " [ 42.75 -61.25]\n",
      " [ 42.25 -61.75]\n",
      " [ 42.75 -61.75]\n",
      " [ 43.25 -61.75]\n",
      " [ 43.75 -61.75]\n",
      " [ 44.25 -61.75]\n",
      " [ 44.75 -61.75]\n",
      " [ 40.75 -62.25]\n",
      " [ 41.25 -62.25]\n",
      " [ 41.75 -62.25]\n",
      " [ 42.25 -62.25]\n",
      " [ 42.75 -62.25]\n",
      " [ 43.25 -62.25]\n",
      " [ 43.75 -62.25]\n",
      " [ 40.75 -62.75]\n",
      " [ 41.25 -62.75]\n",
      " [ 41.75 -62.75]\n",
      " [ 42.25 -62.75]\n",
      " [ 42.75 -62.75]\n",
      " [ 43.25 -62.75]\n",
      " [ 43.75 -62.75]\n",
      " [ 40.75 -63.25]\n",
      " [ 41.25 -63.25]\n",
      " [ 41.75 -63.25]\n",
      " [ 42.25 -63.25]\n",
      " [ 42.75 -63.25]\n",
      " [ 43.25 -63.25]\n",
      " [ 42.25 -56.75]\n",
      " [ 42.75 -56.75]\n",
      " [ 45.25 -56.75]\n",
      " [ 41.75 -57.25]\n",
      " [ 45.75 -57.25]\n",
      " [ 46.25 -57.25]\n",
      " [ 46.25 -57.75]\n",
      " [ 42.25 -58.25]\n",
      " [ 42.75 -58.25]\n",
      " [ 43.25 -58.25]\n",
      " [ 43.75 -58.25]\n",
      " [ 44.25 -58.25]\n",
      " [ 41.25 -58.75]\n",
      " [ 41.75 -58.75]\n",
      " [ 42.25 -58.75]\n",
      " [ 42.75 -58.75]\n",
      " [ 43.25 -58.75]\n",
      " [ 43.75 -58.75]\n",
      " [ 44.25 -58.75]\n",
      " [ 44.75 -58.75]\n",
      " [ 42.25 -59.25]\n",
      " [ 42.75 -59.25]\n",
      " [ 43.25 -59.25]\n",
      " [ 45.25 -59.25]\n",
      " [ 41.25 -59.75]\n",
      " [ 41.75 -59.75]\n",
      " [ 42.25 -59.75]\n",
      " [ 44.75 -59.75]\n",
      " [ 45.25 -59.75]\n",
      " [ 40.25 -60.25]\n",
      " [ 40.75 -60.25]\n",
      " [ 41.25 -60.25]\n",
      " [ 41.75 -60.25]\n",
      " [ 40.75 -60.75]\n",
      " [ 45.75 -56.75]\n",
      " [ 41.75 -56.75]\n",
      " [ 39.25 -58.75]\n",
      " [ 39.25 -59.25]\n",
      " [ 38.75 -59.75]\n",
      " [ 38.75 -60.75]\n",
      " [ 39.25 -60.75]\n",
      " [ 39.75 -60.75]\n",
      " [ 40.25 -60.75]\n",
      " [ 39.75 -62.25]\n",
      " [ 40.25 -62.25]\n",
      " [ 38.75 -58.25]\n",
      " [ 38.75 -58.75]\n",
      " [ 38.75 -59.25]\n",
      " [ 38.25 -59.75]\n",
      " [ 38.25 -60.25]\n",
      " [ 41.75 -53.25]\n",
      " [ 41.25 -53.75]\n",
      " [ 41.75 -53.75]\n",
      " [ 41.25 -54.25]\n",
      " [ 41.75 -54.25]\n",
      " [ 40.75 -54.75]\n",
      " [ 41.75 -54.75]\n",
      " [ 42.25 -54.75]\n",
      " [ 42.75 -54.75]\n",
      " [ 39.25 -55.25]\n",
      " [ 39.75 -55.25]\n",
      " [ 40.25 -55.25]\n",
      " [ 40.75 -55.25]\n",
      " [ 41.75 -55.25]\n",
      " [ 42.25 -55.25]\n",
      " [ 42.75 -55.25]\n",
      " [ 43.25 -55.25]\n",
      " [ 39.25 -55.75]\n",
      " [ 39.75 -55.75]\n",
      " [ 40.25 -55.75]\n",
      " [ 41.75 -55.75]\n",
      " [ 42.25 -55.75]\n",
      " [ 42.75 -55.75]\n",
      " [ 43.25 -55.75]\n",
      " [ 38.75 -56.25]\n",
      " [ 39.25 -56.25]\n",
      " [ 41.75 -56.25]\n",
      " [ 42.25 -56.25]\n",
      " [ 42.75 -56.25]\n",
      " [ 45.25 -56.25]\n",
      " [ 38.75 -56.75]\n",
      " [ 38.75 -55.75]\n",
      " [ 38.25 -56.75]\n",
      " [ 38.25 -57.25]\n",
      " [ 38.25 -57.75]\n",
      " [ 37.75 -57.75]\n",
      " [ 41.25 -53.25]\n",
      " [ 38.25 -56.25]\n",
      " [ 37.25 -56.25]\n",
      " [ 36.75 -56.75]\n",
      " [ 37.25 -56.75]\n",
      " [ 37.75 -56.75]\n",
      " [ 36.75 -57.25]\n",
      " [ 37.25 -57.25]\n",
      " [ 37.75 -57.25]\n",
      " [ 40.25 -50.25]\n",
      " [ 41.25 -50.25]\n",
      " [ 41.75 -50.25]\n",
      " [ 39.25 -50.75]\n",
      " [ 39.75 -50.75]\n",
      " [ 40.25 -50.75]\n",
      " [ 40.75 -50.75]\n",
      " [ 41.25 -50.75]\n",
      " [ 41.75 -50.75]\n",
      " [ 42.25 -50.75]\n",
      " [ 39.25 -51.25]\n",
      " [ 39.75 -51.25]\n",
      " [ 40.25 -51.25]\n",
      " [ 40.75 -51.25]\n",
      " [ 41.75 -51.25]\n",
      " [ 42.25 -51.25]\n",
      " [ 42.75 -51.25]\n",
      " [ 39.25 -51.75]\n",
      " [ 39.75 -51.75]\n",
      " [ 40.25 -51.75]\n",
      " [ 40.75 -51.75]\n",
      " [ 42.25 -51.75]\n",
      " [ 42.75 -51.75]\n",
      " [ 43.25 -51.75]\n",
      " [ 39.75 -52.25]\n",
      " [ 40.25 -52.25]\n",
      " [ 40.75 -52.25]\n",
      " [ 41.25 -52.25]\n",
      " [ 41.75 -52.25]\n",
      " [ 40.25 -52.75]\n",
      " [ 40.75 -52.75]\n",
      " [ 41.25 -52.75]\n",
      " [ 41.75 -52.75]\n",
      " [ 40.25 -53.25]\n",
      " [ 40.75 -53.25]\n",
      " [ 38.75 -51.25]\n",
      " [ 39.75 -50.25]\n",
      " [ 38.75 -50.75]\n",
      " [ 37.25 -48.75]\n",
      " [ 37.75 -48.75]\n",
      " [ 37.25 -49.25]\n",
      " [ 37.75 -49.25]\n",
      " [ 38.25 -49.25]\n",
      " [ 38.75 -49.25]\n",
      " [ 36.75 -49.75]\n",
      " [ 37.25 -49.75]\n",
      " [ 37.75 -49.75]\n",
      " [ 38.25 -49.75]\n",
      " [ 38.75 -49.75]\n",
      " [ 39.25 -49.75]\n",
      " [ 39.75 -49.75]\n",
      " [ 37.25 -50.25]\n",
      " [ 37.75 -50.25]\n",
      " [ 38.25 -50.25]\n",
      " [ 38.75 -50.25]\n",
      " [ 39.25 -50.25]\n",
      " [ 38.25 -50.75]\n",
      " [ 36.25 -49.25]\n",
      " [ 36.75 -49.25]\n",
      " [ 36.25 -49.75]\n",
      " [ 35.75 -49.75]\n",
      " [ 37.25 -47.75]\n",
      " [ 35.75 -49.25]\n",
      " [ 35.25 -46.25]\n",
      " [ 35.75 -46.25]\n",
      " [ 34.75 -46.75]\n",
      " [ 35.25 -46.75]\n",
      " [ 35.75 -46.75]\n",
      " [ 36.75 -46.75]\n",
      " [ 37.25 -46.75]\n",
      " [ 34.75 -47.25]\n",
      " [ 35.25 -47.25]\n",
      " [ 35.75 -47.25]\n",
      " [ 36.75 -47.25]\n",
      " [ 37.25 -47.25]\n",
      " [ 37.75 -47.25]\n",
      " [ 33.75 -48.25]\n",
      " [ 33.75 -48.75]\n",
      " [ 34.25 -48.75]\n",
      " [ 34.25 -49.25]\n",
      " [ 34.75 -49.25]\n",
      " [ 35.25 -49.25]\n",
      " [ 33.25 -47.75]\n",
      " [ 33.75 -47.75]\n",
      " [ 33.25 -48.25]\n",
      " [ 32.75 -48.25]\n",
      " [ 33.25 -46.75]\n",
      " [ 32.75 -47.75]\n",
      " [ 32.75 -44.25]\n",
      " [ 33.25 -44.25]\n",
      " [ 33.75 -45.75]\n",
      " [ 32.75 -46.25]\n",
      " [ 33.25 -46.25]\n",
      " [ 31.75 -46.75]\n",
      " [ 32.25 -46.75]\n",
      " [ 32.75 -46.75]\n",
      " [ 32.25 -47.25]\n",
      " [ 32.75 -47.25]\n",
      " [ 32.25 -47.75]\n",
      " [ 32.25 -44.25]\n",
      " [ 31.75 -47.25]\n",
      " [ 31.75 -47.75]\n",
      " [ 32.25 -48.25]\n",
      " [ 31.25 -44.25]\n",
      " [ 31.75 -44.25]]\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr)\n",
    "compFiveLoSGalCoords = []\n",
    "for region in compFiveNewLoS:\n",
    "    regionArray = np.array(region)\n",
    "    skyCoords = wcs.pixel_to_world(regionArray[:, 0], regionArray[:, 1])\n",
    "    galCoords = skyCoords.galactic\n",
    "    galArray = np.column_stack((galCoords.l.deg, galCoords.b.deg))\n",
    "    compFiveLoSGalCoords.append(galArray)\n",
    "\n",
    "print(f\"Number of LoS: {len(compFiveLoSGalCoords)}\")\n",
    "print(f\"Example LoS galactic coords \\n{compFiveLoSGalCoords[0]},\\n{compFiveLoSGalCoords[17]}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0e15d0e5-2313-400f-92d8-f9b00c427ca5",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## complexity = 6"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "2057e164-b351-4074-a39b-20663870d578",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "1250 [[276  56]\n",
      " [277  56]\n",
      " [278  56]\n",
      " [279  56]\n",
      " [280  56]]\n"
     ]
    }
   ],
   "source": [
    "mask = (5 < Npeakscardat) & (Npeakscardat < 7)\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "sixCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(sixCompPixCoord), sixCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "edcf9da8-ac52-4936-b8de-04c51ec75581",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 737, distinct lines of sight: 1217\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(sixCompPixCoord)))\n",
    "compSixNewLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(sixCompPixCoord[currentIndex])]\n",
