{ "cells": [ { "cell_type": "markdown", "id": "cd633213", "metadata": {}, "source": [ "# JWST SI Keyword Search for Exoplanet Spectra\n", "## Introduction\n", "\n", "This tutorial will illustrate how to use the MAST API to search for JWST science data by values of [FITS](https://fits.gsfc.nasa.gov/fits_standard.html) header keywords, and then retrieve all products for the corresponding observations. \n", "Searching by SI Keyword values and accessing all data products is not supported in the [MAST Portal](https://mast.stsci.edu/portal/Mashup/Clients/Mast/Portal.html), nor with the [astroquery.mast](https://astroquery.readthedocs.io/en/latest/mast/mast.html) `Observations` class by itself. Rather, we will be using `astroquery.mast`'s `Mast` class to make direct calls to the MAST API. \n", "\n", "Specifically, this tutorial will show you how to:\n", "* Use the `Mast` class of [astroquery.mast](https://astroquery.readthedocs.io/en/latest/mast/mast.html) to search for JWST science files by values of [FITS](https://fits.gsfc.nasa.gov/fits_standard.html) header keywords\n", "* Construct a unique set of Observation IDs to perform a search with the astroquery.mast `Observation` class\n", "* Fetch the unique data products associated with the Observations\n", "* Filter the results for science products\n", "* Download a bash script to retrieve the filtered products\n", "\n", "
\n", "\n", "\n", "Here are key distinctions between the two search methods with astroquery.mast:\n", " \n", "\n", "
" ] }, { "cell_type": "markdown", "id": "817445bc", "metadata": {}, "source": [ "Connecting files that match keyword values to observations is not difficult, but it is a little convoluted. First, you'll use the API to perform a Science Instrument (SI) Keyword Search to find matching product files. The names of these files contain the MAST Observation ID as a sub-string. Then we can use the IDs to perform an advanced `Observation` search for matching Observations.\n", "\n", "Here are the steps in the process:\n", "\n", "Imports\n", "
\n", "\n", "Part I: Keyword Search for Exoplanet Spectra\n", "\n", "Part II: Convert to Observation Search\n", "\n", "Part III: Download Data Products\n", "\n", "Additional Resources\n", "\n" ] }, { "cell_type": "markdown", "id": "0e819a61", "metadata": {}, "source": [ "## Imports\n", "\n", "\n", "The following packages are needed for this tutorial: \n", "* [astropy.io](https://docs.astropy.org/en/stable/io/fits/index.html?highlight=astropy.io) allows us to open the `.fits` files that we download\n", "* [astropy.table](https://docs.astropy.org/en/stable/table/index.html?highlight=astropy.table) holds the results of our product query and finds the unique files\n", "* [astropy.time](https://docs.astropy.org/en/stable/time/index.html) creates `Time` objects and converts between time representations\n", "* [astroquery.mast](https://astroquery.readthedocs.io/en/latest/mast/mast.html) constructs the queries, retrieves tables of results, and retrieves data products\n", "* [matplotlib.pyplot](https://matplotlib.org/stable/tutorials/index.html) is a common plotting tool that we'll use to look at our results" ] }, { "cell_type": "code", "execution_count": 1, "id": "0ed11ba7", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:31.333120Z", "iopub.status.busy": "2024-07-10T22:31:31.332944Z", "iopub.status.idle": "2024-07-10T22:31:32.424116Z", "shell.execute_reply": "2024-07-10T22:31:32.423550Z" } }, "outputs": [], "source": [ "from astropy.io import fits\n", "from astropy.table import unique, vstack\n", "from astropy.time import Time\n", "from astroquery.mast import Mast,Observations\n", "\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "markdown", "id": "f0e6f612", "metadata": {}, "source": [ "\n", "# I : Keyword Search for Exoplanet Spectra\n", "\n", "This example shows how to search for [NIRISS spectral time-series observations (TSO)](https://jwst-docs.stsci.edu/jwst-near-infrared-imager-and-slitless-spectrograph/niriss-observing-modes/niriss-single-object-slitless-spectroscopy) taken of transiting exo-planets. The data are from Commissioning or Early Release Science programs, and are therefore public. \n", "\n", "## Specify Search Criteria\n", "\n", "\n", "The criteria for SI Keyword searches consists of FITS header keyword name/value pairs. **Learn more about SI keywords from the [JWST Keyword Dictionary](https://mast.stsci.edu/portal/Mashup/Clients/jwkeywords/index.html), and about the supported set of [keyword values](https://mast.stsci.edu/api/v0/_jwst_inst_keywd.html) that can be queried.