{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Introductory Tutorial" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This notebook shows some examples of exploring the available tables and displaying them in a notebook." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Sanity checks after installation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Show where the package was installed:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "['/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb']\n" ] } ], "source": [ "import edge_pydb\n", "print(edge_pydb.__path__)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Show the names of the available tables" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['NGC4047_allpix.pipe3d_jul27.hdf5',\n", " 'NGC4047_allpix.pipe3d.hdf5',\n", " 'NGC4047.cocube_smo7.hdf5',\n", " 'edge_bbpars_smo7.csv',\n", " 'edge_rfpars.csv',\n", " 'edge_rdist17.csv',\n", " 'edge_jampars.csv',\n", " 'edge_bbpars_natv.csv',\n", " 'edge_califa.230227.csv',\n", " 'edge_califa.csv',\n", " 'edge_coflux_natv.csv',\n", " 'edge_hiflux.csv',\n", " 'edge_coobs_DE.csv',\n", " 'edge_coflux_e20.csv',\n", " 'edge_coflux_smo7.csv',\n", " 'edge_coobs_E.csv',\n", " 'edge_coobs_D.csv',\n", " 'edge_wise.csv',\n", " 'edge_nsa.csv',\n", " 'edge_ned.csv',\n", " 'edge_leda.csv',\n", " 'NGC4047_hex.2d_smo7.hdf5',\n", " 'NGC4047.2d_smo7.hdf5',\n", " 'almaquest.2d_preregrid.hdf5',\n", " 'rf_CO_natv.csv',\n", " 'rf_HA_smo6.csv',\n", " 'rf_CO_smo6.csv',\n", " 'rf_HA_natv.csv',\n", " 'jam_rotcurves.csv',\n", " 'rprof_de20_smo.csv',\n", " 'rprof_smo7_smo.csv',\n", " 'bb_smo7_fixvd_dilmsk_freepa.csv',\n", " 'bb_smo7_fixvd_dilmsk.csv',\n", " 'bb_natv_fitvd_dilmsk.csv',\n", " 'bb_natv_fixvd_dilmsk_freepa.csv',\n", " 'bb_smo7_fitvd_dilmsk.csv',\n", " 'bb_natv_fixvd_dilmsk.csv',\n", " 'bb_natv_fitvd_dilmsk_freepa.csv',\n", " 'bb_smo7_fitvd_dilmsk_freepa.csv']" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "edge_pydb.util.listfiles()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Show the full paths of the available tables" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "['/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/img_califa/NGC4047_allpix.pipe3d_jul27.hdf5',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/img_califa/NGC4047_allpix.pipe3d.hdf5',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/img_cocube/NGC4047.cocube_smo7.hdf5',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/derived/edge_bbpars_smo7.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/derived/edge_rfpars.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/derived/edge_rdist17.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/derived/edge_jampars.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/derived/edge_bbpars_natv.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/califa/edge_califa.230227.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/califa/edge_califa.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/obs/edge_coflux_natv.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/obs/edge_hiflux.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/obs/edge_coobs_DE.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/obs/edge_coflux_e20.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/obs/edge_coflux_smo7.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/obs/edge_coobs_E.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/obs/edge_coobs_D.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/external/edge_wise.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/external/edge_nsa.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/external/edge_ned.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_glob/external/edge_leda.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/img_comom/NGC4047_hex.2d_smo7.hdf5',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/img_comom/NGC4047.2d_smo7.hdf5',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/img_comom/almaquest.2d_preregrid.hdf5',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/rotcur_levy/rf_CO_natv.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/rotcur_levy/rf_HA_smo6.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/rotcur_levy/rf_CO_smo6.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/rotcur_levy/rf_HA_natv.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/rotcur_leung/jam_rotcurves.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/radprof/rprof_de20_smo.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/radprof/rprof_smo7_smo.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_smo7_fixvd_dilmsk_freepa.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_smo7_fixvd_dilmsk.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_natv_fitvd_dilmsk.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_natv_fixvd_dilmsk_freepa.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_smo7_fitvd_dilmsk.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_natv_fixvd_dilmsk.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_natv_fitvd_dilmsk_freepa.csv',\n", " '/Users/tonywong/Library/Python/3.10/lib/python/site-packages/edge_pydb/dat_prof/bbarolo/bb_smo7_fitvd_dilmsk_freepa.csv']" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "edge_pydb.util.listfiles(values=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Typical Usage\n", "### In most situations you won't need to import everything; this following import will suffice." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "from edge_pydb import EdgeTable" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Make a list of the available tables. These tables either came with the GitHub repo, or were downloaded from Zenodo." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Choose from the following files to read:\n", "NGC4047_allpix.pipe3d_jul27.hdf5\n", "NGC4047_allpix.pipe3d.hdf5\n", "NGC4047.cocube_smo7.hdf5\n", "edge_bbpars_smo7.csv\n", "edge_rfpars.csv\n", "edge_rdist17.csv\n", "edge_jampars.csv\n", "edge_bbpars_natv.csv\n", "edge_califa.230227.csv\n", "edge_califa.csv\n", "edge_coflux_natv.csv\n", "edge_hiflux.csv\n", "edge_coobs_DE.csv\n", "edge_coflux_e20.csv\n", "edge_coflux_smo7.csv\n", "edge_coobs_E.csv\n", "edge_coobs_D.csv\n", "edge_wise.csv\n", "edge_nsa.csv\n", "edge_ned.csv\n", "edge_leda.csv\n", "NGC4047_hex.2d_smo7.hdf5\n", "NGC4047.2d_smo7.hdf5\n", "almaquest.2d_preregrid.hdf5\n", "rf_CO_natv.csv\n", "rf_HA_smo6.csv\n", "rf_CO_smo6.csv\n", "rf_HA_natv.csv\n", "jam_rotcurves.csv\n", "rprof_de20_smo.csv\n", "rprof_smo7_smo.csv\n", "bb_smo7_fixvd_dilmsk_freepa.csv\n", "bb_smo7_fixvd_dilmsk.csv\n", "bb_natv_fitvd_dilmsk.csv\n", "bb_natv_fixvd_dilmsk_freepa.csv\n", "bb_smo7_fitvd_dilmsk.csv\n", "bb_natv_fixvd_dilmsk.csv\n", "bb_natv_fitvd_dilmsk_freepa.csv\n", "bb_smo7_fitvd_dilmsk_freepa.csv\n" ] }, { "data": { "text/html": [ "
EdgeTable length=0\n", "
" ], "text/plain": [ "\n", "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "EdgeTable('list')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Read a binary table. This is the 7 arcsec data for one EDGE galaxy (NGC 4047), including both the CARMA and CALIFA imaging. It turns out we need to provide a path since each HDF5 file contains multiple tables." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Paths in NGC4047.2d_smo7.hdf5 :\n", " ['ELINES_sm', 'SFH_sm', 'SSP_sm', 'comom_dil', 'comom_smo', 'comom_str', 'flux_elines_sm', 'indices_sm']\n" ] } ], "source": [ "cotab = EdgeTable('NGC4047.2d_smo7.hdf5')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Try again, this time providing a path (get moments using dilated mask)." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "cotab = EdgeTable('NGC4047.2d_smo7.hdf5', path='comom_dil')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Get basic information about the columns" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " name dtype unit format description n_bad\n", "--------- ------- ------------- ------ ------------------------------------------------ -----\n", " Name bytes7 Galaxy Name 0\n", " ix int32 0-based pixel index in x direction 0\n", " iy int32 0-based pixel index in y direction 0\n", " ra_abs float32 deg .6f sample ra coord 0\n", " dec_abs float32 deg .6f sample dec coord 0\n", " ra_off float32 deg .6f ra offset from ref pixel 0\n", " dec_off float32 deg .6f dec offset from ref pixel 0\n", " rad_arc float32 arcsec .3f radius based on LEDA 0\n", " azi_ang float32 deg .3f azang based on LEDA 0\n", " snrpk_12 float32 co peak signal to noise ratio 705\n", " mom0_12 float32 K km / s co integrated intensity using dil mask 1657\n", "e_mom0_12 float32 K km / s co error in mom0 assuming dil mask 1657\n", " mom1_12 float32 km / s co intensity wgtd mean velocity using dil mask 1670\n", "e_mom1_12 float32 km / s co error in mom1 assuming dil mask 1670\n", " mom2_12 float32 km / s co intensity wgtd vel disp using dil mask 1694\n", "e_mom2_12 float32 km / s co error in mom2 assuming dil mask 1694\n", " sigmol float32 solMass / pc2 apparent H2+He surf density not deprojected 1657\n", " e_sigmol float32 solMass / pc2 error in sigmol not deprojected 1657\n", " cosi float32 factor to deproject to face-on using ledaAxIncl 0\n", " snrpk_13 float32 13co peak signal to noise ratio 648\n", " mom0_13 float32 K km / s 13co integrated intensity using dil mask 1657\n", "e_mom0_13 float32 K km / s 13co error in mom0 assuming dil mask 1657\n", " mom1_13 float32 km / s 13co intensity wgtd mean velocity using dil mask 1673\n", "e_mom1_13 float32 km / s 13co error in mom1 assuming dil mask 1670\n", " mom2_13 float32 km / s 13co intensity wgtd vel disp using dil mask 1731\n", "e_mom2_13 float32 km / s 13co error in mom2 assuming dil mask 1731\n" ] } ], "source": [ "cotab.info()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Get an abbreviated view of the table (two ways)" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Name ix iy ra_abs dec_abs ra_off dec_off rad_arc azi_ang snrpk_12 ... e_sigmol cosi snrpk_13 mom0_13 e_mom0_13 mom1_13 e_mom1_13 mom2_13 e_mom2_13\n", " deg deg deg deg arcsec deg ... solMass / pc2 K km / s K km / s km / s km / s km / s km / s \n", "------- --- --- ---------- --------- --------- --------- ------- -------- -------- ... ------------- --------- -------- -------- --------- ------- --------- ------- ---------\n", "NGC4047 1 1 180.737717 48.618690 0.026472 -0.017503 100.113 43.001 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 4 180.737717 48.619526 0.026473 -0.016670 97.086 41.510 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 7 180.737717 48.620358 0.026473 -0.015836 94.129 39.923 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 10 180.737717 48.621193 0.026474 -0.015003 91.249 38.236 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 13 180.737717 48.622025 0.026474 -0.014170 88.453 36.439 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 16 180.737732 48.622860 0.026475 -0.013336 85.750 34.528 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 19 180.737732 48.623692 0.026475 -0.012503 83.149 32.495 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 22 180.737732 48.624523 0.026475 -0.011670 80.658 30.333 