    "    queue = [sixCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = sixCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(sixCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(sixCompPixCoord[actualIdx])\n",
    "        \n",
    "        compSixNewLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "compSixResolvedRegions = [r for r in compSixNewLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(compSixResolvedRegions)}, distinct lines of sight: {len(compSixNewLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "id": "5cfc8368-ebfa-442e-9a1a-e1494f54e23f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of LoS: 1217\n",
      "Example LoS galactic coords \n",
      "[[ 41.75 -61.75]\n",
      " [ 41.25 -58.25]\n",
      " [ 41.75 -58.25]\n",
      " [ 40.25 -58.75]\n",
      " [ 40.75 -58.75]\n",
      " [ 39.75 -59.25]\n",
      " [ 40.25 -59.25]\n",
      " [ 40.75 -59.25]\n",
      " [ 41.25 -59.25]\n",
      " [ 43.75 -59.25]\n",
      " [ 44.25 -59.25]\n",
      " [ 39.25 -59.75]\n",
      " [ 39.75 -59.75]\n",
      " [ 40.25 -59.75]\n",
      " [ 40.75 -59.75]\n",
      " [ 42.75 -59.75]\n",
      " [ 43.25 -59.75]\n",
      " [ 38.75 -60.25]\n",
      " [ 39.25 -60.25]\n",
      " [ 39.75 -60.25]\n",
      " [ 43.25 -60.25]\n",
      " [ 39.25 -61.25]\n",
      " [ 39.75 -61.25]\n",
      " [ 40.25 -61.25]\n",
      " [ 40.75 -61.25]\n",
      " [ 41.25 -61.25]\n",
      " [ 41.75 -61.25]\n",
      " [ 39.25 -61.75]\n",
      " [ 39.75 -61.75]\n",
      " [ 40.25 -61.75]\n",
      " [ 40.75 -61.75]\n",
      " [ 41.25 -61.75]\n",
      " [ 41.25 -54.75]\n",
      " [ 41.25 -55.25]\n",
      " [ 40.75 -55.75]\n",
      " [ 41.25 -55.75]\n",
      " [ 39.75 -56.25]\n",
      " [ 40.25 -56.25]\n",
      " [ 40.75 -56.25]\n",
      " [ 41.25 -56.25]\n",
      " [ 39.25 -56.75]\n",
      " [ 39.75 -56.75]\n",
      " [ 41.25 -56.75]\n",
      " [ 38.75 -57.25]\n",
      " [ 39.25 -57.25]\n",
      " [ 39.75 -57.25]\n",
      " [ 40.25 -57.25]\n",
      " [ 40.75 -57.25]\n",
      " [ 38.75 -57.75]\n",
      " [ 39.25 -57.75]\n",
      " [ 39.75 -57.75]\n",
      " [ 40.25 -57.75]\n",
      " [ 40.75 -57.75]\n",
      " [ 41.25 -57.75]\n",
      " [ 41.75 -57.75]\n",
      " [ 39.25 -58.25]\n",
      " [ 39.75 -58.25]\n",
      " [ 40.25 -58.25]\n",
      " [ 40.75 -58.25]\n",
      " [ 39.75 -58.75]\n",
      " [ 44.75 -59.25]\n",
      " [ 37.25 -57.75]\n",
      " [ 41.25 -51.25]\n",
      " [ 41.25 -51.75]\n",
      " [ 41.75 -51.75]],\n",
      "[[ 41.75 -61.75]\n",
      " [ 41.25 -58.25]\n",
      " [ 41.75 -58.25]\n",
      " [ 40.25 -58.75]\n",
      " [ 40.75 -58.75]\n",
      " [ 39.75 -59.25]\n",
      " [ 40.25 -59.25]\n",
      " [ 40.75 -59.25]\n",
      " [ 41.25 -59.25]\n",
      " [ 43.75 -59.25]\n",
      " [ 44.25 -59.25]\n",
      " [ 39.25 -59.75]\n",
      " [ 39.75 -59.75]\n",
      " [ 40.25 -59.75]\n",
      " [ 40.75 -59.75]\n",
      " [ 42.75 -59.75]\n",
      " [ 43.25 -59.75]\n",
      " [ 38.75 -60.25]\n",
      " [ 39.25 -60.25]\n",
      " [ 39.75 -60.25]\n",
      " [ 43.25 -60.25]\n",
      " [ 39.25 -61.25]\n",
      " [ 39.75 -61.25]\n",
      " [ 40.25 -61.25]\n",
      " [ 40.75 -61.25]\n",
      " [ 41.25 -61.25]\n",
      " [ 41.75 -61.25]\n",
      " [ 39.25 -61.75]\n",
      " [ 39.75 -61.75]\n",
      " [ 40.25 -61.75]\n",
      " [ 40.75 -61.75]\n",
      " [ 41.25 -61.75]\n",
      " [ 41.25 -54.75]\n",
      " [ 41.25 -55.25]\n",
      " [ 40.75 -55.75]\n",
      " [ 41.25 -55.75]\n",
      " [ 39.75 -56.25]\n",
      " [ 40.25 -56.25]\n",
      " [ 40.75 -56.25]\n",
      " [ 41.25 -56.25]\n",
      " [ 39.25 -56.75]\n",
      " [ 39.75 -56.75]\n",
      " [ 41.25 -56.75]\n",
      " [ 38.75 -57.25]\n",
      " [ 39.25 -57.25]\n",
      " [ 39.75 -57.25]\n",
      " [ 40.25 -57.25]\n",
      " [ 40.75 -57.25]\n",
      " [ 38.75 -57.75]\n",
      " [ 39.25 -57.75]\n",
      " [ 39.75 -57.75]\n",
      " [ 40.25 -57.75]\n",
      " [ 40.75 -57.75]\n",
      " [ 41.25 -57.75]\n",
      " [ 41.75 -57.75]\n",
      " [ 39.25 -58.25]\n",
      " [ 39.75 -58.25]\n",
      " [ 40.25 -58.25]\n",
      " [ 40.75 -58.25]\n",
      " [ 39.75 -58.75]\n",
      " [ 44.75 -59.25]\n",
      " [ 37.25 -57.75]\n",
      " [ 41.25 -51.25]\n",
      " [ 41.25 -51.75]\n",
      " [ 41.75 -51.75]]\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr)\n",
    "compSixLoSGalCoords = []\n",
    "for region in compSixNewLoS:\n",
    "    regionArray = np.array(region)\n",
    "    skyCoords = wcs.pixel_to_world(regionArray[:, 0], regionArray[:, 1])\n",
    "    galCoords = skyCoords.galactic\n",
    "    galArray = np.column_stack((galCoords.l.deg, galCoords.b.deg))\n",
    "    compSixLoSGalCoords.append(galArray)\n",
    "\n",
    "print(f\"Number of LoS: {len(compSixLoSGalCoords)}\")\n",
    "print(f\"Example LoS galactic coords \\n{compSixLoSGalCoords[0]},\\n{compSixLoSGalCoords[17]}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ecde162c-62f3-4282-b85f-e91af7908431",
   "metadata": {
    "jp-MarkdownHeadingCollapsed": true
   },
   "source": [
    "## faraday depth = 7 "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "7934ad42-d3fb-40f5-b742-2a12476c19a5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "242 [[277  65]\n",
      " [278  66]\n",
      " [279  66]\n",
      " [641 103]\n",
      " [642 103]]\n"
     ]
    }
   ],
   "source": [
    "mask = (6 < Npeakscardat) & (Npeakscardat < 8)\n",
    "\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "sevenCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(sevenCompPixCoord), sevenCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "6a7c863b-7059-4dc5-b0c7-bf0acce1a7de",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 68, distinct lines of sight: 241\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(sevenCompPixCoord)))\n",
    "compSevenNewLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(sevenCompPixCoord[currentIndex])]\n",
    "    queue = [sevenCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = sevenCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(sevenCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(sevenCompPixCoord[actualIdx])\n",
    "        \n",
    "        compSevenNewLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "compSevenResolvedRegions = [r for r in compSevenNewLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(compSevenResolvedRegions)}, distinct lines of sight: {len(compSevenNewLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "id": "7a534d10-5ff5-4660-a4ec-3eb57187cf48",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of LoS: 241\n",
      "Example LoS galactic coords \n",
      "[[ 41.25 -57.25]\n",
      " [ 40.25 -56.75]\n",
      " [ 40.75 -56.75]],\n",
      "[[228.25 -12.75]\n",
      " [226.75  -9.75]\n",
      " [227.25  -9.75]\n",
      " [227.75  -9.75]\n",
      " [225.75 -10.25]\n",
      " [226.25 -10.25]\n",
      " [227.25 -10.25]\n",
      " [227.75 -10.75]\n",
      " [227.25 -11.25]\n",
      " [227.75 -11.25]\n",
      " [228.25 -11.25]\n",
      " [227.25 -11.75]\n",
      " [227.75 -11.75]\n",
      " [228.25 -11.75]\n",
      " [227.25 -12.25]\n",
      " [227.75 -12.25]\n",
      " [228.25 -12.25]\n",
      " [228.75 -12.25]\n",
      " [226.75 -12.75]\n",
      " [227.25 -12.75]\n",
      " [227.75 -12.75]\n",
      " [224.25  -7.75]\n",
      " [223.75  -8.25]\n",
      " [224.25  -8.25]\n",
      " [223.75  -4.25]\n",
      " [222.75  -4.75]\n",
      " [223.25  -7.25]\n",
      " [222.75  -3.75]\n",
      " [223.25  -3.75]\n",
      " [223.75  -3.75]\n",
      " [222.75  -4.25]\n",
      " [223.25  -4.25]]\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr)\n",
    "compSevenLoSGalCoords = []\n",
    "for region in compSevenNewLoS:\n",
    "    regionArray = np.array(region)\n",
    "    skyCoords = wcs.pixel_to_world(regionArray[:, 0], regionArray[:, 1])\n",
    "    galCoords = skyCoords.galactic\n",
    "    galArray = np.column_stack((galCoords.l.deg, galCoords.b.deg))\n",
    "    compSevenLoSGalCoords.append(galArray)\n",
    "\n",