** With this kind of query it is necessary to construct a specific structure to hold the query parameters. \n", "\n", "The following helper routines translate a simple dictionary (one that is easy to customize in Python) to the required [JSON](https://www.w3schools.com/js/js_json_intro.asp)-style syntax, while the second creates a Min:Max pair of parameters for date-time stamps which, as with all parameters that vary continuously, must be expressed as a range of values in a dictionary. " ] }, { "cell_type": "code", "execution_count": 2, "id": "10c02928", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:32.427112Z", "iopub.status.busy": "2024-07-10T22:31:32.426534Z", "iopub.status.idle": "2024-07-10T22:31:32.430484Z", "shell.execute_reply": "2024-07-10T22:31:32.430030Z" } }, "outputs": [], "source": [ "def set_params(parameters):\n", " return [{\"paramName\" : p, \"values\" : v} for p, v in parameters.items()]\n", "\n", "def set_mjd_range(min, max):\n", " '''Set time range in MJD given limits expressed as ISO-8601 dates'''\n", " return {\n", " \"min\": Time(min, format='isot').mjd, \n", " \"max\": Time(max, format='isot').mjd\n", " }" ] }, { "cell_type": "markdown", "id": "f8e5f3e3", "metadata": {}, "source": [ "## Add a Date Range\n", "\n", "\n", "A date range is specified here (though is not strictly needed) to illustrate how to express these common parameters. For historical reasons, the `astroquery.mast` parameter names for timestamps come in pairs: one with a similar name to the corresponding FITS keyword (e.g. `data_obs`), and another with the string _mjd appended (e.g. `date_obs_mjd`). The values are equivalent, but are expressed in ISO-8601 and MJD representations, respectively. \n", "\n", "Change or add keywords and values to the keywords dictionary below to customize your criteria. Note that multiple, discreet-valued parameters are given in a list. As a reminder, if you are unsure of your keyword and keyword value options, see the [Field Descriptions of JWST Instrument Keywords](https://mast.stsci.edu/api/v0/_jwst_inst_keywd.html) and [JWST Keyword Dictionary](https://mast.stsci.edu/portal/Mashup/Clients/jwkeywords/index.html)." ] }, { "cell_type": "code", "execution_count": 3, "id": "a7454aea", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:32.432536Z", "iopub.status.busy": "2024-07-10T22:31:32.432350Z", "iopub.status.idle": "2024-07-10T22:31:32.436222Z", "shell.execute_reply": "2024-07-10T22:31:32.435706Z" } }, "outputs": [], "source": [ "# Looking for NIRISS SOSS commissioning and ERS data taken between June 1st and August 4th\n", "keywords = {'category': ['COM','ERS'],\n", " 'exp_type': ['NIS_SOSS'],\n", " 'tsovisit': ['T'],\n", " 'date_obs_mjd': [set_mjd_range('2022-06-01','2022-08-04')]\n", " }\n", "\n", "# Restructuring the keywords dictionary to the MAST syntax\n", "params = {'columns': '*',\n", " 'filters': set_params(keywords)\n", " }" ] }, { "cell_type": "markdown", "id": "eeecd0b8", "metadata": {}, "source": [ "The following cell displays the constructed parameter object to illustrate the syntax for the query, which is described formally [here](https://mast.stsci.edu/api/v0/_services.html#MastScienceInstrumentKeywordsNircam). " ] }, { "cell_type": "code", "execution_count": 4, "id": "c3ef4b17", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:32.438342Z", "iopub.status.busy": "2024-07-10T22:31:32.438160Z", "iopub.status.idle": "2024-07-10T22:31:32.444103Z", "shell.execute_reply": "2024-07-10T22:31:32.443551Z" } }, "outputs": [ { "data": { "text/plain": [ "{'columns': '*',\n", " 'filters': [{'paramName': 'category', 'values': ['COM', 'ERS']},\n", " {'paramName': 'exp_type', 'values': ['NIS_SOSS']},\n", " {'paramName': 'tsovisit', 