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 25 180.737732 48.625359 0.026476 -0.010836 78.290 28.037 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 28 180.737732 48.626190 0.026476 -0.010003 76.055 25.602 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 31 180.737732 48.627026 0.026477 -0.009170 73.966 23.025 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 34 180.737732 48.627857 0.026477 -0.008336 72.035 20.303 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 37 180.737732 48.628693 0.026478 -0.007503 70.275 17.439 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 40 180.737732 48.629524 0.026478 -0.006670 68.700 14.435 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 43 180.737732 48.630360 0.026478 -0.005836 67.322 11.300 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 46 180.737732 48.631191 0.026479 -0.005003 66.153 8.043 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 49 180.737732 48.632023 0.026479 -0.004170 65.206 4.681 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 52 180.737732 48.632858 0.026480 -0.003336 64.489 1.232 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 55 180.737732 48.633690 0.026480 -0.002503 64.011 -2.281 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 58 180.737732 48.634525 0.026481 -0.001670 63.776 -5.834 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 61 180.737732 48.635357 0.026481 -0.000836 63.788 -9.400 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 64 180.737732 48.636192 0.026482 -0.000003 64.046 -12.950 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 67 180.737732 48.637024 0.026482 0.000830 64.548 -16.458 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 70 180.737732 48.637859 0.026482 0.001664 65.287 -19.900 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", " ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ...\n", "NGC4047 127 55 180.684769 48.633690 -0.026480 -0.002503 65.634 156.467 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 58 180.684769 48.634525 -0.026481 -0.001670 64.647 159.849 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 61 180.684769 48.635357 -0.026481 -0.000836 63.891 163.322 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 64 180.684769 48.636192 -0.026482 -0.000003 63.376 166.866 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 67 180.684769 48.637024 -0.026482 0.000830 63.106 170.453 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 70 180.684769 48.637859 -0.026482 0.001664 63.085 174.057 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 73 180.684769 48.638691 -0.026483 0.002497 63.314 177.649 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 76 180.684769 48.639526 -0.026483 0.003330 63.789 -178.798 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 79 180.684769 48.640358 -0.026484 0.004164 64.505 -175.311 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 82 180.684769 48.641190 -0.026484 0.004997 65.454 -171.913 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 85 180.684769 48.642025 -0.026485 0.005830 66.627 -168.624 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 88 180.684769 48.642857 -0.026485 0.006664 68.011 -165.458 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 91 180.684769 48.643692 -0.026485 0.007497 69.594 -162.427 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 94 180.684769 48.644524 -0.026486 0.008330 71.363 -159.539 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 97 180.684769 48.645359 -0.026486 0.009164 73.304 -156.797 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 100 180.684769 48.646191 -0.026487 0.009997 75.404 -154.202 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 103 180.684769 48.647026 -0.026487 0.010830 77.651 -151.752 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 106 180.684769 48.647858 -0.026488 0.011664 80.031 -149.444 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 109 180.684769 48.648693 -0.026488 0.012497 82.533 -147.273 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 112 180.684769 48.649525 -0.026489 0.013330 85.147 -145.232 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 115 180.684753 48.650356 -0.026489 0.014164 87.863 -143.315 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 118 180.684753 48.651192 -0.026489 0.014997 90.670 -141.515 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 121 180.684753 48.652023 -0.026490 0.015830 93.562 -139.825 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 124 180.684753 48.652859 -0.026490 0.016664 96.531 -138.237 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 127 180.684753 48.653690 -0.026491 0.017497 99.569 -136.745 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "Length = 1849 rows\n" ] } ], "source": [ "print(cotab)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Nameixiyra_absdec_absra_offdec_offrad_arcazi_angsnrpk_12mom0_12e_mom0_12mom1_12e_mom1_12mom2_12e_mom2_12sigmole_sigmolcosisnrpk_13mom0_13e_mom0_13mom1_13e_mom1_13mom2_13e_mom2_13
degdegdegdegarcsecdegK km / sK km / skm / skm / skm / skm / ssolMass / pc2solMass / pc2K km / sK km / skm / skm / skm / skm / s
bytes7int32int32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32
NGC404711180.73771748.6186900.026472-0.017503100.11343.001nannannannannannannannannan0.7511458nannannannannannannan
NGC404714180.73771748.6195260.026473-0.01667097.08641.510nannannannannannannannannan0.7511458nannannannannannannan
NGC404717180.73771748.6203580.026473-0.01583694.12939.923nannannannannannannannannan0.7511458nannannannannannannan