    "print(f\"Number of LoS: {len(compSevenLoSGalCoords)}\")\n",
    "print(f\"Example LoS galactic coords \\n{compSevenLoSGalCoords[0]},\\n{compSevenLoSGalCoords[17]}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "af21b717-3c45-4ae7-ac67-dadf37b28e10",
   "metadata": {},
   "source": [
    "## complexity = 8"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "3c8c2550-5b19-4646-a5c5-c5113bcececd",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "19 [[704 213]\n",
      " [705 214]\n",
      " [705 215]\n",
      " [675 216]\n",
      " [676 216]]\n"
     ]
    }
   ],
   "source": [
    "mask = (7 < Npeakscardat) & (Npeakscardat < 9)\n",
    "\n",
    "yIndices, xIndices = np.where(mask)\n",
    "\n",
    "eightCompPixCoord = np.column_stack((xIndices, yIndices)) \n",
    "\n",
    "print(len(eightCompPixCoord), eightCompPixCoord[:5]) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "70c2729d-778a-46bd-8314-aabed2b7f481",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of regions: 0, distinct lines of sight: 18\n"
     ]
    }
   ],
   "source": [
    "wcs = WCS(Npeakscarhdr, naxis =2)\n",
    "\n",
    "beamLimit = 7.2 #pixels \n",
    "group = list(range(len(eightCompPixCoord)))\n",
    "compEightNewLoS = []\n",
    "while group: \n",
    "    currentIndex = group.pop(0)\n",
    "    currentRegion = [tuple(eightCompPixCoord[currentIndex])]\n",
    "    queue = [eightCompPixCoord[currentIndex]] \n",
    "\n",
    "    while queue: \n",
    "        point = queue.pop(0)\n",
    "\n",
    "        if not group: \n",
    "            break \n",
    "\n",
    "        groupCoords = eightCompPixCoord[group] \n",
    "        distances = np.linalg.norm(groupCoords - point, axis=1)\n",
    "\n",
    "        closeIndices = np.where(distances <= beamLimit)[0]\n",
    "\n",
    "        for idx in sorted(closeIndices, reverse=True):\n",
    "            actualIdx = group.pop(idx)\n",
    "            pixel = tuple(eightCompPixCoord[actualIdx])\n",
    "            currentRegion.append(pixel)\n",
    "            queue.append(eightCompPixCoord[actualIdx])\n",
    "        \n",
    "        compEightNewLoS.append(currentRegion)\n",
    "\n",
    "minimumPixArea = 59 \n",
    "compEightResolvedRegions = [r for r in compEightNewLoS if len(r) >= minimumPixArea]\n",
    "\n",
    "print(f\"Number of regions: {len(compEightResolvedRegions)}, distinct lines of sight: {len(compEightNewLoS)}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "e4c1b98c-1f55-4e52-8253-2507c1ddeb7f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Number of LoS: 18\n",
      "Example LoS galactic coords \n",
      "[[187.75  16.75]\n",
      " [186.75  18.25]\n",
      " [187.25  17.75]\n",
      " [187.25  17.25]],\n",
      "[[342.75  32.75]]\n"
     ]
    }
   ],
   "source": [
    "compEightLoSGalCoords = []\n",
    "for region in compEightNewLoS:\n",
    "    regionArray = np.array(region)\n",
    "    skyCoords = wcs.pixel_to_world(regionArray[:, 0], regionArray[:, 1])\n",
    "    galCoords = skyCoords.galactic\n",
    "    galArray = np.column_stack((galCoords.l.deg, galCoords.b.deg))\n",
    "    compEightLoSGalCoords.append(galArray)\n",
    "\n",
    "print(f\"Number of LoS: {len(compEightLoSGalCoords)}\")\n",
    "print(f\"Example LoS galactic coords \\n{compEightLoSGalCoords[0]},\\n{compEightLoSGalCoords[17]}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "dfe5c005-deb8-4db0-b381-63ff76bd0491",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "90"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(compEightRegionGalCoords)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "8f8b82fb-6684-4c56-b55c-a12ea227013b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total detected pixels: 131611\n",
      "Complex pixels: 71426\n",
      "Percentage complex: 54.27%\n"
     ]
    }
   ],
   "source": [
    "totalDetectedPixels = np.sum(Npeakscardat > 1)\n",
    "complexPixels = np.sum(Npeakscardat > 2)\n",
    "\n",
    "print(f\"Total detected pixels: {totalDetectedPixels}\")\n",
    "print(f\"Complex pixels: {complexPixels}\")\n",
    "print(f\"Percentage complex: {complexPixels/totalDetectedPixels * 100:.2f}%\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5daf4dec-2c5b-4c9f-b0cc-771df1a5d2cf",
   "metadata": {},
   "source": [
    "# Going to try and find a more memory efficient way of finding LoS with a given faraday complexity "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "c8e2c5b4-7050-41c8-a29b-5bb4eb6ec5f6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Complexity Group: 1.0 | Found 37695 pixel.\n",
      "Complexity Group: 2.0 | Found 60185 pixel.\n",
      "Complexity Group: 3.0 | Found 45373 pixel.\n",
      "Complexity Group: 4.0 | Found 18940 pixel.\n",
      "Complexity Group: 5.0 | Found 5602 pixel.\n",
      "Complexity Group: 6.0 | Found 1250 pixel.\n",
      "Complexity Group: 7.0 | Found 242 pixel.\n",
      "Complexity Group: 8.0 | Found 19 pixel.\n",
      "Complexity Group: nan | Found 89894 pixel.\n"
     ]
    }
   ],
   "source": [
    "wcsEngine = WCS(Npeakscarhdr)\n",
    "\n",
    "uniqueComplexities, groupInverseIndices = np.unique(Npeakscardat, return_inverse=True)\n",
    "\n",
    "for groupIndex, complexityValue in enumerate(uniqueComplexities):\n",
    "\n",
    "    currentGroupMask = (groupInverseIndices == groupIndex)\n",
    "\n",
    "    pixelCoordinates = np.where(currentGroupMask)\n",
    "\n",
    "    if len(pixelCoordinates[0]) == 0: \n",
    "        continue \n",
    "\n",
    "    worldCoordinates = wcsEngine.pixel_to_world(*pixelCoordinates[::-1])\n",
    "\n",
    "    skyPositions = SkyCoord(worldCoordinates) \n",
    "    galacticCoordinates = skyPositions.galactic\n",
    "\n",
    "    galacticLongitude = galacticCoordinates.l.degree\n",
    "    galacticLatitude = galacticCoordinates.b.degree\n",
    "\n",
    "    print(f\"Complexity Group: {complexityValue} | Found {len(galacticLongitude)} pixel.\") \n",
    "    "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "8e620a42-4ce8-4cd4-bbad-b74b18f5799e",
   "metadata": {},
   "outputs": [],
   "source": [
    "fn = '/home/justin/Research/WHAM/wham-ss-DR1-v161116-170912-grid.fits'\n",
    "whamdat = fits.getdata(fn)\n",
    "whamhdr = fits.getheader(fn)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "50ddbace-3c2b-40cb-ac90-d40dd4e70242",
   "metadata": {},
   "source": [
    "whamhdr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "482390ea-ce64-4c5b-8f34-9870420fb78e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "SIMPLE  =                    T /  Written by IDL:  Tue Sep 12 13:28:51 2017     \n",
       "BITPIX  =                  -32 / Real*4 (floating point)                        \n",
       "NAXIS   =                    3 /                                                \n",
       "NAXIS1  =                 1440 /                                                \n",
       "NAXIS2  =                  720 /                                                \n",
       "NAXIS3  =                  162 /                                                \n",
       "EXTEND  =                    T / Extensions may be present                      \n",
       "DATE    = '2017-09-12'         /                                                \n",
       "TAG     = 'DR1     '           / General release tag                            \n",
       "VERSION = '161116  '           / Generated from wham-ss-161116.sav              \n",
       "OBJECT  = 'WHAM Sky Survey - Release DR1 (161116)' /                            \n",
       "RESTWAV =          6.56300E-07 / Rest wavelength of H-alpha [m]                 \n",
       "BSCALE  =              1.00000 /                                                \n",
       "BZERO   =              0.00000 /                                                \n",
       "BUNIT   = 'mR (m s^-1)^-1'     / mili-Rayleighs per m/s, equiv. R per km/s      \n",
       "CTYPE1  = 'GLON-CAR'           / Coordinate Type                                \n",
