{ "cells": [ { "cell_type": "markdown", "id": "b900438d-7a82-46bc-82e5-f187e8e20d54", "metadata": { "tags": [] }, "source": [ "# HETDEX Source Catalog 1: Catalog description and access" ] }, { "cell_type": "code", "execution_count": 1, "id": "d6f7de4a", "metadata": {}, "outputs": [], "source": [ "# Required python moduldes for opening FITS files and plotting\n", "import numpy as np\n", "import os.path as op\n", "import glob\n", "\n", "import matplotlib.pyplot as plt\n", "from matplotlib import gridspec\n", "\n", "from astropy.io import fits\n", "from astropy.table import Table, hstack\n", "import astropy.units as u\n", "from astropy.coordinates import SkyCoord\n", "from astropy.wcs import WCS\n", "\n", "from astropy.visualization import make_lupton_rgb, ZScaleInterval" ] }, { "cell_type": "code", "execution_count": 2, "id": "51ed1c40", "metadata": {}, "outputs": [], "source": [ "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 3, "id": "5b10541a-9b9a-4a35-abe9-2b2ec47cb559", "metadata": {}, "outputs": [], "source": [ "# fill in the path to the HETDEX Source Catalog 1 files\n", "\n", "path_to_sc1 = \"/home/jovyan/Hobby-Eberly-Public/HETDEX/catalogs/hetdex_source_catalog_1\"\n", "\n", "version = 'v3.2' # Change to latest version." ] }, { "cell_type": "markdown", "id": "6ee0ab2c-0ea6-492d-abcf-3b3963f37fff", "metadata": { "jp-MarkdownHeadingCollapsed": true, "tags": [] }, "source": [ "## Catalog Organization\n", "\n", "Two catalogs make up HETDEX Source Catalog 1:\n", " \n", " 1. The Source Observation Table: hetdex_sc1_vX.dat/.fits/.ecsv\n", " With SPECTRA arrays included: hetdex_sc1_spec_vX.fits\n", " \n", " One row per source observation. The table provides basic coordinates/redshift/source information for each observation of a unique astornomical source. The larger file hetdex_sc1_spec_vX.fits contains the same info from the first table plus addition data units of spectral array data.\n", " \n", " 2. The Detection Information Table: hetdex_sc1_detinfo_vX.fits\n", " One row per line or continuum detection. Bright sources can be comprised of multiple line or continuum emission. This catalog provides specific detection information such as line parameter info (S/N, line flux, line width), observational data and instrument details." ] }, { "cell_type": "markdown", "id": "546db53f-8f43-43ef-96b2-e2021994b47f", "metadata": {}, "source": [ "## How to Open the Source Observation Table without Spectra" ] }, { "cell_type": "markdown", "id": "b608f9ab-0aec-4e61-8ae5-1f893843de79", "metadata": {}, "source": [ "Multiple formats are provided for the source table. As suggested by Astropy v5.1 developers, we provide the recommended .ecsv format which contains data masking, description and quantity info. We also provide a simple .dat ascii file." ] }, { "cell_type": "code", "execution_count": 4, "id": "79b94845-32d3-4762-80c2-7017460ffe3b", "metadata": {}, "outputs": [], "source": [ "source_table = Table.read(op.join( path_to_sc1, 'hetdex_sc1_{}.ecsv'.format(version) ) ) " ] }, { "cell_type": "code", "execution_count": 5, "id": "7cba7760-6499-433c-9db1-1955317eb4b6", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\n", " name dtype unit description n_bad \n", "------------- ------- ------------------- -------------------------------------------------------------------------- ------\n", " source_name str26 HETDEX IAU designation 0\n", " source_id int64 HETDEX Source Identifier 0\n", " shotid int64 integer represent observation ID: int( date+obsid) 0\n", " RA float32 deg source_id right ascension (ICRS deg) 0\n", " DEC float32 deg source_id declination (ICRS deg) 