{
"cells": [
{
"cell_type": "markdown",
"id": "d437d8c8-5299-4e15-9d52-e39512c2f948",
"metadata": {
"colab_type": "text",
"id": "view-in-github"
},
"source": [
"
"
]
},
{
"cell_type": "markdown",
"id": "478b34b7-fac8-4127-96c1-e9ab7e74bb62",
"metadata": {},
"source": [
"# ALMA ephemeris object imaging: continuum (mosaic gridder - trackfield)\n",
"\n",
"## Use 'TRACKFIELD' in phasecenter parameter \n",
"\n",
"Original Author(s): ttsutsum@nrao.edu\n"
]
},
{
"cell_type": "markdown",
"id": "dbfe7052-0eb7-460a-81e6-ee5f9ec506ad",
"metadata": {},
"source": [
"## Description\n",
"The following demo describes continuum imaging of ALMA observation of Venus. For imaigng of the sources that move significantly during the observations, proper ephemeris data need to be used. For the current ALMA data, the epehemeris tables used to track the source during the observation generally included in the ASDM. The task, importasdm attaches the ephemeris table(s) in FIELD sub-table in the generated MS. Here we starts from such MS data and also uses a short cut option called 'TRACKFIELD' in tclean to use the attached ephemeris table(s)."
]
},
{
"cell_type": "markdown",
"id": "afe2a2e1-d310-47f6-b180-3426ce17183d",
"metadata": {},
"source": [
"## Data\n",
"The data, venus_ephem_test.ms (34MB) is available in the [casatestdata repository](https://open-bitbucket.nrao.edu/projects/CASA/repos/casatestdata/browse), under [https://open-bitbucket.nrao.edu/projects/CASA/repos/casatestdata/browse/measurementset/alma/](https://open-bitbucket.nrao.edu/projects/CASA/repos/casatestdata/browse/measurementset/alma).\n",
"\n",
"Or at NRAO, casatestdata is accessible at /home/casa/data/casatestdata "
]
},
{
"cell_type": "markdown",
"id": "cb172083-0ed6-4963-b0cc-950b3ca8e8aa",
"metadata": {},
"source": [
"## Installation"
]
},
{
"cell_type": "markdown",
"id": "f52c7301-7c92-4863-8653-c659857a4242",
"metadata": {},
"source": [
"### Install CASA\n",
"Skip this step if CASA is already installed"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "1b5adef3-8d51-4deb-bd29-d8fb824284b0",
"metadata": {},
"outputs": [],
"source": [
"import os\n",
"print(\"Installing CASA ...\")\n",
"os.system('pip install casaconfig')\n",
"os.system('pip install casatools==6.7.0.31')\n",
"os.system('pip install casatasks==6.7.0.31')"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "7ebb01df-ac9b-4ffa-b870-0824585610f5",
"metadata": {
"id": "cee9219e-b4b9-4159-b3e9-37be7c048fb3"
},
"outputs": [],
"source": [
"# for Colab\n",
"mydatapath = '/content/.casa/data'\n",
"#\n",
"#mydatapath='data'\n",
"\n",
"import pathlib\n",
"from casaconfig import config\n",
"if not pathlib.Path(mydatapath).exists():\n",
" pathlib.Path(mydatapath).mkdir(parents=True)\n",
"config.measurespath=mydatapath"
]
},
{
"cell_type": "markdown",
"id": "7c52b9f5-7340-4df3-b227-538c9660c8d1",
"metadata": {},
"source": [
"### Install additional modules used in this notebook"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "90b44fb9-e665-4621-bc85-28dbdce658fd",
"metadata": {},
"outputs": [],
"source": [
"import os\n",
"os.system(\"pip install aplpy\")\n",
"os.system(\"pip install ipympl\")\n",
"print(\"complete\")"
]
},
{
"cell_type": "markdown",
"id": "bb0a5a54-d780-44a7-8771-bc137bec40d8",
"metadata": {},
"source": [
" This notebook uses functions from EphemerisObjectImagingDemoFunctions.py so that file must be present in the directory running this notebook and need to import them. "
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "fe4f324d-1a7a-4bf1-a191-2f91ad2555bf",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"executionInfo": {
"elapsed": 527,
"status": "ok",
"timestamp": 1775676382705,
"user": {
"displayName": "Takahiro Tsutsumi",
"userId": "05523560740067383788"
},
"user_tz": 360
},
"id": "X8nLEFX9Yd49",
"outputId": "836fdb81-3e8e-4768-9f41-7ab62fc86f10"
},