       "CTYPE2  = 'GLAT-CAR'           / Coordinate Type                                \n",
       "EQUINOX =        2000.00000000 /Equinox of Ref. Coord.                          \n",
       "CD1_1   =            -0.250000 / Degrees / Pixel                                \n",
       "CD2_1   =              0.00000 / Degrees / Pixel                                \n",
       "CD1_2   =              0.00000 / Degrees / Pixel                                \n",
       "CD2_2   =             0.250000 / Degrees / Pixel                                \n",
       "CRPIX1  =              720.500 / Reference Pixel in X                           \n",
       "CRPIX2  =              360.500 / Reference Pixel in Y                           \n",
       "CRVAL1  =        0.00000000000 / Galactic longitude of reference pixel          \n",
       "CRVAL2  =        0.00000000000 / Galactic latitude of reference pixel           \n",
       "PV1_0   =        0.00000000000 / Projection parameters                          \n",
       "PV1_1   =        0.00000000000 / Projection parameters                          \n",
       "PV1_2   =        0.00000000000 / Projection parameters                          \n",
       "PV1_3   =        0.00000000000 / Projection parameters                          \n",
       "PV1_4   =        90.0000000000 / Projection parameters                          \n",
       "CTYPE3  = 'VELO-LSR'           /                                                \n",
       "SPECSYS = 'LSRK    '           /                                                \n",
       "CRVAL3  =             -169116. /                                                \n",
       "CRPIX3  =              1.00000 /                                                \n",
       "CDELT3  =              2027.58 /                                                \n",
       "CUNIT1  = 'deg     '           /                                                \n",
       "CUNIT2  = 'deg     '           /                                                \n",
       "CUNIT3  = 'm/s     '           /                                                \n",
       "CROTA3  =              0.00000 /                                                \n",
       "COMMENT WHAM Sky Survey - Release DR1 (161116)                                  \n",
       "COMMENT                                                                         \n",
       "COMMENT REFERENCES:                                                             \n",
       "COMMENT                                                                         \n",
       "COMMENT Northern Sky Survey - Haffner, Reynolds, Tufte, Madsen, Jaehnig, &      \n",
       "COMMENT Percival. 2003, ApJS, 149, 405, doi:10.1086/378850.                     \n",
       "COMMENT                                                                         \n",
       "COMMENT (Full) Sky Survey - Haffner, Reynolds, Madsen, et al. 2017, ApJS, in    \n",
       "COMMENT prep (as of 1/1/17).                                                    \n",
       "COMMENT                                                                         \n",
       "COMMENT When citing these data, please state in your acknowledgements:          \n",
       "COMMENT                                                                         \n",
       "COMMENT \"The Wisconsin H-Alpha Mapper and its Sky Survey have been funded       \n",
       "COMMENT primarily through awards from the U.S. National Science Foundation.\"    \n",
       "COMMENT                                                                         \n",
       "COMMENT Visit http://www.astro.wisc.edu/wham/ for updates, full documentation,  \n",
       "COMMENT and further detail about these data.                                    \n",
       "COMMENT                                                                         \n",
       "COMMENT To create this cube, the original one-degree-beam spectra are translated\n",
       "COMMENT to a regularly-spaced velocity axis and then interpolated onto a        \n",
       "COMMENT regularly-spaced spatial grid using the Natural Neighbor method. See the\n",
       "COMMENT website for the original, unmodified observations and other dataset     \n",
       "COMMENT formats.                                                                \n",
       "COMMENT                                                                         \n",
       "COMMENT Data values are in units of milli-Rayleighs / (m/s) or, equivalently,   \n",
       "COMMENT Rayleighs / (km/s). 1 R = 10^6 / 4*pi photons cm^-2 s^-1 sr^-1 or 2.41 x\n",
       "COMMENT 10^-7 erg cm^-2 s^-1 sr^-1 at H-Alpha. This intensity corresponds to an \n",
       "COMMENT EM of 2.25 cm^-6 pc when T = 8000 K and assuming no extinction.         \n",
       "HISTORY PUTAST: Sep 12 13:28:52 2017 World Coordinate System parameters written "
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "whamhdr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "9cfbe4da-b9c8-4449-85af-e76344e4234a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Pipeline executed successfully! Populated 9 groups into 'analysisLibrary'.\n"
     ]
    }
   ],
   "source": [
    "from astropy.wcs import WCS\n",
    "from astropy.wcs.utils import skycoord_to_pixel\n",
    "from astropy.coordinates import SkyCoord\n",
    "import numpy as np\n",
    "\n",
    "wcsEngineFaraday = WCS(Npeakscarhdr)\n",
    "wcsWham = WCS(whamhdr)\n",
    "\n",
    "wcsWhamCelestial = wcsWham.celestial\n",
    "\n",
    "uniqueComplexities, groupInverseIndices = np.unique(Npeakscardat, return_inverse=True)\n",
    "\n",
    "analysisLibrary = {}\n",
    "\n",
    "for groupIndex, complexityValue in enumerate(uniqueComplexities):\n",
    "    \n",
    "    # Isolate matching pixels for the current group\n",
    "    currentGroupMask = (groupInverseIndices == groupIndex)\n",
    "    faradayPixelCoords = np.where(currentGroupMask)\n",
    "    \n",
    "    if len(faradayPixelCoords[0]) == 0:\n",
    "        continue\n",
    "        \n",
    "    # Extract the raw data values and flat pixel index tracks for this group\n",
    "    currentFaradayValues = Npeakscardat[currentGroupMask]\n",
    "    currentFlatPixels = np.flatnonzero(currentGroupMask)\n",
    "    \n",
    "    # --- Step A: Generate Galactic Coordinates (l, b) ---\n",
    "    # Unpack pixel coordinates in reverse order for FITS convention\n",
    "    worldCoordinates = wcsEngineFaraday.pixel_to_world(*faradayPixelCoords[::-1])\n",
    "    skyPositions = SkyCoord(worldCoordinates)\n",
    "    galacticCoordinates = skyPositions.galactic\n",
    "    \n",
    "    # Pack the spatial positions into a clean 2D Galactic SkyCoord object\n",
    "    spatialPositions2D = SkyCoord(\n",
    "        l=galacticCoordinates.l, \n",
    "        b=galacticCoordinates.b, \n",
    "        frame='galactic'\n",
    "    )\n",
    "    \n",
    "    # --- Step B: Extract 2D Spatial Pixels ---\n",
    "    # skycoord_to_pixel guarantees it returns two separate, clean 1D arrays: (x, y)\n",
    "    xFloats, yFloats = skycoord_to_pixel(spatialPositions2D, wcsWhamCelestial, origin=0)\n",
    "    \n",
    "    xIndices = np.round(xFloats).astype(int)\n",
    "    yIndices = np.round(yFloats).astype(int)\n",
    "    \n",
    "    # --- Step C: Boundary Guard Against 2D WHAM ---\n",
    "    yBoundSize = whamdat.shape[1]\n",
    "    xBoundSize = whamdat.shape[2]\n",
    "    \n",
    "    inBounds = (\n",
    "        (xIndices >= 0) & (xIndices < xBoundSize) &\n",
    "        (yIndices >= 0) & (yIndices < yBoundSize)\n",
    "    )\n",
    "    \n",
    "    if not np.any(inBounds):\n",
    "        continue\n",
    "        \n",
    "    # --- Step D: Data Extraction and Array Masking ---\n",
    "    # Squeeze out valid horizontal/vertical spatial layout vectors\n",
    "    validX = xIndices[inBounds]\n",
    "    validY = yIndices[inBounds]\n",
    "    \n",
    "    # Extract intensity values from the target slice \n",