0\n", " gmag float32 sdss-g magnitude measured in HETDEX spectrum 0\n", " Av float32 applied dust correction in V band 0\n", " z_hetdex float32 HETDEX spectroscopic redshift 0\n", " z_hetdex_src str8 HETDEX spectroscopic redshift source 0\n", "z_hetdex_conf float32 0 to 1 confidence HETDEX spectroscopic redshift source 0\n", " source_type str4 options are 'star', 'lae', 'agn', 'lzg', 'oii', 'none' 0\n", " n_members int64 number of detections in the source group 0\n", " detectid int64 emission line or detection ID 0\n", " field str10 field ID: cosmos, goods-n, dex-fall, dex-spring 0\n", " flux_aper float32 1e-17 erg / (cm2 s) Dust corrected, OII line flux measured in elliptical galaxy aperture 115942\n", "flux_aper_err float32 1e-17 erg / (cm2 s) error in flux_aper 121558\n", " flag_aper int64 1 = OII aperture line flux used, -1= PSF-line flux used from \"flux\" column 0\n", " major float32 arcsec Major axis of aperture ellipse of resolved OII galaxy defined by imaging 108572\n", " minor float32 arcsec Minor axis of aperture ellipse of resolved OII galaxy defined by imaging 108572\n", " theta float32 angle in aperture ellipse 108572\n", " lum_lya float64 erg / s Lya luminosity in ergs/s 179976\n", " lum_lya_err float64 erg / s error in lum_lya 179976\n", " lum_oii float64 erg / s best OII line luminosity 105242\n", " lum_oii_err float64 erg / s error in lum_oii 110840\n", " flux_lya float32 1e-17 erg / (cm2 s) dust corrected Lya line flux) in ergs/s 179976\n", " flux_lya_err float32 1e-17 erg / (cm2 s) error in flux_lya 179976\n", " flux_oii float32 1e-17 erg / (cm2 s) best OII line flux 105241\n", " flux_oii_err float32 1e-17 erg / (cm2 s) error in flux_oii 110839\n", " sn float32 signal-to-noise for line emission 52486\n", " apcor float32 aperture correction applied to spectrum at 4500\\AA 0" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Column Info\n", "source_table.info" ] }, { "cell_type": "markdown", "id": "cf9332b2-da2e-4ef7-bcac-04a469d4adc9", "metadata": {}, "source": [ "## How to Open the Source Observation Table with Spectra" ] }, { "cell_type": "markdown", "id": "871d8588-780b-4286-99f9-4a9679359969", "metadata": {}, "source": [ "If spectral data is desired, a fits file contains spectral array data matching each row of the Source Observation Table" ] }, { "cell_type": "code", "execution_count": 6, "id": "f8e39ac4-ebf9-44db-ae79-2253df10aadb", "metadata": {}, "outputs": [], "source": [ "hdu = fits.open( op.join( path_to_sc1, 'hetdex_sc1_spec_{}.fits'.format(version)))" ] }, { "cell_type": "code", "execution_count": 7, "id": "3be6d789-1b2f-495d-83c4-0571d663d898", "metadata": {}, "outputs": [], "source": [ "# The source table can also be accessed by astropy Table class or through HDU1\n", "#source_table = Table.read( op.join( path_to_sc1, 'hetdex_sc1_spec_{}.fits'.format(version)))" ] }, { "cell_type": "code", "execution_count": 8, "id": "a02df88c-5f28-4d1c-bc69-f8855704f741", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Filename: /home/jovyan/Hobby-Eberly-Public/HETDEX/catalogs/hetdex_source_catalog_1/hetdex_sc1_spec_v3.2.fits\n", "No. Name Ver Type Cards Dimensions Format\n", " 0 PRIMARY 1 PrimaryHDU 4 () \n", " 1 INFO 1 BinTableHDU 88 232650R x 30C [26A, K, K, E, E, E, E, E, 8A, E, 4A, K, K, 12A, E, E, K, E, E, E, D, D, D, D, E, E, E, E, E, E] \n", " 2 SPEC 1 ImageHDU 10 (1036, 232650) float32 \n", " 3 SPEC_ERR 1 ImageHDU 9 (1036, 232650) float32 \n", " 4 SPEC_OBS 1 ImageHDU 10 (1036, 232650) float32 \n", " 5 SPEC_OBS_ERR 1 ImageHDU 9 (1036, 232650) float32 \n", " 6 APCOR 1 ImageHDU 8 (1036, 232650) float32 \n", " 7 WAVELENGTH 1 ImageHDU 