"outputs": [],
"source": [
"# if you haven't downloaded EphemerisObjectImagingDemoFuntions.py\n",
"!wget https://raw.githubusercontent.com/casangi/examples/refs/heads/CAS-13662/community/EphemerisObjectImagingDemoFunctions.py"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "c1323aa8-2eae-40a9-834b-90326a4c1114",
"metadata": {},
"outputs": [],
"source": [
"from EphemerisObjectImagingDemoFunctions import *"
]
},
{
"cell_type": "markdown",
"id": "721b39c5-a3bd-4c64-897f-daa5e9834280",
"metadata": {},
"source": [
"### Import required tools and tasks"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "c78cacf0-ff09-47c3-abe1-85ff271cccf9",
"metadata": {},
"outputs": [],
"source": [
"from casatasks import getephemtable, tclean, exportfits, listobs, imstat, imhead\n",
"from casatools import measures, quanta, table, image\n",
"import os\n",
"from astropy.io import fits\n",
"from astropy.wcs import WCS\n",
"from matplotlib import pylab as pl\n",
"import numpy as np\n",
"import aplpy\n",
"me = measures()\n",
"qa = quanta()\n",
"tb = table()\n",
"ia = image()"
]
},
{
"cell_type": "markdown",
"id": "017e6adc-c647-4398-8b86-533224de19a2",
"metadata": {},
"source": [
"## Imaging with epehemeris data attached to the MS"
]
},
{
"attachments": {},
"cell_type": "markdown",
"id": "caea168e-499d-4523-9b02-3a4b1582f607",
"metadata": {},
"source": [
"In order to track the ephemeris source during the observations, the proper ephemeris data is used. \n",
"Ususally such ephemeris data table(s) are attached to the Measurement Set automatically during importadm when they are available. There may be multiple tables per MS but only single table is linked each field. The tables are used to calculate phases for gridding visibility. The ephemeis table is also used to stop the moving source. Setting phasecenter='TRACKFIELD' allows to use the same table for phase calculation and stopping of the moving source."
]
},
{
"cell_type": "markdown",
"id": "3334a1a5-0193-416a-b694-20e5e5689f06",
"metadata": {},
"source": [
"### Obtain data"
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "600312a4-34b5-4762-b40a-c11739b5ffbd",
"metadata": {
"id": "2f521059-617e-4235-adc5-c532d36ad360"
},
"outputs": [],
"source": [
"msfile = 'venus_ephem_test.ms'"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "5efa95ba-92c1-4ebd-8bad-abc6875925be",
"metadata": {
"id": "892e77f2-a72d-4060-84d8-42a21250ebb1"
},
"outputs": [],
"source": [
"# Use the ALMA Venus data in casatestdata\n",
"# At NRAO, point to the casatestdata directory\n",
"#rootdatapath = '/home/casa/data/casatestdata'\n",
"# or set a proper path to the local copy of the casatestdata repository\n",
"# e.g.\n",
"#rootdatapath = '/Volumes/ssd1/casatestdata'\n",
"#inputdatapath=f'{rootdatapath}/measurementset/alma/'"
]
},
{
"cell_type": "markdown",
"id": "d4e48918-276b-4ea8-8d49-602e7df3e7f2",
"metadata": {},
"source": [
"#### For Colab or for downloading the input data locally execute next cell, otherwise skip it"
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "5aca170b-d4ce-474a-9636-61a41af19f8b",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"executionInfo": {
"elapsed": 22817,
"status": "ok",
"timestamp": 1775676525206,
"user": {
"displayName": "Takahiro Tsutsumi",
"userId": "05523560740067383788"
},
"user_tz": 360
},
"id": "6f9f5273-0604-482c-bfcc-fdd3420a137b",
"outputId": "92647038-a49f-4685-f92f-b318899e7c42"
},
"outputs": [],
"source": [
"# If running on Colab \n",
"\n",
"# sparse-checkout of the data repository\n",
"\n",
"# install git lfs\n",
"os.system('pip install git-lfs -q')\n",
"os.system('git-lfs install')\n",
"\n",
"os.system('git clone --filter=blob:none --sparse https://open-bitbucket.nrao.edu/scm/casa/casatestdata.git mytestdata')\n",
"%cd mytestdata\n",
"os.system('git sparse-checkout set measurementset/alma/venus_ephem_test.ms')\n",
"%cd .."