    "    # Change the first index '0' to whichever velocity channel index holds your map data\n",
    "    matchedWhamIntensities = whamdat[0, validY, validX]\n",
    "    \n",
    "    # --- Step E: Save Final Subsets to Master Library ---\n",
    "    analysisLibrary[complexityValue] = {\n",
    "        \"faradayValues\": currentFaradayValues[inBounds],\n",
    "        \"hAlphaIntensities\": matchedWhamIntensities,\n",
    "        \"galacticLongitude\": galacticCoordinates.l.degree[inBounds],\n",
    "        \"galacticLatitude\": galacticCoordinates.b.degree[inBounds],\n",
    "        \"flatPixelNumbers\": currentFlatPixels[inBounds]\n",
    "    }\n",
    "\n",
    "print(f\"Pipeline executed successfully! Populated {len(analysisLibrary)} groups into 'analysisLibrary'.\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 70,
   "id": "21744575-1553-4d71-8a7e-802a2dd78af2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "---Data Population Health Check ---\n",
      "Total Combined Matching Pixels: 259200\n"
     ]
    },
    {
     "ename": "ValueError",
     "evalue": "`x` and `y` must have length at least 2.",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_20630/3050851004.py\u001b[0m in \u001b[0;36m?\u001b[0;34m()\u001b[0m\n\u001b[1;32m     14\u001b[0m )\n\u001b[1;32m     15\u001b[0m \u001b[0mcleanFaradayValues\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mallFaradayValues\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mvalidCalculationMask\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     16\u001b[0m \u001b[0mcleanHAlphaIntensities\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mallHAlphaIntensities\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mvalidCalculationMask\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     17\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mallFaradayValues\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m>=\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 18\u001b[0;31m     \u001b[0mpearsonCoefficient\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpearsonPvalue\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpearsonr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcleanFaradayValues\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcleanHAlphaIntensities\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     19\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     20\u001b[0m     \u001b[0mspearmanCoefficient\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mspearmanPvalue\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mspearmanr\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcleanFarandayValues\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcleaHAlphaIntensities\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     21\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/miniconda3/envs/jupyter_env/lib/python3.10/site-packages/scipy/stats/_stats_py.py\u001b[0m in \u001b[0;36m?\u001b[0;34m(x, y, alternative, method, axis)\u001b[0m\n\u001b[1;32m   4548\u001b[0m     \u001b[0;32mif\u001b[0m \u001b[0mn\u001b[0m \u001b[0;34m!=\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshape\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0maxis\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4549\u001b[0m         \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'`x` and `y` must have the same length along `axis`.'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4550\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4551\u001b[0m     \u001b[0;32mif\u001b[0m \u001b[0mn\u001b[0m \u001b[0;34m<\u001b[0m \u001b[0;36m2\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 4552\u001b[0;31m         \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'`x` and `y` must have length at least 2.'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   4553\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4554\u001b[0m     \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   4555\u001b[0m         \u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mxp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbroadcast_arrays\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0my\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mValueError\u001b[0m: `x` and `y` must have length at least 2."
     ]
    }
   ],
   "source": [
    "from scipy.stats import pearsonr, spearmanr\n",
    "allFaradayValues = np.concatenate([\n",
    "    groupData[\"faradayValues\"] for groupData in analysisLibrary.values() if len(groupData[\"faradayValues\"])>0\n",
    "])\n",
    "allHAlphaIntensities = np.concatenate([\n",
    "    groupData[\"hAlphaIntensities\"] for groupData in analysisLibrary.values() if len(groupData[\"hAlphaIntensities\"])>0\n",
    "])\n",
    "print(\"---Data Population Health Check ---\")\n",
    "print(f\"Total Combined Matching Pixels: {len(allFaradayValues)}\")\n",
    "\n",
    "validCalculationMask = (\n",
    "    ~np.isnan(allFaradayValues) & ~np.isinf(allFaradayValues) &\n",
    "    ~np.isnan(allHAlphaIntensities) & ~np.isinf(allHAlphaIntensities)\n",
    ")\n",
    "cleanFaradayValues = allFaradayValues[validCalculationMask]\n",
    "cleanHAlphaIntensities = allHAlphaIntensities[validCalculationMask]\n",
    "if len(allFaradayValues) >= 2: \n",
    "    pearsonCoefficient, pearsonPvalue = pearsonr(cleanFaradayValues, cleanHAlphaIntensities) \n",
    "\n",
    "    spearmanCoefficient, spearmanPvalue = spearmanr(cleanFarandayValues, cleaHAlphaIntensities)\n",
    "\n",
    "    print(\"\\n--- Phase 1: Global Correlation Results ---\")\n",
    "    print(f\"Global Linear (Pearson r):       {pearsonCoefficient:.4f}\")\n",
    "    print(f\"Pearson P-Value:                 {pearsonPvalue:.4e}\")\n",
    "    print(\"-\" * 43)\n",
    "    print(f\"Global Monotonic (Spearman rho): {spearmanCoefficient:.4f}\")\n",
    "    print(f\"Spearman P-Value:                {spearmanPvalue:.4e}\")\n",
    "    \n",
    "else:\n",
    "    print(f\"CRITICAL ERROR: Combined dataset size ({len(allFaradayValues)}) is insufficient for analysis.\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 71,
   "id": "9457df1c-efa2-4188-9ba9-9f7c75457542",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WHAM Cube Shape layout (Z, Y, X): (162, 720, 1440)\n",
      "\n",
      "Scanning first 10 channels for valid data points:\n",
      "Channel Index 0 -> Has 225 valid non-NaN pixels\n",
      "Channel Index 1 -> Has 905 valid non-NaN pixels\n",
      "Channel Index 2 -> Has 1630 valid non-NaN pixels\n",
      "Channel Index 3 -> Has 6401 valid non-NaN pixels\n",
      "Channel Index 4 -> Has 10327 valid non-NaN pixels\n",
      "Channel Index 5 -> Has 11479 valid non-NaN pixels\n",
      "Channel Index 6 -> Has 11601 valid non-NaN pixels\n",
      "Channel Index 7 -> Has 11601 valid non-NaN pixels\n",
      "Channel Index 8 -> Has 11650 valid non-NaN pixels\n",
      "Channel Index 9 -> Has 12021 valid non-NaN pixels\n"
     ]
    }
   ],
   "source": [
    "# 1. Print the shape layout of your WHAM data cube\n",
    "print(f\"WHAM Cube Shape layout (Z, Y, X): {whamdat.shape}\")\n",
    "\n",
    "# 2. Look across the first 10 velocity slices to find where valid numbers live\n",
    "print(\"\\nScanning first 10 channels for valid data points:\")\n",
    "for channelIndex in range(min(10, whamdat.shape[0])):\n",
    "    sliceSample = whamdat[channelIndex, :, :]\n",
    "    totalValidPoints = np.sum(~np.isnan(sliceSample) & (sliceSample != 0))\n",
    "    print(f\"Channel Index {channelIndex} -> Has {totalValidPoints} valid non-NaN pixels\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "90627dbf-854d-48a1-bc56-346af6cfb5ba",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Extracted Complexity Groups: [np.float64(1.0), np.float64(2.0), np.float64(3.0), np.float64(4.0), np.float64(5.0), np.float64(6.0), np.float64(7.0), np.float64(8.0), np.float64(nan)]\n"
     ]
    }
   ],
   "source": [