8 (1036,) float64 \n" ] } ], "source": [ "hdu.info()" ] }, { "cell_type": "code", "execution_count": 9, "id": "f73704be-a2e4-4992-bedb-44c9ac4d3a55", "metadata": {}, "outputs": [], "source": [ "spec = hdu['SPEC'].data\n", "spec_err = hdu['SPEC_ERR'].data\n", "wave_rect = hdu['WAVELENGTH'].data" ] }, { "cell_type": "code", "execution_count": 10, "id": "dfa71915-8430-40b3-bc66-3fe083f04018", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\mathrm{1 \\times 10^{-17}\\,\\frac{erg}{\\mathring{A}\\,s\\,cm^{2}}}$" ], "text/plain": [ "Unit(\"1e-17 erg / (Angstrom cm2 s)\")" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#spec unit is:\n", "u.Unit( hdu['SPEC'].header['BUNIT'])" ] }, { "cell_type": "code", "execution_count": 11, "id": "a82b4906-1a5e-4768-a973-3cd0443cd405", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$\\mathrm{\\mathring{A}}$" ], "text/plain": [ "Unit(\"Angstrom\")" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# wavelength unit is:\n", "u.Unit( hdu['WAVELENGTH'].header['BUNIT'])" ] }, { "cell_type": "markdown", "id": "225cfbf5-9ee7-4b8e-a32a-a801d4df7df7", "metadata": {}, "source": [ "### Query by source type example" ] }, { "cell_type": "code", "execution_count": 12, "id": "7152fffa-dcf8-4511-aa0b-b3323ba2f961", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "There are 52681 LAES in the catalog\n" ] } ], "source": [ "sel_lae = source_table['source_type'] == 'lae'\n", "print('There are {} LAES in the catalog'.format(np.sum(sel_lae)))" ] }, { "cell_type": "code", "execution_count": 13, "id": "941f3e61-28aa-44c5-a241-10821e499ef3", "metadata": {}, "outputs": [], "source": [ "source_ids_lae = source_table['source_id'][sel_lae]" ] }, { "cell_type": "code", "execution_count": 14, "id": "3ae26c36-618f-4ce0-b79c-1ed330152ab4", "metadata": {}, "outputs": [], "source": [ "# Plot of all LAE spectra in redshift order as an example\n", "lae_spec_table = hstack( [source_table[sel_lae], spec[sel_lae], spec_err[sel_lae]])" ] }, { "cell_type": "code", "execution_count": 15, "id": "ac0bde6c-4a8f-4cfc-b1a6-a57e7609400d", "metadata": {}, "outputs": [], "source": [ "lae_spec_table.rename_column('col0_2', 'spec')\n", "lae_spec_table.rename_column('col0_3', 'spec_err')" ] }, { "cell_type": "code", "execution_count": 16, "id": "9ce2a381-67d9-4513-a773-0579958f5f64", "metadata": {}, "outputs": [], "source": [ "lae_spec_table.sort('z_hetdex')" ] }, { "cell_type": "code", "execution_count": 17, "id": "a85a5fc9-6b39-47cd-b4fe-7066f8a8bd5c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'HETDEX 1D LAE spectra')" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(4, 10))\n", "plt.imshow( lae_spec_table['spec'], aspect=0.05, vmin=-0.01, vmax=2)\n", "plt.title('HETDEX LAE spectra in increasing redshift order')\n", "plt.xlabel('wavelength/z_hetdex')\n", "plt.ylabel('HETDEX 1D LAE spectra')" ] }, { "cell_type": "markdown", "id": "21964aa1-b5d5-48d1-ad49-425ab4071bbc", "metadata": {}, "source": [ "### Query by Sky Coordinate Example" ] }, { "cell_type": "code", "execution_count": 18, "id": "8af1ed4e-2fde-4928-be69-75e76eeeffaf", "metadata": {}, "outputs": [], "source": [ "# Create array of coordinates for all HETDEX source members\n", "source_coords = SkyCoord(ra = source_table['RA'], dec= source_table['DEC'])" ] }, { "cell_type": "code", "execution_count": 19, "id": "8edbae8d-e59d-4de5-b3f2-99cb359e395d", "metadata": {}, "outputs": [], "source": [ "coord = SkyCoord(ra=220.21432*u.deg, dec=52.095898*u.deg)" ] }, { "cell_type": "code", "execution_count": 20, "id": "aad74ae4-9a9f-48ad-9a72-8d099ed5f022", "metadata": {}, "outputs": [], "source": [ "sel_match = source_coords.separation(coord) < 1.