NGC4047110180.73771748.6211930.026474-0.01500391.24938.236nannannannannannannannannan0.7511458nannannannannannannan
NGC4047113180.73771748.6220250.026474-0.01417088.45336.439nannannannannannannannannan0.7511458nannannannannannannan
NGC4047116180.73773248.6228600.026475-0.01333685.75034.528nannannannannannannannannan0.7511458nannannannannannannan
NGC4047119180.73773248.6236920.026475-0.01250383.14932.495nannannannannannannannannan0.7511458nannannannannannannan
NGC4047122180.73773248.6245230.026475-0.01167080.65830.333nannannannannannannannannan0.7511458nannannannannannannan
NGC4047125180.73773248.6253590.026476-0.01083678.29028.037nannannannannannannannannan0.7511458nannannannannannannan
NGC4047128180.73773248.6261900.026476-0.01000376.05525.602nannannannannannannannannan0.7511458nannannannannannannan
NGC4047131180.73773248.6270260.026477-0.00917073.96623.025nannannannannannannannannan0.7511458nannannannannannannan
NGC4047134180.73773248.6278570.026477-0.00833672.03520.303nannannannannannannannannan0.7511458nannannannannannannan
NGC4047137180.73773248.6286930.026478-0.00750370.27517.439nannannannannannannannannan0.7511458nannannannannannannan
NGC4047140180.73773248.6295240.026478-0.00667068.70014.435nannannannannannannannannan0.7511458nannannannannannannan
NGC4047143180.73773248.6303600.026478-0.00583667.32211.300nannannannannannannannannan0.7511458nannannannannannannan
NGC4047146180.73773248.6311910.026479-0.00500366.1538.043nannannannannannannannannan0.7511458nannannannannannannan
NGC4047149180.73773248.6320230.026479-0.00417065.2064.681nannannannannannannannannan0.7511458nannannannannannannan
NGC4047152180.73773248.6328580.026480-0.00333664.4891.232nannannannannannannannannan0.7511458nannannannannannannan
NGC4047155180.73773248.6336900.026480-0.00250364.011-2.281nannannannannannannannannan0.7511458nannannannannannannan
NGC4047158180.73773248.6345250.026481-0.00167063.776-5.834nannannannannannannannannan0.7511458nannannannannannannan
NGC4047161180.73773248.6353570.026481-0.00083663.788-9.400nannannannannannannannannan0.7511458nannannannannannannan
NGC4047164180.73773248.6361920.026482-0.00000364.046-12.950nannannannannannannannannan0.7511458nannannannannannannan
NGC4047167180.73773248.6370240.0264820.00083064.548-16.458nannannannannannannannannan0.7511458nannannannannannannan
NGC4047170180.73773248.6378590.0264820.00166465.287-19.900nannannannannannannannannan0.7511458nannannannannannannan
..............................................................................
NGC404712758180.68476948.634525-0.026481-0.00167064.647159.849nannannannannannannannannan0.7511458nannannannannannannan
NGC404712761180.68476948.635357-0.026481-0.00083663.891163.322nannannannannannannannannan0.7511458nannannannannannannan
NGC404712764180.68476948.636192-0.026482-0.00000363.376166.866nannannannannannannannannan0.7511458nannannannannannannan
NGC404712767180.68476948.637024-0.0264820.00083063.106170.453nannannannannannannannannan0.7511458nannannannannannannan
NGC404712770180.68476948.637859-0.0264820.00166463.085174.057nannannannannannannannannan0.7511458nannannannannannannan
NGC404712773180.68476948.638691-0.0264830.00249763.314177.649nannannannannannannannannan0.7511458nannannannannannannan
NGC404712776180.68476948.639526-0.0264830.00333063.789-178.798nannannannannannannannannan0.7511458nannannannannannannan
NGC404712779180.68476948.640358-0.0264840.00416464.505-175.311nannannannannannannannannan0.7511458nannannannannannannan
NGC404712782180.68476948.641190-0.0264840.00499765.454-171.913nannannannannannannannannan0.7511458nannannannannannannan
NGC404712785180.68476948.642025-0.0264850.00583066.627-168.624nannannannannannannannannan0.7511458nannannannannannannan
NGC404712788180.68476948.642857-0.0264850.00666468.011-165.458nannannannannannannannannan0.7511458nannannannannannannan
NGC404712791180.68476948.643692-0.0264850.00749769.594-162.427nannannannannannannannannan0.7511458nannannannannannannan
NGC404712794180.68476948.644524-0.0264860.00833071.363-159.539nannannannannannannannannan0.7511458nannannannannannannan
NGC404712797180.68476948.645359-0.0264860.00916473.304-156.797nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127100180.68476948.646191-0.0264870.00999775.404-154.202nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127103180.68476948.647026-0.0264870.01083077.651-151.752nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127106180.68476948.647858-0.0264880.01166480.031-149.444nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127109180.68476948.648693-0.0264880.01249782.533-147.273nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127112180.68476948.649525-0.0264890.01333085.147-145.232nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127115180.68475348.650356-0.0264890.01416487.863-143.315nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127118180.68475348.651192-0.0264890.01499790.670-141.515nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127121180.68475348.652023-0.0264900.01583093.562-139.825nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127124180.68475348.652859-0.0264900.01666496.531-138.237nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127127180.68475348.653690-0.0264910.01749799.569-136.745nannannannannannannannannan0.7511458nannannannannannannan