]
},
{
"cell_type": "code",
"execution_count": null,
"id": "b42089e9-722d-4cc7-97b6-1f1e2840700c",
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"executionInfo": {
"elapsed": 1340,
"status": "ok",
"timestamp": 1775676547019,
"user": {
"displayName": "Takahiro Tsutsumi",
"userId": "05523560740067383788"
},
"user_tz": 360
},
"id": "173e4c89-9141-42f1-b37d-13b1634c2db4",
"outputId": "ae750282-64f1-4929-cfb0-3b6edd84a46a"
},
"outputs": [],
"source": [
"# If running on Colab\n",
"inputdatapath = 'mytestdata/measurementset/alma/'\n",
"\n",
"# Check the data exists\n",
"from casatasks import listobs\n",
"listobs(inputdatapath+msfile)"
]
},
{
"cell_type": "markdown",
"id": "0f65524b-33fd-4f1c-bb02-067e742f267c",
"metadata": {},
"source": [
"### Imaging"
]
},
{
"cell_type": "code",
"execution_count": 25,
"id": "22983251-df6a-4173-b10f-14066acc356e",
"metadata": {
"id": "46f0af6e-cdc2-4f6b-87b0-999bc36a695f"
},
"outputs": [],
"source": [
"# set msfile to include the full path\n",
"msfile = inputdatapath+msfile"
]
},
{
"cell_type": "code",
"execution_count": 26,
"id": "514f9d77-1824-4934-a0fa-f84320ae6c7c",
"metadata": {
"editable": true,
"slideshow": {
"slide_type": ""
},
"tags": []
},
"outputs": [],
"source": [
"imgname='Venus-mosaic-mfs-trackfield'"
]
},
{
"cell_type": "code",
"execution_count": 27,
"id": "f780831c-49ce-4801-87b9-59905ef52bf2",
"metadata": {},
"outputs": [],
"source": [
"delete_tcleanimages(imgname)"
]
},
{
"cell_type": "markdown",
"id": "edcc7dc7-1217-453a-b6c5-d29c1d548641",
"metadata": {},
"source": [
"Run mosaic with usepointing = True to correctly shift the beam "
]
},
{
"cell_type": "code",
"execution_count": 28,
"id": "6c1cb5b0-36d5-40eb-9d4a-88bf137732d6",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"100"
]
},
"execution_count": 28,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ret=tclean(vis=msfile, field='Venus', imagename=imgname, imsize=[480, 432], cell=['0.14arcsec'], \n",
" phasecenter='TRACKFIELD', specmode='mfs', gridder='mosaic', usepointing=True, niter=100)\n",
"ret['iterdone']"
]
},
{
"cell_type": "markdown",
"id": "eb9646fb-83a0-4a96-8a7e-7ab4914f21dc",
"metadata": {},
"source": [
"### Examination of the resultant image"
]
},
{
"cell_type": "markdown",
"id": "33378344-c85f-4897-8a36-391837f6e215",
"metadata": {},
"source": [
"Convert a CASA image to FITS image for displaying the image via aplpy"
]
},
{
"cell_type": "code",
"execution_count": 29,
"id": "95bb409f-d192-4497-be48-837e17933da5",
"metadata": {},
"outputs": [],
"source": [
"# Define functions to use in displaying the image\n",
"def displayImage(imgname, markers={}, title=''):\n",
" ''' convert casa image to fits and display the fits image'''\n",
" # export to a FITS image (overwrite if the output exists)\n",
" from casatools import quanta\n",
" _qa = quanta()\n",
" fitsimagename = imgname+'fits'\n",
" exportfits(imagename=imgname, fitsimage=fitsimagename, overwrite=True)\n",
" fits.setval(fitsimagename, 'TIMESYS', value='utc')\n",
" fig = pl.figure(figsize=(15,15))\n",
" img = aplpy.FITSFigure(fitsimagename, subplot=[0.1,0.1,0.5,0.5])\n",
" img.show_colorscale()\n",
" if markers!={}:\n",
" for ky, pos in markers.items(): \n",
" if 'ra' in pos and 'dec' in pos:\n",
" print(f'ky={ky}')\n",
" if 'ext' in ky: \n",
" color = 'red'\n",
" else:\n",
" color = 'yellow'\n",
" img.show_markers(pos['ra'], pos['dec'], edgecolor=color, marker='o',s=10, alpha=0.5)\n",
" marker_ra = _qa.time(_qa.quantity(pos['ra'],'deg'),prec=9)[0]\n",
" marker_dec = _qa.angle(_qa.quantity(pos['dec'],'deg'),prec=9)[0]\n",
" print(f'{ky} at: {marker_ra}, {marker_dec}')\n",
" pl.title(title)\n",
" fig.canvas.draw()\n",
" print('image center:',printImageCenter(imgname))\n",
"\n",
"\n",
"def printImageCenter(imgname):\n",
" from casatools import image, quanta\n",
" _ia = image()\n",
" _qa = quanta()\n",
" _ia.open(imgname)\n",
" shape = _ia.shape()\n",
" csys = _ia.coordsys()\n",
" center = csys.toworld([shape[0]/2.,shape[1]/2.])\n",
" _ia.done()\n",
" return _qa.time(_qa.quantity(center['numeric'][0], 'rad'),prec=9)[0], _qa.angle(_qa.quantity(center['numeric'][1],'rad'),prec=9)[0]\n",
"\n",