*u.arcsec" ] }, { "cell_type": "markdown", "id": "4ca5d632-b632-40ad-bb96-c2cd858a936d", "metadata": {}, "source": [ "### Access and Plot Spectra" ] }, { "cell_type": "code", "execution_count": 21, "id": "ef7e111c-2197-4516-8788-73e0f87933a0", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 1.0, 'HETDEX J144051.44+520545.2 source_id=2140100250906')" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "redshift = source_table['z_hetdex'][sel_match][0]\n", "\n", "lya_wave = 1216* (redshift + 1)\n", "source_id = source_table['source_id'][sel_match][0]\n", "name = source_table['source_name'][sel_match][0]\n", "plt.plot( wave_rect, spec[sel_match][0])\n", "\n", "plt.xlim(lya_wave-50, lya_wave+50)\n", "plt.ylabel(r'spec (10$^-17$ ergs/s/cm$^2$/$\\AA$)')\n", "plt.xlabel(r'wavelength ($\\AA$)')\n", "plt.title('{} source_id={}'.format(name, source_id))" ] }, { "cell_type": "markdown", "id": "47364783-d8c4-4664-b0e2-f9133c5cd878", "metadata": {}, "source": [ "## How to Open the Detection Info Table" ] }, { "cell_type": "code", "execution_count": 22, "id": "5f3aeb91-9f57-4f57-81a6-402aa74b2b70", "metadata": {}, "outputs": [], "source": [ "det_table = Table.read(op.join(path_to_sc1, 'hetdex_sc1_detinfo_{}.ecsv'.format(version)))" ] }, { "cell_type": "code", "execution_count": 23, "id": "e306407c-f09a-4a19-a9f9-d1d0cca5dcbd", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "
\n", " name dtype unit description n_bad \n", "------------------------ ------- ---------------------------- ------------------------------------------------------------------------------- ------\n", " source_id int64 HETDEX Source Identifier 0\n", " source_name str26 HETDEX IAU designation 0\n", " RA float32 deg source_id right ascension (ICRS deg) 0\n", " DEC float32 deg source_id declination (ICRS deg) 0\n", " z_hetdex float32 HETDEX spectroscopic redshift 0\n", " z_hetdex_src str8 HETDEX spectroscopic redshift source 0\n", " z_hetdex_conf float32 0 to 1 confidence HETDEX spectroscopic redshift source 0\n", " source_type str4 options are 'star', 'lae', 'agn', 'lzg', 'oii', 'none' 0\n", " detectid int64 emission line or detection ID 0\n", " selected_det bool best detectid for Lya flux or OII line flux 0\n", " det_type str4 detection type: 'line' or 'continuum' 0\n", " line_id str4 line identification at observed wavelength (wave) assuming redshift of z_hetdex 0\n", " RA_det float32 deg detectid right ascension (ICRS deg) 0\n", " DEC_det float32 deg detectid declination (ICRS deg) 0\n", " src_separation float32 deg distance between detectid (RA_det, DEC_det) and the source center (RA, DEC) 0\n", " n_members int64 number of detections in the source group 0\n", " gmag_err float32 mcmc uncertainty in gmag 2082\n", " gmag float32 sdss-g magnitude measured in HETDEX spectrum 0\n", " Av float32 applied dust correction in V band 0\n", " ebv float32 applied selective extinction 0\n", " wave float32 Angstrom central wavelength of line emission 0\n", " wave_err float32 Angstrom mcmc error in wave 0\n", " flux float32 1e-17 erg / (cm2 s) dust corrected line flux at \"wave\" 60907\n", " flux_err float32 1e-17 erg / (cm2 s) mcmc error in dust corrected line flux 60907\n", " flux_obs float32 1e-17 erg / (cm2 s) observed line flux 60907\n", " flux_obs_err float32 1e-17 erg / (cm2 s) mcmc error in observed line flux 60907\n", " flux_aper float32 1e-17 erg / (cm2 s) Dust corrected, OII line flux measured in elliptical galaxy aperture 180472\n", " flux_aper_err float32 1e-17 erg / (cm2 s) error in flux_aper 186101\n", " flux_aper_obs float32 1e-17 erg / (cm2 