'values': ['T']},\n", " {'paramName': 'date_obs_mjd',\n", " 'values': [{'min': np.float64(59731.0), 'max': np.float64(59795.0)}]}]}" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "params" ] }, { "cell_type": "markdown", "id": "d584c72a", "metadata": {}, "source": [ "\n", "## Execute the SI Keyword Search\n", "This type of query is a little more primitive in [astroquery.mast](https://astroquery.readthedocs.io/en/latest/mast/mast.html) than that for the `Observations` class. Begin by specifying the webservice for the query, which for this case is the SI keyword search for NIRISS called [Mast.Jwst.Filtered.Niriss](https://mast.stsci.edu/api/v0/_services.html#MastScienceInstrumentKeywordsNiriss). Then execute the query with arguments for the service and the search parameters that we created above." ] }, { "cell_type": "code", "execution_count": 5, "id": "e08f9e66", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:32.446465Z", "iopub.status.busy": "2024-07-10T22:31:32.446116Z", "iopub.status.idle": "2024-07-10T22:31:33.956300Z", "shell.execute_reply": "2024-07-10T22:31:33.955708Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "WARNING: AstropyDeprecationWarning: show_in_notebook() is deprecated as of 6.1 and to create\n", " interactive tables it is recommended to use dedicated tools like:\n", " - https://github.com/bloomberg/ipydatagrid\n", " - https://docs.bokeh.org/en/latest/docs/user_guide/interaction/widgets.html#datatable\n", " - https://dash.plotly.com/datatable [warnings]\n" ] }, { "data": { "text/html": [ "Table length=60\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", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
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44105544909jw02734001001_04101_00001-seg002_nis_calints.fitsjw02734001001_04101_000012b01NIS_SUBSTRIP256jw02734_20240629t155852_pool.csvjw02734-o001_20240629t155852_tso-spec2_00004_asn.json351.9423659658059559743.494552717006fnan--59743.3454407399259743.19632874266COM--91f/Date(1719707872346)/60491.026300300924/Date(1655120777721)/59743.49048287037/Date(1655095010861)/59743.19225532407NIS0025776.46523190.17449.446OKNIS_SOSS559743.4904828819459743.34136910881PRIME59743.19225533565-2CLEAR1nanN3JI000015033.0151536364802112.599503517150881256.2268416744392/Date(1655092485140)/59743.1630224537/Date(1655092244501)/59743.1602372685160.01571054570.00853583775460720.0128188385351.4844707679003559743.494547408336f59743.3454354357259743.19632344295NIRISSf--NONE-0.03668899992135266/Date(1435838400000)/57205.5-0.014073000020603636--19469111--59744.48819805556V02734001001P00000000041011HAT-P-18b NIRISS SOSS transitSTSCIFINEGUIDEPontoppidan, Klaus M.NIS_SUBSTRIP256PRDOPSSOC-066273433.012325256.346375833333359742.28924493056NISRAPID496--2024_1a--1-1SUBSTRIP256ERO20482561179333.01225418787604256.34634344208274HAT-P-18fHAT-P-18FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCJWST Early Release Observation 810.0t102734001001/Date(1655121546232)/59743.4993776967604SUCCESSFULPRIME_TARGETED_FIXED/Date(1655089911831)/59743.133238773145nannanf--nannannan--CubeModelf24155308/Date(1655095010861)/59743.19225532407--0.000953799788774085--2022164T121759876_002_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001174.3736235168638--nannan--33.01228837123672256.3530038901124f--StarExoplanet Systems; Exoplanets; K dwarfsGSC300.079844732973789860.020613.4879999999981.14.0RELEASEjwst_1242.pmap11.17.190.331084131999943174.84799999999834GR700XD245.88621499996714--1971483840a4854e2bca317ad880a230b0cedf93f3/Date(1719707990846)/60491.027671828706/Date(1719708058589)/60491.0284559027877/Date(1744262691000)/60775.225590277776FalseFalseFalse815712mast:JWST/product/jw02734001001_04101_00001-seg002_nis_calints.fits