    "print(\"Extracted Complexity Groups:\", list(analysisLibrary.keys()))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "597219d4-2643-4488-85ea-e2caf11c0044",
   "metadata": {},
   "source": [
    "# starting statistics sort of, at least doing a mean "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "id": "74bb6eed-c9b2-445c-96c0-b51af766739e",
   "metadata": {},
   "outputs": [],
   "source": [
    "fn = '/home/justin/Research/WHAM/wham-ss-DR1-v161116-170912-grid.fits'\n",
    "whamdat = fits.getdata(fn)\n",
    "whamhdr = fits.getheader(fn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "id": "dae25f9b-ff7d-4bf1-bc21-312ff7b491b8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Velocity range: -169.1 to 157.3 km/s\n"
     ]
    }
   ],
   "source": [
    "#putting velo axis in km/s \n",
    "nVel = whamhdr['NAXIS3']\n",
    "crval3 = whamhdr['CRVAL3']\n",
    "crpix3 = whamhdr['CRPIX3']\n",
    "cdelt3 = whamhdr['CDELT3']\n",
    "\n",
    "velAxis = (crval3 + (np.arange(nVel) - (crpix3 -1)) * cdelt3) / 1000\n",
    "print(f\"Velocity range: {velAxis[0]:.1f} to {velAxis[-1]:.1f} km/s\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "id": "187301fa-e0f5-41f2-b5f8-954160da0ed2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "np.int64(79)"
      ]
     },
     "execution_count": 74,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "#masking for local velocities \n",
    "velMask = (velAxis >= -80) & (velAxis <= 80)\n",
    "velMask.sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "id": "aae018b9-d91c-4419-afd4-1b14926127a9",
   "metadata": {},
   "outputs": [],
   "source": [
    "whamIntegrated = np.nansum(whamdat[velMask, :, :] * abs(cdelt3), axis=0) / 1000\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 76,
   "id": "8e2428e9-4ae1-4e62-a5a4-36f8aacb448a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "NaN count: 65383544\n",
      "Zero count: 0\n",
      "Data range: -0.0994 to 77.8963\n",
      "Integrated map range: -1.3497 to 4417.2949\n"
     ]
    }
   ],
   "source": [
    "print(f\"NaN count: {np.sum(np.isnan(whamdat))}\")\n",
    "print(f\"Zero count: {np.sum(whamdat == 0)}\")\n",
    "print(f\"Data range: {np.nanmin(whamdat):.4f} to {np.nanmax(whamdat):.4f}\")\n",
    "print(f\"Integrated map range: {np.nanmin(whamIntegrated):.4f} to {np.nanmax(whamIntegrated):.4f}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "id": "a6baacb2-99fb-4922-a266-a44f020effc1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Channels selected: 79\n",
      "Velocity range used: -79.9 to 78.2 km/s\n"
     ]
    }
   ],
   "source": [
    "print(f\"Channels selected: {velMask.sum()}\")\n",
    "print(f\"Velocity range used: {velAxis[velMask][0]:.1f} to {velAxis[velMask][-1]:.1f} km/s\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "3e359ebc-cd51-4b52-9020-ec93bbb76e0f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "vmin = np.nanpercentile(whamIntegrated, 5)\n",
    "vmax = np.nanpercentile(whamIntegrated, 95)\n",
    "\n",
    "plt.figure(figsize=(12, 6))\n",
    "plt.imshow(whamIntegrated, origin='lower', vmin=vmin, vmax=vmax, cmap='inferno')\n",
    "plt.colorbar(label='H-alpha intensity (R)')\n",
    "plt.title('WHAM Integrated H-alpha')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "15fa9056-4fcd-435d-9f31-ba2ed4813a33",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "lon = np.linspace(180, -180, whamIntegrated.shape[1])\n",
    "lat = np.linspace(-90, 90, whamIntegrated.shape[0])\n",
    "lonGrid, latGrid = np.meshgrid(np.deg2rad(lon), np.deg2rad(lat))\n",
    "\n",
    "vmin = np.nanpercentile(whamIntegrated, 5)\n",
    "vmax = np.nanpercentile(whamIntegrated, 95)\n",
    "\n",
    "fig = plt.figure(figsize=(12, 6))\n",
    "ax = fig.add_subplot(111, projection='mollweide')\n",
    "img = ax.pcolormesh(lonGrid, latGrid, whamIntegrated, cmap='inferno', vmin=vmin, vmax=vmax)\n",
    "plt.colorbar(img, ax=ax, label='H-alpha Intensity (R)', shrink=0.5)\n",
    "ax.set_xlabel('Galactic Longitude (deg)')\n",
    "ax.set_ylabel('Galactic Latitude (deg)')\n",
    "ax.grid(True, alpha=0.3)\n",
    "plt.title('WHAM Integrated H-alpha Emission')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "id": "c1dc2648-2e08-4de4-bdc9-e01c5552f141",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Pipeline executed successfully! Populated 9 groups into 'analysisLibrary'.\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n",
      "WARNING: FITSFixedWarning: 'spcfix' made the change 'Changed CTYPE3 from 'VELO-LSR' to 'VOPT' (VELREF=0)'. [astropy.wcs.wcs]\n"
     ]
    }
   ],
   "source": [
    "# this cell groups pixels by faraday complexity\n",
    "# collects their pixel coordinates and converts the pixel coordinates into \n",
    "# galactic coordinates so they can be matched to the wham data, at which point\n",
    "# the intensity of the matched pixel is extracted. The data collected is\n",
    "# stored in a dictionary for memory efficient easy access.\n",
    "\n",
    "#declare wcs engines\n",
    "wcsEngineFaraday = WCS(Npeakscarhdr)\n",
    "wcsWham = WCS(whamhdr)\n",
    "\n",
    "#grouping pixels by faraday complexity\n",
    "uniqueComplexities, groupInverseIndices = np.unique(Npeakscardat, return_inverse=True)\n",
    "\n",
    "#beginning of the loop\n",
    "analysisLibrary = {}\n",
    "\n",
    "for groupIndex, complexityValue in enumerate(uniqueComplexities):\n",
    "    \n",
    "    #Isolate matching pixels for the current group\n",
    "    currentGroupMask = (groupInverseIndices == groupIndex)\n",
    "    faradayPixelCoords = np.where(currentGroupMask)\n",
    "    \n",
    "    if len(faradayPixelCoords) == 0:\n",
    "        continue\n",
    "        \n",
    "    #Extract the raw data values and flat pixel index tracks for this group\n",
    "    currentFaradayValues = Npeakscardat[currentGroupMask]\n",
    "    currentFlatPixels = np.flatnonzero(currentGroupMask)\n",
    "    \n",
    "   #Generate Galactic Coordinates (l, b) \n",
    "    worldCoordinates = wcsEngineFaraday.pixel_to_world(*faradayPixelCoords[::-1])\n",
    "    skyPositions = SkyCoord(worldCoordinates)\n",
    "    galacticCoordinates = skyPositions.galactic\n",
    "    \n",
    "    #Pack the spatial positions into a clean 2D Galactic SkyCoord object\n",
    "    spatialPositions2D = SkyCoord(\n",
    "        l=galacticCoordinates.l, \n",
    "        b=galacticCoordinates.b, \n",
    "        frame='galactic'\n",
    "    )\n",
    "    \n",
    "    #Step B: Extract 2D Spatial Pixels Safely\n",
    "    xFloats, yFloats = skycoord_to_pixel(spatialPositions2D, wcsWham, origin=0)\n",
    "    \n",
    "    xIndices = np.round(xFloats).astype(int)\n",
    "    yIndices = np.round(yFloats).astype(int)\n",
    "    \n",
    "    #Boundary Guard Against 2D Array Layout (Y, X)\n",
    "    #Query boundaries directly from your wham\n",
    "    yBoundSize = whamIntegrated.shape[0]\n",
    "    xBoundSize = whamIntegrated.shape[1]\n",
    "    \n",
    "    inBounds = (\n",
    "        (xIndices >= 0) & (xIndices < xBoundSize) &\n",
    "        (yIndices >= 0) & (yIndices < yBoundSize)\n",
    "    )\n",
    "    \n",
    "    #If no pixels in this group land inside the WHAM coverage window, skip to next group\n",
    "    if not np.any(inBounds):\n",
    "        continue\n",
    "        \n",
    "    #Data Extraction and Tuple Array Slicing\n",
    "    validX = xIndices[inBounds]\n",
    "    validY = yIndices[inBounds]\n",
    "    \n",
    "    #Define your clean verified tracking tuple variable\n",
    "    validWhamIndices = (validY, validX)\n",
    "    \n",
    "    #Extract clean integrated intensity metrics from your target map\n",
    "    matchedWhamIntensities = whamIntegrated[validWhamIndices]\n",
    "    \n",
    "    #Save Final Subsets to Master Library\n",
    "    analysisLibrary[complexityValue] = {\n",
    "        \"faradayValues\": currentFaradayValues[inBounds],\n",
    "        \"hAlphaIntensities\": matchedWhamIntensities,\n",