" ], "text/plain": [ "\n", " Name ix iy ra_abs dec_abs ra_off dec_off rad_arc azi_ang snrpk_12 ... e_sigmol cosi snrpk_13 mom0_13 e_mom0_13 mom1_13 e_mom1_13 mom2_13 e_mom2_13\n", " deg deg deg deg arcsec deg ... solMass / pc2 K km / s K km / s km / s km / s km / s km / s \n", " bytes7 int32 int32 float32 float32 float32 float32 float32 float32 float32 ... float32 float32 float32 float32 float32 float32 float32 float32 float32 \n", "------- ----- ----- ---------- --------- --------- --------- ------- -------- -------- ... ------------- --------- -------- -------- --------- ------- --------- ------- ---------\n", "NGC4047 1 1 180.737717 48.618690 0.026472 -0.017503 100.113 43.001 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 4 180.737717 48.619526 0.026473 -0.016670 97.086 41.510 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 7 180.737717 48.620358 0.026473 -0.015836 94.129 39.923 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 10 180.737717 48.621193 0.026474 -0.015003 91.249 38.236 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 13 180.737717 48.622025 0.026474 -0.014170 88.453 36.439 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 16 180.737732 48.622860 0.026475 -0.013336 85.750 34.528 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 19 180.737732 48.623692 0.026475 -0.012503 83.149 32.495 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 22 180.737732 48.624523 0.026475 -0.011670 80.658 30.333 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 25 180.737732 48.625359 0.026476 -0.010836 78.290 28.037 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 28 180.737732 48.626190 0.026476 -0.010003 76.055 25.602 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 31 180.737732 48.627026 0.026477 -0.009170 73.966 23.025 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 34 180.737732 48.627857 0.026477 -0.008336 72.035 20.303 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 37 180.737732 48.628693 0.026478 -0.007503 70.275 17.439 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 40 180.737732 48.629524 0.026478 -0.006670 68.700 14.435 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 43 180.737732 48.630360 0.026478 -0.005836 67.322 11.300 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 46 180.737732 48.631191 0.026479 -0.005003 66.153 8.043 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 49 180.737732 48.632023 0.026479 -0.004170 65.206 4.681 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 52 180.737732 48.632858 0.026480 -0.003336 64.489 1.232 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 55 180.737732 48.633690 0.026480 -0.002503 64.011 -2.281 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 58 180.737732 48.634525 0.026481 -0.001670 63.776 -5.834 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 61 180.737732 48.635357 0.026481 -0.000836 63.788 -9.400 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 64 180.737732 48.636192 0.026482 -0.000003 64.046 -12.950 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 67 180.737732 48.637024 0.026482 0.000830 64.548 -16.458 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 70 180.737732 48.637859 0.026482 0.001664 65.287 -19.900 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", " ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ...\n", "NGC4047 127 58 180.684769 48.634525 -0.026481 -0.001670 64.647 159.849 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 61 180.684769 48.635357 -0.026481 -0.000836 63.891 163.322 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 64 180.684769 48.636192 -0.026482 -0.000003 63.376 166.866 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 67 180.684769 48.637024 -0.026482 0.000830 63.106 170.453 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 70 180.684769 48.637859 -0.026482 0.001664 63.085 174.057 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 73 180.684769 48.638691 -0.026483 0.002497 63.314 177.649 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 76 180.684769 48.639526 -0.026483 0.003330 63.789 -178.798 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 79 180.684769 48.640358 -0.026484 0.004164 64.505 -175.311 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 82 180.684769 48.641190 -0.026484 0.004997 65.454 -171.913 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 85 180.684769 48.642025 -0.026485 0.005830 66.627 -168.624 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 88 180.684769 48.642857 -0.026485 0.006664 68.011 -165.458 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 91 180.684769 48.643692 -0.026485 0.007497 69.594 -162.427 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 94 180.684769 48.644524 -0.026486 0.008330 71.363 -159.539 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 97 180.684769 48.645359 -0.026486 0.009164 73.304 -156.797 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 100 180.684769 48.646191 -0.026487 0.009997 75.404 -154.202 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 103 180.684769 48.647026 -0.026487 0.010830 77.651 -151.752 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 106 180.684769 48.647858 -0.026488 0.011664 80.031 -149.444 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 109 180.684769 48.648693 -0.026488 0.012497 82.533 -147.273 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 112 180.684769 48.649525 -0.026489 0.013330 85.147 -145.232 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 115 180.684753 48.650356 -0.026489 0.014164 87.863 -143.315 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 118 180.684753 48.651192 -0.026489 0.014997 90.670 -141.515 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 121 180.684753 48.652023 -0.026490 0.015830 93.562 -139.825 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 124 180.684753 48.652859 -0.026490 0.016664 96.531 -138.237 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 127 180.684753 