s) OII line flux measured in elliptical aperture 172625\n", " flux_aper_obs_err float32 1e-17 erg / (cm2 s) error in flag_aper_obs 178879\n", " flag_aper int64 1 = OII aperture line flux used, -1= PSF-line flux used from \"flux\" column 0\n", " sigma float32 Angstrom sigma linewidth in gaussian line fit (\\AA) 0\n", " sigma_err float32 Angstrom mcmc error in sigma linewidth (\\AA) 0\n", " continuum float32 1e-17 erg / (Angstrom cm2 s) local fitted observed continuum 60907\n", " continuum_err float32 1e-17 erg / (Angstrom cm2 s) mcmc error in continuum 60907\n", " continuum_obs float32 1e-17 erg / (Angstrom cm2 s) local fitted observed continuum 60907\n", " continuum_obs_err float32 1e-17 erg / (Angstrom cm2 s) mcmc error in continuum 60907\n", " sn float32 signal-to-noise for line emission 60907\n", " sn_err float32 mcmc error in signal-to-noise 0\n", " chi2 float32 reduced $\\chi^2$ quality of line fit 0\n", " chi2_err float32 mcmc uncertainty in reduced $\\chi^2$ 0\n", " flux_noise_1sigma_obs float32 1e-17 erg / (cm2 s) observed 1 sigma flux sensitivity 60907\n", " flux_noise_1sigma float32 1e-17 erg / (cm2 s) dust corrected 1 sigma flux sensitivity 60907\n", " apcor float32 aperture correction applied to spectrum at 4500\\AA 0\n", " counterpart_mag float32 selected closest counterpart mag from imaging data 13172\n", " counterpart_mag_err float32 uncertainty in counterpart_mag 13172\n", " counterpart_dist float32 distance to closest counterpart 13172\n", "counterpart_catalog_name str16 image catalog source of counterpart 0\n", " counterpart_filter_name str5 image filter of countpart 0\n", " plya_classification float32 0 to 1 on likelihood line is Lya 60907\n", " best_z float32 ELiXeR best redshift 61015\n", " best_pz float32 confidence in best_z 61015\n", " z_diagnose float32 Best fit redshift from Diagnose 59\n", " cls_diagnose str7 Diagnose classfication.\"STAR\", \"GALAXY\", \"QSO\", \"UNKNOWN\" 0\n", " stellartype str1 diagnose spectral type classification for stars 0\n", " agn_flag float32 -1 not an AGN, 0 broad lien soruce, 1 confident AGN 0\n", " wave_group_id int64 id for 3D clustering at common ra, dec, wave 0\n", " wave_group_a float32 deg semi-major axis from 3D FOF clustering 247536\n", " wave_group_b float32 deg semi-minor axis from 3D FOF clustering 247536\n", " wave_group_pa float32 positional angle from 3D FOF clustering 247536\n", " wave_group_ra float32 mean ra from 3D FOF clustering 247536\n", " wave_group_dec float32 mean dec from 3D FOF clustering 247536\n", " wave_group_wave float32 mean wavelength from 3D FOF clustering 247536\n", " fwhm float32 measured seeing of the observation in arcsec 0\n", " throughput float32 relative spectral response at 4540 assuming a 360 s nominal exposure 0\n", " shotid int64 integer represent observation ID: int( date+obsid) 0\n", " field str10 field ID: cosmos, goods-n, dex-fall, dex-spring 0\n", " date int32 date 0\n", " obsid int32 observation number 0\n", " multiframe str20 string identifier for the ifuslot/specid/ifuid/amp combination 0\n", " fiber_id str38 string identifier for the highest weight fiber 0\n", " weight float32 flux weight of the highest weight fiber 0\n", " x_raw int32 x value on the CCD of the detection (ds9 x value) 0\n", " y_raw int32 y value on the CCD of the detection (ds9 y value) 0\n", " x_ifu float32 x position in the ifu in arcsec 0\n", " y_ifu float32 y position in the ifu in arcsec 0\n", " ra_aper float32 Right Ascension of aperture center of imaging counterpart in degrees 172620\n", " dec_aper float32 Declination of aperture center of imaging counterpart in degrees 