    "        \"galacticLongitude\": galacticCoordinates.l.degree[inBounds],\n",
    "        \"galacticLatitude\": galacticCoordinates.b.degree[inBounds],\n",
    "        \"flatPixelNumbers\": currentFlatPixels[inBounds]\n",
    "    }\n",
    "\n",
    "print(f\"Pipeline executed successfully! Populated {len(analysisLibrary)} groups into 'analysisLibrary'.\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 85,
   "id": "62990d6b-17d8-493e-93ce-86d457898f82",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "--- Cleaned Population Diagnostics ---\n",
      "Total Combined Pixels (No NaNs): 169306\n",
      "Faraday Value Range:             1.0 to 8.0\n",
      "Faraday Standard Deviation:       1.1087\n",
      "H-Alpha Intensity Range:         -1.0545 to 409.5354\n",
      "\n",
      "--- Phase 1: Cleaned Global Correlation Results ---\n",
      "Global Linear (Pearson r):       0.0270 (p: 1.0535e-28)\n",
      "Global Monotonic (Spearman rho): 0.0733 (p: 2.2386e-200)\n"
     ]
    }
   ],
   "source": [
    "from scipy.stats import pearsonr, spearmanr\n",
    "import numpy as np\n",
    "\n",
    "allFaradayValues = np.concatenate([\n",
    "    groupData[\"faradayValues\"] for complexityKey, groupData in analysisLibrary.items() \n",
    "    if len(groupData[\"faradayValues\"]) > 0 and not np.isnan(complexityKey)\n",
    "])\n",
    "\n",
    "# FIX: Swapped .values() to .items() so complexityKey can be read and evaluated safely\n",
    "allHAlphaIntensities = np.concatenate([\n",
    "    groupData[\"hAlphaIntensities\"] for complexityKey, groupData in analysisLibrary.items() \n",
    "    if len(groupData[\"faradayValues\"]) > 0 and not np.isnan(complexityKey)\n",
    "])\n",
    "\n",
    "print(\"--- Cleaned Population Diagnostics ---\")\n",
    "print(f\"Total Combined Pixels (No NaNs): {len(allFaradayValues)}\")\n",
    "print(f\"Faraday Value Range:             {np.min(allFaradayValues)} to {np.max(allFaradayValues)}\")\n",
    "print(f\"Faraday Standard Deviation:       {np.std(allFaradayValues):.4f}\")\n",
    "print(f\"H-Alpha Intensity Range:         {np.min(allHAlphaIntensities):.4f} to {np.max(allHAlphaIntensities):.4f}\")\n",
    "\n",
    "if len(allFaradayValues) >= 2 and np.std(allFaradayValues) > 0:\n",
    "    pearsonCoefficient, pearsonPValue = pearsonr(allFaradayValues, allHAlphaIntensities)\n",
    "    spearmanCoefficient, spearmanPValue = spearmanr(allFaradayValues, allHAlphaIntensities)\n",
    "\n",
    "    print(\"\\n--- Phase 1: Cleaned Global Correlation Results ---\")\n",
    "    print(f\"Global Linear (Pearson r):       {pearsonCoefficient:.4f} (p: {pearsonPValue:.4e})\")\n",
    "    print(f\"Global Monotonic (Spearman rho): {spearmanCoefficient:.4f} (p: {spearmanPValue:.4e})\")\n",
    "else:\n",
    "    print(\"\\nERROR: Cannot calculate correlation. Verify your arrays contain varying numbers.\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 110,
   "id": "71f2bd6b-11df-4480-b9b6-415e389ba6f3",
   "metadata": {},
   "outputs": [
    {
     "data": {
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",
      "text/plain": [
       "<Figure size 900x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1100x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sortedComplexityKeys = sorted([k for k in analysisLibrary.keys() if not np.isnan(k)])\n",
    "\n",
    "allFaradayClean = np.concatenate([analysisLibrary[k][\"faradayValues\"] for k in sortedComplexityKeys])\n",
    "allHAlphaClean = np.concatenate([analysisLibrary[k][\"hAlphaIntensities\"] for k in sortedComplexityKeys])\n",
    "hAlphaDistributions = [analysisLibrary[k][\"hAlphaIntensities\"] for k in sortedComplexityKeys]\n",
    "\n",
    "plt.figure(figsize=(9,6)) \n",
    "\n",
    "hexPlot = plt.hexbin(\n",
    "    allFaradayClean,\n",
    "    allHAlphaClean, \n",
    "    gridsize=35, \n",
    "    cmap='viridis', \n",
    "    mincnt=1,\n",
    "    bins='log'\n",
    ")\n",
    "\n",
    "colorbar = plt.colorbar(hexPlot, label='Log10(Pixel Density Count)')\n",
    "plt.xlabel('Faraday Coomplexity')\n",
    "plt.ylabel('Integrated H-Alpha Intensity')\n",
    "plt.title('Global Spatial Correlation Topology')\n",
    "plt.grid(True, linestyle=':', alpha=0.5) \n",
    "plt.show()\n",
    "\n",
    "\n",
    "plt.figure(figsize = (11, 6))\n",
    "\n",
    "violinPlotParts = plt.violinplot(\n",
    "    hAlphaDistributions, \n",
    "    showmeans=False, \n",
    "    showmedians=True, \n",
    "    showextrema=True\n",
    ")\n",
    "\n",
    "for body in violinPlotParts['bodies']: \n",
    "    body.set_facecolor('teal')\n",
    "    body.set_edgecolor('black')\n",
    "    body.set_alpha(0.6)\n",
    "plt.yscale('symlog', linthresh=1.0)\n",
    "plt.xticks(\n",
    "    range(1, len(sortedComplexityKeys) + 1), \n",
    "    [f\"Peak {int(k)}\" for k in sortedComplexityKeys]\n",
    ")\n",
    "plt.xlabel('Faraday Complexity') \n",
    "plt.ylabel('H-Alpha Intensity Distribution Space') \n",
    "plt.title('H-Alpha Density Spread Across Complexities')\n",
    "plt.grid(True, linestyle='--', alpha = 0.4) \n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 90,
   "id": "552efb96-ccfd-42ce-b01d-0d9a77e1f333",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "=================================================================\n",
      "Group    | Pixel Count  | Abundance %  | Mean H-α   | Median H-α\n",
      "=================================================================\n",
      "Peak 1   | 37,695       | 22.26      % | 3.16       | 0.88      \n",
      "Peak 2   | 60,185       | 35.55      % | 3.27       | 0.78      \n",
      "Peak 3   | 45,373       | 26.80      % | 3.65       | 0.84      \n",
      "Peak 4   | 18,940       | 11.19      % | 4.18       | 1.19      \n",
      "Peak 5   | 5,602        | 3.31       % | 4.16       | 1.21      \n",
      "Peak 6   | 1,250        | 0.74       % | 3.39       | 1.26      \n",
      "Peak 7   | 242          | 0.14       % | 2.69       | 1.90      \n",
      "Peak 8   | 19           | 0.01       % | 2.63       | 3.00      \n",
      "=================================================================\n"
     ]
    }
   ],
   "source": [
    "totalCleanPixels = len(allFaradayClean) \n",
    "\n",
    "print(\"=\" * 65) \n",
    "print(f\"{'Group':<8} | {'Pixel Count':<12} | {'Abundance %':<12} | {'Mean H-α':<10} | {'Median H-α':<10}\")\n",
    "print(\"=\" * 65)\n",
    "\n",
    "for complexityKey in sortedComplexityKeys: \n",
    "    groupFaraday = analysisLibrary[complexityKey][\"faradayValues\"]\n",
    "    groupHAlpha = analysisLibrary[complexityKey][\"hAlphaIntensities\"]\n",
    "\n",
    "    groupCount = len(groupFaraday)\n",
    "    fractionalAbundance = (groupCount / totalCleanPixels) * 100 \n",
    "\n",
    "    groupMean = np.mean(groupHAlpha) \n",
    "    groupMedian = np.median(groupHAlpha) \n",
    "\n",
    "    print(f\"Peak {int(complexityKey):<3} | {groupCount:<12,} | {fractionalAbundance:<11.2f}% | {groupMean:<10.2f} | {groupMedian:<10.2f}\")\n",
    "\n",
    "print(\"=\" * 65)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 95,
   "id": "14c03553-bec3-4bdb-bee8-ae49c1f44a47",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Kruskal-Wallis Global P-Value: 0.00000000000000000000000000000000000000000000000000e+00\n",
      "\n",
      "p=values between sequential peaks:\n",
      "Peak 1 vs Peak 2: p = 7.3340e-32\n",
      "Peak 2 vs Peak 3: p = 2.6076e-51\n",
      "Peak 3 vs Peak 4: p = 5.2945e-147\n",
      "Peak 4 vs Peak 5: p = 5.6632e-01\n",
      "Peak 5 vs Peak 6: p = 3.7895e-06\n",
      "Peak 6 vs Peak 7: p = 4.6652e-05\n",
      "Peak 7 vs Peak 8: p = 4.9276e-01\n"
     ]
    }
   ],
   "source": [
    "from scipy.stats import kruskal \n",
    "\n",
    "import scikit_posthocs as sp \n",
    "\n",
    "stat, pGlobal = kruskal(*hAlphaDistributions) \n",
    "print(f\"Kruskal-Wallis Global P-Value: {pGlobal:.50e}\")\n",
    "\n",
    "dunnMatrix = sp.posthoc_dunn(hAlphaDistributions, p_adjust=None)\n",