48.653690 -0.026491 0.017497 99.569 -136.745 nan ... nan 0.7511458 nan nan nan nan nan nan nan" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cotab" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Get a full view of the table" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Note:* The function ```show_in_notebook()``` should be called with the ```cotab.table``` object, which holds the real data stored using Astropy's Table class. When a method is applied to ```EdgeTable``` directly (i.e. ```cotab.show_in_notebook()```), it might not work because EdgeTable is a subclass of Table. However, each EdgeTable object contains a variable called ```table```, which is a full Astropy Table. So if any other functions work fine for Astropy Tables but do not work with EdgeTable, you can try applying the function to ```cotab.table```" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "#cotab.table.show_in_notebook()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Replace a column with same values expressed in different units" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
EdgeTable length=1849\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
Nameixiyra_absdec_absra_offdec_offrad_arcazi_angsnrpk_12mom0_12e_mom0_12mom1_12e_mom1_12mom2_12e_mom2_12sigmole_sigmolcosisnrpk_13mom0_13e_mom0_13mom1_13e_mom1_13mom2_13e_mom2_13
degdegdegdegarcsecradK km / sK km / skm / skm / skm / skm / ssolMass / pc2solMass / pc2K km / sK km / skm / skm / skm / skm / s
bytes7int32int32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32float32
NGC404711180.73771748.6186900.026472-0.017503100.1130.751nannannannannannannannannan0.7511458nannannannannannannan
NGC404714180.73771748.6195260.026473-0.01667097.0860.724nannannannannannannannannan0.7511458nannannannannannannan
NGC404717180.73771748.6203580.026473-0.01583694.1290.697nannannannannannannannannan0.7511458nannannannannannannan
NGC4047110180.73771748.6211930.026474-0.01500391.2490.667nannannannannannannannannan0.7511458nannannannannannannan
NGC4047113180.73771748.6220250.026474-0.01417088.4530.636nannannannannannannannannan0.7511458nannannannannannannan
NGC4047116180.73773248.6228600.026475-0.01333685.7500.603nannannannannannannannannan0.7511458nannannannannannannan
NGC4047119180.73773248.6236920.026475-0.01250383.1490.567nannannannannannannannannan0.7511458nannannannannannannan
NGC4047122180.73773248.6245230.026475-0.01167080.6580.529nannannannannannannannannan0.7511458nannannannannannannan
NGC4047125180.73773248.6253590.026476-0.01083678.2900.489nannannannannannannannannan0.7511458nannannannannannannan
NGC4047128180.73773248.6261900.026476-0.01000376.0550.447nannannannannannannannannan0.7511458nannannannannannannan
NGC4047131180.73773248.6270260.026477-0.00917073.9660.402nannannannannannannannannan0.7511458nannannannannannannan
NGC4047134180.73773248.6278570.026477-0.00833672.0350.354nannannannannannannannannan0.7511458nannannannannannannan
NGC4047137180.73773248.6286930.026478-0.00750370.2750.304nannannannannannannannannan0.7511458nannannannannannannan
NGC4047140180.73773248.6295240.026478-0.00667068.7000.252nannannannannannannannannan0.7511458nannannannannannannan
NGC4047143180.73773248.6303600.026478-0.00583667.3220.197nannannannannannannannannan0.7511458nannannannannannannan
NGC4047146180.73773248.6311910.026479-0.00500366.1530.140nannannannannannannannannan0.7511458nannannannannannannan
NGC4047149180.73773248.6320230.026479-0.00417065.2060.082nannannannannannannannannan0.7511458nannannannannannannan
NGC4047152180.73773248.6328580.026480-0.00333664.4890.022nannannannannannannannannan0.7511458nannannannannannannan
NGC4047155180.73773248.6336900.026480-0.00250364.011-0.040nannannannannannannannannan0.7511458nannannannannannannan
NGC4047158180.73773248.6345250.026481-0.00167063.776-0.102nannannannannannannannannan0.7511458nannannannannannannan
NGC4047161180.73773248.6353570.026481-0.00083663.788-0.164nannannannannannannannannan0.7511458nannannannannannannan
NGC4047164180.73773248.6361920.026482-0.00000364.046-0.226nannannannannannannannannan0.7511458nannannannannannannan
NGC4047167180.73773248.6370240.0264820.00083064.548-0.287nannannannannannannannannan0.7511458nannannannannannannan
NGC4047170180.73773248.6378590.0264820.00166465.287-0.347nannannannannannannannannan0.7511458nannannannannannannan
..............................................................................
NGC404712758180.68476948.634525-0.026481-0.00167064.6472.790nannannannannannannannannan0.7511458nannannannannannannan
NGC404712761180.68476948.635357-0.026481-0.00083663.8912.851nannannannannannannannannan0.7511458nannannannannannannan
NGC404712764180.68476948.636192-0.026482-0.00000363.3762.912nannannannannannannannannan0.7511458nannannannannannannan
NGC404712767180.68476948.637024-0.0264820.00083063.1062.975nannannannannannannannannan0.7511458nannannannannannannan
NGC404712770180.68476948.637859-0.0264820.00166463.0853.038nannannannannannannannannan0.7511458nannannannannannannan
NGC404712773180.68476948.638691-0.0264830.00249763.3143.101nannannannannannannannannan0.7511458nannannannannannannan
NGC404712776180.68476948.639526-0.0264830.00333063.789-3.121nannannannannannannannannan0.7511458nannannannannannannan
NGC404712779180.68476948.640358-0.0264840.00416464.505-3.060nannannannannannannannannan0.7511458nannannannannannannan
NGC404712782180.68476948.641190-0.0264840.00499765.454-3.000nannannannannannannannannan0.7511458nannannannannannannan
NGC404712785180.68476948.642025-0.0264850.00583066.627-2.943nannannannannannannannannan0.7511458nannannannannannannan