172620\n", " catalog_name_aper str16 Imaging source for measuring OII resolved apertures 0\n", " filter_name_aper str5 Filter of Imaging used for measuring OII resolved apertures 0\n", " dist_aper float32 distance between aperture center and detectid position in arcsec 172620\n", " mag_aper float32 photometric magnitude in aperture in imaging source 172620\n", " mag_aper_err float32 photometric magnitude error in aperture in imaging source 172620\n", " major float32 arcsec Major axis of aperture ellipse of resolved OII galaxy defined by imaging 172620\n", " minor float32 arcsec Minor axis of aperture ellipse of resolved OII galaxy defined by imaging 172620\n", " theta float32 angle in aperture ellipse 172620" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Column Info\n", "det_table.info" ] }, { "cell_type": "markdown", "id": "6344578a-19d2-494b-aaa0-f6c8b9fc1446", "metadata": {}, "source": [ "### Plot up all detections for a single source_id" ] }, { "cell_type": "markdown", "id": "a7527bb1-ab17-4500-8390-aca362327bf0", "metadata": {}, "source": [ "Let's query the detection info table for a relatively nearby, bright galaxy that is composed of serveral line detections to demonstrate the content of the Detection Info Table. Nearby galaxies and bright sources such as AGN can be composed of many detections. This is because line emission at different spatial regions and wavelengths will result in multiple detections in the detection search. The source will also likely have a complementary continuum detetion if it is bright (g < 21)" ] }, { "cell_type": "code", "execution_count": 24, "id": "c7e90766-f22d-46a2-9729-78809347f1a5", "metadata": {}, "outputs": [], "source": [ "sel_big_oii = (det_table['source_type'] == 'oii') & (det_table['major'] > 6) \n", "sel_center_ifu = (np.abs( det_table['x_ifu']) < 5) & (np.abs(det_table['y_ifu']) < 5)\n", "selected_det = (det_table['selected_det'] == True) & (det_table['n_members'] >6)" ] }, { "cell_type": "code", "execution_count": 25, "id": "00d01c99-4dac-4be5-854e-606b89a16ed9", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " There are 79 matches \n" ] } ], "source": [ "sel = sel_big_oii & sel_center_ifu & selected_det\n", "\n", "print(' There are {} matches '.format(np.sum(sel)))" ] }, { "cell_type": "code", "execution_count": 26, "id": "c8bc12e8-d9d2-4544-9b2a-5e6130f5300a", "metadata": {}, "outputs": [], "source": [ "# Pick random object in list and plot up the source_id\n", "\n", "index = np.where(sel)[0][0]\n", "\n", "sid = det_table['source_id'][index]\n", " \n", "coords = SkyCoord(ra=det_table['RA'][index]*u.deg, dec=det_table['DEC'][index]*u.deg)" ] }, { "cell_type": "code", "execution_count": 27, "id": "5ed8a935-57cf-4195-acfb-4afb41de4de8", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n" ] } ], "source": [ "# Get Imaging data from Legacy Survey API\n", "fits_file = 'https://www.legacysurvey.org/viewer/fits-cutout?ra={}&dec={}&layer=ls-dr9&width=80&height=80&pixscale=0.25&bands=grz'.format(coords.ra.deg, coords.dec.deg)\n", "hdu_ls = fits.open(fits_file)\n", "wcs_ls = WCS( hdu_ls[0].header).dropaxis(2)\n" ] }, { "cell_type": "code", "execution_count": 28, "id": "31f8fa32-33e9-4847-b7c2-eb95c7681b89", "metadata": {}, "outputs": [], "source": [ "redshift = det_table['z_hetdex'][index]\n", "source_type = det_table['source_type'][index]\n", "\n", "grp = det_table[ det_table['source_id'] == sid]\n", "grp.sort('gmag')" ] }, { "cell_type": "code", "execution_count": 29, "id": "0471b616-8118-42e0-b693-d72b0acf108e", "metadata": {}, "outputs": [], "source": [ "# Get Spectrum from source_table\n", "hdu = fits.open(op.join(path_to_sc1, 'hetdex_sc1_spec_{}.fits'.format(version)))\n", "source_table = hdu['INFO'].data\n", "spec = hdu['SPEC'].data\n", "sel_source = source_table['source_id'] == sid\n", "spectra = spec[sel_source][0]" ] }, { "cell_type": "code", "execution_count": 30, "id": "d73b6992-7a30-4447-88a3-52fa00411e05", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(13,3))\n", "gs = gridspec.GridSpec(1, 2, width_ratios=[1,3]) \n", "\n", "ax1 = plt.subplot(gs[0], projection=wcs_ls)\n", "im_zscale = ZScaleInterval(contrast=0.5, krej=1.1)\n", "im_vmin, im_vmax = im_zscale.get_limits(values=hdu_ls[0].data[2])\n", "plt.imshow(hdu_ls[0].data[2], origin='lower', cmap=plt.get_cmap('gray_r'), vmin=im_vmin, vmax=im_vmax )\n", "\n", "sel_line = (grp[\"det_type\"] == \"line\")\n", "if np.sum(sel_line) >= 1:\n", " plt.scatter(\n", " grp[\"RA_det\"][sel_line],\n", " grp[\"DEC_det\"][sel_line],\n", " transform=ax1.get_transform(\"world\"),\n", " marker=\"x\",\n", " color=\"orange\",\n", " linewidth=2,\n", " s=50,\n", "# zorder=100,\n", " label=\"line emission\",\n", " )\n", "\n", "sel_cont = grp[\"det_type\"] == \"cont\"\n", "if np.sum(sel_cont) >= 1:\n", " plt.scatter(\n", " grp[\"RA_det\"][sel_cont],\n", " grp[\"DEC_det\"][sel_cont],\n", " transform=ax1.get_transform(\"world\"),\n", " marker=\"x\",\n", " color=\"green\",\n", " linewidth=2,\n", " s=50,\n", " label=\"continuum\",\n", " )\n", "lon = ax1.coords[0]\n", "lat = ax1.coords[1]\n", "lon.set_axislabel('RA', minpad=0.5)\n", "lat.set_axislabel('Dec', minpad=-0.6)\n", "lon.set_ticklabel(exclude_overlapping=True)\n", " \n", "ax2 = plt.subplot(gs[1])\n", "\n", "plt.plot(wave_rect, spectra, linewidth=1.2, color='tab:blue')#, yerr=spec_table['spec1d_err'])\n", "plt.xlabel(r'$\\lambda$ ($\\AA$)')\n", "plt.ylabel('f$_\\\\lambda$ (10$^{-17}$ ergs/s/cm$^2$/$\\AA$)')\n", "plt.xlim(3540, 5450)\n", "\n", "selw = (wave_rect > 3540) & (wave_rect < 5450)\n", "y2 = np.max(spectra[selw])\n", "y1 = np.min(spectra[selw])\n", "\n", "if y1 > 0:\n", " y1 = 0\n", "\n", "# plot all emission lines detected in det_table related to the source_id\n", "\n", "for line in np.array( np.unique(grp['line_id'])):\n", " if line == 'null':\n", " continue\n", " \n", " sel_line = grp['line_id'] == line \n", "\n", " plt.bar(grp['wave'][sel_line][0], height=2*y2, width=30, bottom=y1, color='orange', alpha=0.3)\n", " \n", " label = '{} [{}]'.format( grp['detectid'][sel_line][0], line)\n", " if np.isfinite( grp['wave'][sel_line][0]):\n", " plt.text(grp['wave'][sel_line][0]-70, 0.1*y2, label, rotation=90, fontsize=10)\n", "\n", "plt.axhline(0, color='tab:grey', linestyle='dashed')\n", "plt.text(0.05, 0.7, 'z={:6.4f}'.format(redshift), transform=ax2.transAxes, color='tab:red', fontsize=20)\n", "plt.text(0.05, 0.85, 'source_id={}'.format(sid), transform=ax2.transAxes, fontsize=14, color='black')\n", "plt.ylim(y1,1.1*y2)\n", "plt.subplots_adjust(wspace=0.3, hspace=0)\n", "plt.tight_layout()" ] }, { "cell_type": "markdown", "id": "bb186659-44a8-4700-8aa1-afaddad4bbe0", "metadata": {}, "source": [ "# References" ] }, { "cell_type": "markdown", "id": "8e81da36-0f07-474a-b941-de30c9a27c50", "metadata": {}, "source": [ "* Dey, A., Schlegel, D.J., Lang, D., et al. 2019, Astrophysical Journal, 157, 168. doi:10.3847/1538-3881/ab089d LEGACY SURVEY: we use the LS API to obtain a sky cutout at the HETDEX source\n", "https://www.legacysurvey.org. \n", "* Gebhardt, K., Mentuch Cooper, E., Ciardullo, R., et al. 2021, Astrophysical Journal, 923, 217. doi:10.3847/1538-4357/ac2e03\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.5" } }, "nbformat": 4, "nbformat_minor": 5 }