    "print(\"\\np=values between sequential peaks:\") \n",
    "for i in range(len(sortedComplexityKeys)-1):\n",
    "    pPair = dunnMatrix.iloc[i, i+1]\n",
    "    print(f\"Peak {int(sortedComplexityKeys[i])} vs Peak {int(sortedComplexityKeys[i+1])}: p = {pPair:.4e}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "id": "91a61338-7bc9-4c75-a2a5-3f694e71c0ae",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "--- Model Fitting Comparison (^2 Scores) --- \n",
      "Linear Fit:      R² = 0.0000 -> Equation: y = 0.26*x + 0.22\n",
      "Exponential Fit: R² = 0.0000 -> Equation: y = 0.42 * e^(0.23*x)\n",
      "Power-Law Fit:   R² = 0.0000 -> Equation: y = 0.28 * x^1.03\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from scipy.optimize import curve_fit \n",
    "\n",
    "xData = np.array([int(k) for k in sortedComplexityKeys])\n",
    "yMedians = np.array([np.median(dist) for dist in hAlphaDistributions])\n",
    "\n",
    "def linearModel(x, m, c):\n",
    "    return m*x+c \n",
    "\n",
    "def exponentialModel(x, a, b):\n",
    "    return a*np.exp(b*x)\n",
    "\n",
    "def powerLawModel(x, a, k):\n",
    "    return a * (x**k)\n",
    "\n",
    "poptLin, _ = curve_fit(linearModel,xData,yMedians)\n",
    "poptExp, _ = curve_fit(exponentialModel, xData, yMedians, p0=[1.0, 0.1])\n",
    "poptPow, _ = curve_fit(powerLawModel, xData, yMedians, p0=[1.0, 1.0])\n",
    "\n",
    "def calculateRSquared(yObserved, yFitted): \n",
    "    residualSumSquares = np.sum((yObserved - np.mean(yObserved)) **2)\n",
    "    totalSumSquares = np.sum((yObserved - np.mean(yObserved))**2)\n",
    "    return 1 - (residualSumSquares / totalSumSquares)\n",
    "\n",
    "r2Linear = calculateRSquared(yMedians, linearModel(xData, *poptLin))\n",
    "r2Exponential = calculateRSquared(yMedians, exponentialModel(xData, *poptExp))\n",
    "r2PowerLaw = calculateRSquared(yMedians, powerLawModel(xData, *poptPow))\n",
    "\n",
    "print(\"--- Model Fitting Comparison (^2 Scores) --- \") \n",
    "print(f\"Linear Fit:      R² = {r2Linear:.4f} -> Equation: y = {poptLin[0]:.2f}*x + {poptLin[1]:.2f}\")\n",
    "print(f\"Exponential Fit: R² = {r2Exponential:.4f} -> Equation: y = {poptExp[0]:.2f} * e^({poptExp[1]:.2f}*x)\")\n",
    "print(f\"Power-Law Fit:   R² = {r2PowerLaw:.4f} -> Equation: y = {poptPow[0]:.2f} * x^{poptPow[1]:.2f}\")\n",
    "\n",
    "plt.figure(figsize = (8, 5))\n",
    "plt.plot(xData, yMedians, 'ko', markersize = 8, label = 'Observed Group Medians')\n",
    "xFine = np.linspace(min(xData), max(xData), 100)\n",
    "plt.plot(xFine, linearModel(xFine, *poptLin), 'r--', label=f'Linear R^2 = {r2Linear:.9e}')\n",
    "plt.plot(xFine, exponentialModel(xFine, *poptExp), 'g:', label=f'Exponential R^2 = {r2Exponential:.9e}')\n",
    "plt.plot(xFine, powerLawModel(xFine, *poptPow), 'b-', label=f'Power-Law R^2 = {r2PowerLaw:.9e}')\n",
    "\n",
    "plt.xlabel('Faraday Complexity')\n",
    "plt.ylabel('H-Alpha Median Intensity')\n",
    "plt.title('Mathematical Model Fitting of the Climbing Trend')\n",
    "plt.legend(loc='upper left')\n",
    "plt.grid(True, linestyle=':', alpha = 0.6)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 106,
   "id": "8974e610-9a31-41ad-a70d-0e50971605d0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "--- Log-Space Model Fitting Comparison (R² Scores) ---\n",
      "Linear Fit (Exponential Growth): R² = 0.8356 -> Slope (m): 0.0736\n",
      "Power-Law Fit (Scaling Index):   R² = 0.6193 -> Exponent (k): 0.5083\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#going to try fitting in log space now \n",
    "yFloorShift = 0.0 \n",
    "if np.min(yMedians) <= 0:\n",
    "    yFloorShift = abs(np.min(yMedians)) + 1.0 \n",
    "\n",
    "yMediansLog = np.log10(yMedians + yFloorShift)\n",
    "\n",
    "def linearLogModel(x, m, c): \n",
    "    return m * x + c \n",
    "def powerLawLogModel(x, logA, k):\n",
    "    return logA + k * np.log10(x)\n",
    "\n",
    "poptLinLog, _ = curve_fit(linearLogModel, xData, yMediansLog)\n",
    "poptPowLog, _ = curve_fit(powerLawLogModel, xData, yMediansLog, p0=[1.0, 1.0])\n",
    "\n",
    "def calculateRSquared(yObserved, yFitted):\n",
    "    residualSumSquares = np.sum((yObserved - yFitted) ** 2)\n",
    "    totalSumSquares = np.sum((yObserved - np.mean(yObserved)) ** 2)\n",
    "    return 1 - (residualSumSquares / totalSumSquares)\n",
    "\n",
    "r2LinearLog = calculateRSquared(yMediansLog, linearLogModel(xData, *poptLinLog))\n",
    "r2PowerLawLog = calculateRSquared(yMediansLog, powerLawLogModel(xData, *poptPowLog))\n",
    "\n",
    "print(\"--- Log-Space Model Fitting Comparison (R² Scores) ---\")\n",
    "print(f\"Linear Fit (Exponential Growth): R² = {r2LinearLog:.4f} -> Slope (m): {poptLinLog[0]:.4f}\")\n",
    "print(f\"Power-Law Fit (Scaling Index):   R² = {r2PowerLawLog:.4f} -> Exponent (k): {poptPowLog[1]:.4f}\")\n",
    "\n",
    "plt.figure(figsize = (8,5))\n",
    "plt.plot(xData, yMediansLog, 'ko', markersize = 8, label = 'Observed Medians Log(10)')\n",
    "xFine = np.linspace(min(xData), max(xData), 100)\n",
    "plt.plot(xFine, linearLogModel(xFine, *poptLinLog), 'r--', label=f'Exponential Fit (R²={r2LinearLog:.3f})')\n",
    "plt.plot(xFine, powerLawLogModel(xFine, *poptPowLog), 'b-', label=f'Power-Law Fit (R²={r2PowerLawLog:.3f})')\n",
    "\n",
    "plt.xlabel('Faraday Complexity') \n",
    "plt.ylabel('Log10(H-Alpha Median Intensity + shift)')\n",
    "plt.title('Log-Space Fitting of the Climbing Trend')\n",
    "plt.legend(loc='upper left')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 107,
   "id": "3b728515-c365-4bc1-a4ea-e5c09429b51d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "=================================================================\n",
      "FINAL PHYSICAL EQUATIONS (Linear Space)\n",
      "=================================================================\n",
      "1. EXPONENTIAL GROWTH MODEL (The Winning Fit, R² = 0.836):\n",
      "   H-Alpha = (0.5833 * 10^(0.0736 * Peaks)) - 0.00\n",
      "\n",
      "   *Interpretation: Every additional Faraday complexity peak multiplies\n",
      "    the H-alpha baseline gas intensity profile by a factor of 1.18x.*\n",
      "-----------------------------------------------------------------\n",
      "2. POWER-LAW MODEL (R² = 0.619):\n",
      "   H-Alpha = (0.6377 * Peaks^0.5083) - 0.00\n",
      "\n",
      "   *Interpretation: The system follows a turbulent scaling index of k = 0.5083.*\n",
      "=================================================================\n"
     ]
    }
   ],
   "source": [
    "#printing the equations \n",
    "slopeM = poptLinLog[0]\n",
    "interceptC = poptLinLog[1]\n",
    "\n",
    "exponentialAmplitude = 10**interceptC\n",
    "\n",
    "\n",
    "logAmplitudeA = poptPowLog[0]\n",
    "scalingIndexK = poptPowLog[1]\n",
    "\n",
    "powerLawAmplitude = 10**logAmplitudeA \n",
    "\n",
    "print(\"=\" * 65)\n",
    "print(\"FINAL PHYSICAL EQUATIONS (Linear Space)\")\n",
    "print(\"=\" * 65)\n",
    "print(\"1. EXPONENTIAL GROWTH MODEL (The Winning Fit, R² = 0.836):\")\n",
    "print(f\"   H-Alpha = ({exponentialAmplitude:.4f} * 10^({slopeM:.4f} * Peaks)) - {yFloorShift:.2f}\")\n",
    "print(\"\\n   *Interpretation: Every additional Faraday complexity peak multiplies\")\n",
    "print(f\"    the H-alpha baseline gas intensity profile by a factor of {10**slopeM:.2f}x.*\")\n",
    "print(\"-\" * 65)\n",
    "print(\"2. POWER-LAW MODEL (R² = 0.619):\")\n",
    "print(f\"   H-Alpha = ({powerLawAmplitude:.4f} * Peaks^{scalingIndexK:.4f}) - {yFloorShift:.2f}\")\n",
    "print(f\"\\n   *Interpretation: The system follows a turbulent scaling index of k = {scalingIndexK:.4f}.*\")\n",
    "print(\"=\" * 65)"
   ]
  },
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   "cell_type": "code",
   "execution_count": null,
   "id": "b1d0d333-2721-4baf-8c51-d6e0cbc98376",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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