NGC404712788180.68476948.642857-0.0264850.00666468.011-2.888nannannannannannannannannan0.7511458nannannannannannannan
NGC404712791180.68476948.643692-0.0264850.00749769.594-2.835nannannannannannannannannan0.7511458nannannannannannannan
NGC404712794180.68476948.644524-0.0264860.00833071.363-2.784nannannannannannannannannan0.7511458nannannannannannannan
NGC404712797180.68476948.645359-0.0264860.00916473.304-2.737nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127100180.68476948.646191-0.0264870.00999775.404-2.691nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127103180.68476948.647026-0.0264870.01083077.651-2.649nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127106180.68476948.647858-0.0264880.01166480.031-2.608nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127109180.68476948.648693-0.0264880.01249782.533-2.570nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127112180.68476948.649525-0.0264890.01333085.147-2.535nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127115180.68475348.650356-0.0264890.01416487.863-2.501nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127118180.68475348.651192-0.0264890.01499790.670-2.470nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127121180.68475348.652023-0.0264900.01583093.562-2.440nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127124180.68475348.652859-0.0264900.01666496.531-2.413nannannannannannannannannan0.7511458nannannannannannannan
NGC4047127127180.68475348.653690-0.0264910.01749799.569-2.387nannannannannannannannannan0.7511458nannannannannannannan
" ], "text/plain": [ "\n", " Name ix iy ra_abs dec_abs ra_off dec_off rad_arc azi_ang snrpk_12 ... e_sigmol cosi snrpk_13 mom0_13 e_mom0_13 mom1_13 e_mom1_13 mom2_13 e_mom2_13\n", " deg deg deg deg arcsec rad ... solMass / pc2 K km / s K km / s km / s km / s km / s km / s \n", " bytes7 int32 int32 float32 float32 float32 float32 float32 float32 float32 ... float32 float32 float32 float32 float32 float32 float32 float32 float32 \n", "------- ----- ----- ---------- --------- --------- --------- ------- ------- -------- ... ------------- --------- -------- -------- --------- ------- --------- ------- ---------\n", "NGC4047 1 1 180.737717 48.618690 0.026472 -0.017503 100.113 0.751 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 4 180.737717 48.619526 0.026473 -0.016670 97.086 0.724 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 7 180.737717 48.620358 0.026473 -0.015836 94.129 0.697 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 10 180.737717 48.621193 0.026474 -0.015003 91.249 0.667 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 13 180.737717 48.622025 0.026474 -0.014170 88.453 0.636 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 16 180.737732 48.622860 0.026475 -0.013336 85.750 0.603 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 19 180.737732 48.623692 0.026475 -0.012503 83.149 0.567 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 22 180.737732 48.624523 0.026475 -0.011670 80.658 0.529 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 25 180.737732 48.625359 0.026476 -0.010836 78.290 0.489 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 28 180.737732 48.626190 0.026476 -0.010003 76.055 0.447 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 31 180.737732 48.627026 0.026477 -0.009170 73.966 0.402 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 34 180.737732 48.627857 0.026477 -0.008336 72.035 0.354 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 37 180.737732 48.628693 0.026478 -0.007503 70.275 0.304 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 40 180.737732 48.629524 0.026478 -0.006670 68.700 0.252 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 43 180.737732 48.630360 0.026478 -0.005836 67.322 0.197 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 46 180.737732 48.631191 0.026479 -0.005003 66.153 0.140 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 49 180.737732 48.632023 0.026479 -0.004170 65.206 0.082 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 52 180.737732 48.632858 0.026480 -0.003336 64.489 0.022 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 55 180.737732 48.633690 0.026480 -0.002503 64.011 -0.040 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 58 180.737732 48.634525 0.026481 -0.001670 63.776 -0.102 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 61 180.737732 48.635357 0.026481 -0.000836 63.788 -0.164 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 64 180.737732 48.636192 0.026482 -0.000003 64.046 -0.226 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 67 180.737732 48.637024 0.026482 0.000830 64.548 -0.287 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 1 70 180.737732 48.637859 0.026482 0.001664 65.287 -0.347 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", " ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ... ...