"# Returns direction of the ephemeris object at a given time (parallax collected)\n",
"def ephem_dir(ephemtab, refep, observatory):\n",
" from casatools import measures\n",
" _me = measures()\n",
" _me.framecomet(ephemtab)\n",
" _me.doframe(_me.observatory(observatory))\n",
" _me.doframe(_me.epoch('utc',refep))\n",
" return _me.measure(_me.measure(_me.direction('COMET'), 'AZELGEO'),'ICRS')\n",
" "
]
},
{
"cell_type": "markdown",
"id": "21f87210-5172-4171-bfe4-26614fbb36b3",
"metadata": {},
"source": [
"Get the direction of Venus at the first timestamp of the select data from the ephemeris table"
]
},
{
"cell_type": "code",
"execution_count": 30,
"id": "9ef9e0be-52de-4778-92ef-12451a36fb02",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"mytestdata/measurementset/alma/venus_ephem_test.ms/FIELD/EPHEM0_Venus_58491.4.tab/\n"
]
}
],
"source": [
"# Find the path of the attached ephem. table for fieldid=0\n",
"ephemtab = get_attachedEphemtablepath(msfile,'Venus')\n",
"print(ephemtab)"
]
},
{
"cell_type": "code",
"execution_count": 31,
"id": "b27c442c-07c4-409d-ad48-894104456276",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'2019/01/08/11:21:50.208000'"
]
},
"execution_count": 31,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from casatasks import imhead\n",
"iminfo=imhead(imgname+'.image', mode='list')\n",
"iminfo['date-obs']"
]
},
{
"cell_type": "code",
"execution_count": 32,
"id": "51621dcf-3e11-4247-a561-0b68b13ae3ac",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"{'m0': {'unit': 'rad', 'value': -2.1053946095161686}, 'm1': {'unit': 'rad', 'value': -0.29607600119188454}, 'refer': 'ICRS', 'type': 'direction'}\n"
]
}
],
"source": [
"\n",
"ineph_dir = ephem_dir(ephemtab, iminfo['date-obs'],'ALMA')\n",
"print(ineph_dir)\n",
"ineph_rad = qa.convert(ineph_dir['m0'],'deg')\n",
"ineph_decd = qa.convert(ineph_dir['m1'],'deg')\n",
"inephmarker = {'ineph':{'ra':ineph_rad['value'], 'dec':ineph_decd['value']}}"
]
},
{
"cell_type": "code",
"execution_count": 33,
"id": "9fc1b0ff-c4f3-4c81-ac33-66ade5a93693",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"INFO: Setting slices=[0, 0] [aplpy.core]\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"WARNING: FITSFixedWarning: 'datfix' made the change 'Set MJD-OBS to 58491.473498 from DATE-OBS'. [astropy.wcs.wcs]\n",
"WARNING: FITSFixedWarning: 'obsfix' made the change 'Set OBSGEO-L to -67.754929 from OBSGEO-[XYZ].\n",
"Set OBSGEO-B to -23.022886 from OBSGEO-[XYZ].\n",
"Set OBSGEO-H to 5053.796 from OBSGEO-[XYZ]'. [astropy.wcs.wcs]\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"INFO: Auto-setting vmin to -3.801e+00 [aplpy.core]\n",
"INFO: Auto-setting vmax to 3.664e+00 [aplpy.core]\n",
"ky=ineph\n",
"ineph at: 15:57:28.746, -016.57.50.059\n",
"image center: ('15:57:28.746', '-016.57.50.059')\n"
]
},
{
"data": {
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"displayImage(imgname+'.image', markers=inephmarker, title='Venus mosaic image with the internal ephem table (TRACKFIELD)')"
]
},
{
"cell_type": "markdown",
"id": "ef98228a-dec3-4c82-b70f-fde7c3245fda",
"metadata": {},
"source": [
"Note: the marker in yellow is set to the direction based on the internal ephemeris table at the first time of the selected data and its coordintes agrees with the coordinates of the center of the image."
]
},
{
"cell_type": "code",
"execution_count": 34,
"id": "906d3ec0-d891-4e45-804d-720add616ef8",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"internal ephem dir = ['15:57:28.746'] ['-016.57.50.059']\n"
]
},
{
"data": {
"text/plain": [
"('15:57:28.746', '-016.57.50.059')"
]
},
"execution_count": 34,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"print(\"internal ephem dir = \",qa.time(ineph_dir['m0'],prec=9),qa.angle(ineph_dir['m1'],prec=9))\n",
"printImageCenter(imgname+'.image')"
]
},
{
"cell_type": "code",
"execution_count": 35,
"id": "3fb1d997-7969-4b96-a44b-98a78e21cd06",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"[3.33058977]@[177 172 0 0]\n"
]
}
],
"source": [
"stats = imstat(imgname+'.image')\n",
"print(f\"{stats['max']}@{stats['maxpos']}\")"
]
}
],
"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": "3.10.20"
}
},
"nbformat": 4,
"nbformat_minor": 5
}