\n", "NGC4047 127 58 180.684769 48.634525 -0.026481 -0.001670 64.647 2.790 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 61 180.684769 48.635357 -0.026481 -0.000836 63.891 2.851 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 64 180.684769 48.636192 -0.026482 -0.000003 63.376 2.912 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 67 180.684769 48.637024 -0.026482 0.000830 63.106 2.975 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 70 180.684769 48.637859 -0.026482 0.001664 63.085 3.038 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 73 180.684769 48.638691 -0.026483 0.002497 63.314 3.101 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 76 180.684769 48.639526 -0.026483 0.003330 63.789 -3.121 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 79 180.684769 48.640358 -0.026484 0.004164 64.505 -3.060 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 82 180.684769 48.641190 -0.026484 0.004997 65.454 -3.000 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 85 180.684769 48.642025 -0.026485 0.005830 66.627 -2.943 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 88 180.684769 48.642857 -0.026485 0.006664 68.011 -2.888 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 91 180.684769 48.643692 -0.026485 0.007497 69.594 -2.835 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 94 180.684769 48.644524 -0.026486 0.008330 71.363 -2.784 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 97 180.684769 48.645359 -0.026486 0.009164 73.304 -2.737 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 100 180.684769 48.646191 -0.026487 0.009997 75.404 -2.691 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 103 180.684769 48.647026 -0.026487 0.010830 77.651 -2.649 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 106 180.684769 48.647858 -0.026488 0.011664 80.031 -2.608 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 109 180.684769 48.648693 -0.026488 0.012497 82.533 -2.570 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 112 180.684769 48.649525 -0.026489 0.013330 85.147 -2.535 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 115 180.684753 48.650356 -0.026489 0.014164 87.863 -2.501 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 118 180.684753 48.651192 -0.026489 0.014997 90.670 -2.470 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 121 180.684753 48.652023 -0.026490 0.015830 93.562 -2.440 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 124 180.684753 48.652859 -0.026490 0.016664 96.531 -2.413 nan ... nan 0.7511458 nan nan nan nan nan nan nan\n", "NGC4047 127 127 180.684753 48.653690 -0.026491 0.017497 99.569 -2.387 nan ... nan 0.7511458 nan nan nan nan nan nan nan" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cotab['azi_ang'].convert_unit_to('radian')\n", "cotab" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Visualize the image data for CO, Halpha, and V-band continuuum." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", "from edge_pydb.plotting import dotpatch, imarrayplot\n", "hatab = EdgeTable('NGC4047.2d_smo7.hdf5', path='ELINES_sm')\n", "ssptab = EdgeTable('NGC4047.2d_smo7.hdf5', path='SSP_sm')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Here we use the dotpatch routine that takes an ix, iy, and data column to make a collection of colored patches." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(1, 3, figsize=(14,4), sharex=True, sharey=True)\n", "\n", "img, xymin, xymax = dotpatch(cotab['ix'], cotab['iy'], cotab['mom0_12'], axes=axs[0], vmin=0, cmap='jet')\n", "axs[0].set_title('CO intensity image')\n", "axs[0].set_xlim([28,106])\n", "axs[0].set_ylim([28,106])\n", "axs[0].set_aspect('equal')\n", "plt.colorbar(img, ax=axs[0])\n", "\n", "img, xymin, xymax = dotpatch(hatab['ix'], hatab['iy'], hatab['Halpha_sm'], axes=axs[1], cmap='jet')\n", "axs[1].set_title(r'H$\\alpha$ image')\n", "axs[1].set_aspect('equal')\n", "plt.colorbar(img, ax=axs[1])\n", "\n", "img, xymin, xymax = dotpatch(ssptab['ix'], ssptab['iy'], ssptab['Vcont_ssp_sm'], axes=axs[2], cmap='jet')\n", "axs[2].set_title('V continuum')\n", "axs[2].set_aspect('equal')\n", "plt.colorbar(img, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Here we use the imarrayplot routine and the '_sm' tables instead. Due to the reduced sampling in the database the maximum image limits are now [0...43]." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(1, 3, figsize=(14,4), sharex=True, sharey=True)\n", "\n", "img, xymin, xymax = imarrayplot(cotab['ix'], cotab['iy'], cotab['mom0_12'], axes=axs[0], cmap='jet')\n", "axs[0].set_title('CO intensity image')\n", "plt.colorbar(img, ax=axs[0])\n", "\n", "img, xymin, xymax = imarrayplot(hatab['ix'], hatab['iy'], hatab['Halpha_sm'], axes=axs[1], cmap='jet')\n", "axs[1].set_title(r'H$\\alpha$ (7\" res)')\n", "plt.colorbar(img, ax=axs[1])\n", "\n", "img, xymin, xymax = imarrayplot(ssptab['ix'], ssptab['iy'], ssptab['Vcont_ssp_sm'], axes=axs[2], cmap='jet')\n", "axs[2].set_title('V continuum (7\" res)')\n", "plt.colorbar(img, ax=axs[2])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Hexagonally sampled points (still experimental)" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axs = plt.subplots(1, 3, figsize=(14,4), sharex=True, sharey=True)\n", "\n", "cotab = EdgeTable('NGC4047_hex.2d_smo7.hdf5', path='comom_dil')\n", "img, xymin, xymax = dotpatch(cotab['ix'], cotab['iy'], cotab['mom0_12'], axes=axs[0], vmin=0, cmap='jet')\n", "axs[0].set_title('CO intensity image')\n", "axs[0].set_xlim([28,106])\n", "axs[0].set_ylim([28,106])\n", "axs[0].set_aspect('equal')\n", "plt.colorbar(img, ax=axs[0])\n", "\n", "hatab = EdgeTable('NGC4047_hex.2d_smo7.hdf5', path='ELINES_sm')\n", "img, xymin, xymax = dotpatch(hatab['ix'], hatab['iy'], hatab['Halpha_sm'], axes=axs[1], cmap='jet')\n", "axs[1].set_title(r'H$\\alpha$ image')\n", "axs[1].set_aspect('equal')\n", "plt.colorbar(img, ax=axs[1])\n", "\n", "ssptab = EdgeTable('NGC4047_hex.2d_smo7.hdf5', path='SSP_sm')\n", "img, xymin, xymax = dotpatch(ssptab['ix'], ssptab['iy'], ssptab['Vcont_ssp_sm'], axes=axs[2], cmap='jet')\n", "axs[2].set_title('V continuum')\n", "axs[2].set_aspect('equal')\n", "plt.colorbar(img, ax=axs[2])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "\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": "3.10.14" } }, "nbformat": 4, "nbformat_minor": 4 }