45105544912jw02734001001_04101_00001-seg002_nis_x1dints.fitsjw02734001001_04101_000012b01NIS_SUBSTRIP256jw02734_20240629t155852_pool.csvjw02734-o001_20240629t155852_tso-spec2_00004_asn.json351.9423659658059559743.494552717006fnan--59743.3454407399259743.19632874266COM--91f/Date(1719707853177)/60491.02607842592/Date(1655120777721)/59743.49048287037/Date(1655095010861)/59743.19225532407NIS0025776.46523190.17449.446OKNIS_SOSS559743.4904828819459743.34136910881PRIME59743.19225533565-2CLEAR1nanN3JI000015033.0151536364802112.599503517150881256.2268416744392/Date(1655092485140)/59743.1630224537/Date(1655092244501)/59743.1602372685160.01571054570.00853583775460720.0128188385351.4844707679003559743.494547408336f59743.3454354357259743.19632344295NIRISSf--NONE-0.03668899992135266/Date(1435838400000)/57205.5-0.014073000020603636--19469111--59744.48819805556V02734001001P00000000041011HAT-P-18b NIRISS SOSS transitSTSCIFINEGUIDEPontoppidan, Klaus M.NIS_SUBSTRIP256PRDOPSSOC-066273433.012325256.346375833333359742.28924493056NISRAPID496--2024_1a--1-1SUBSTRIP256ERO20482561179333.01225418787604256.34634344208274HAT-P-18fHAT-P-18FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCJWST Early Release Observation 810.0t102734001001/Date(1655121546232)/59743.4993776967604SUCCESSFULPRIME_TARGETED_FIXED/Date(1655089911831)/59743.133238773145nannanf--nannannan--MultiSpecModelf24155308/Date(1655095010861)/59743.19225532407--0.000953799788774085--2022164T121759876_002_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001174.3736235168638--nannan--33.01228837123672256.3530038901124f--StarExoplanet Systems; Exoplanets; K dwarfsGSC300.079844732973789860.020613.4879999999981.14.0RELEASEjwst_1242.pmap11.17.190.331084131999943174.84799999999834GR700XD245.88621499996714--136488960247f19382a6f9b06ea3ba41d6e76ffd4/Date(1719707990846)/60491.027671828706/Date(1719708058660)/60491.02845671296477/Date(1744262691000)/60775.225590277776FalseFalseFalse815712mast:JWST/product/jw02734001001_04101_00001-seg002_nis_x1dints.fits
46105544936jw01541001001_04101_00001-seg003_nis_calints.fitsjw01541001001_04101_000012b01NIS_SUBSTRIP256jw01541_20240629t155927_pool.csvjw01541-o001_20240629t155927_tso-spec2_00003_asn.json315.1403458323329759738.55613319945fnan--59738.4288304796759738.301527747055COM--91f/Date(1719707894965)/60491.02656210648/Date(1654694134833)/59738.552486493056/Date(1654672136857)/59738.29788027778NIS0022009.69118855.40832.964OKNIS_SOSS559738.55248649305659738.4251833912061PRIME59738.29788028935-2CLEAR1nanN3DL007412038.239926131502116.107273101806641259.9247936582184/Date(1654668866122)/59738.26002457176/Date(1654668621386)/59738.257191967590.09392180.055394180119037630.07750294314.907111204229359738.55613049335f59738.4288277768959738.30152504758NIRISSf--NONE-0.00671400000555877/Date(1435838400000)/57205.50.0022409999622952276--16572111--59740.41561568287V01541001001P00000000041011HAT-P-14 transit (PRIMARY TARGET)STSCIFINEGUIDEEspinoza, NestorNIS_SUBSTRIP256PRDOPSSOC-066154138.24216944444444260.116171666666659738.113970625NISRAPID496--2024_1a--1-1SUBSTRIP256NIRISS20482561179338.242156511096134260.11617716308444HAT-P-14fHAT-P-14FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCNIRISS Sensitivity and Stability for Transiting Exoplanet Observations10.0t101541001001/Date(1654694693425)/59738.5589516898204SUCCESSFULPRIME_TARGETED_FIXED/Date(1654667046476)/59738.238963842596nannanf--nannannan--CubeModelf34377564/Date(1654672136857)/59738.29788027778--0.000322269411123053--2022159T164200566_005_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001183.7663946549123--nannan--38.241614894687466260.12331186672264f--StarExoplanet Systems; Exoplanets; F dwarfs; F starsGSC300.074525080333685170.015712.841.14.0RELEASEjwst_1242.pmap11.17.190.331084131999952674.87733460000561GR700XD245.89843799997956--23993049606ff2f7e1b1a0746eed704ef5654b8414/Date(1719707986075)/60491.02761662037/Date(1719708070104)/60491.02858915509677/Date(1657830600000)/59774.854166666664FalseFalseFalse794288mast:JWST/product/jw01541001001_04101_00001-seg003_nis_calints.fits
47105544939jw01541001001_04101_00001-seg003_nis_x1dints.fitsjw01541001001_04101_000012b01NIS_SUBSTRIP256jw01541_20240629t155927_pool.csvjw01541-o001_20240629t155927_tso-spec2_00003_asn.json315.1403458323329759738.55613319945fnan--59738.4288304796759738.301527747055COM--91f/Date(1719707871613)/60491.02629181713/Date(1654694134833)/59738.552486493056/Date(1654672136857)/59738.29788027778NIS0022009.69118855.40832.964OKNIS_SOSS559738.55248649305659738.4251833912061PRIME59738.29788028935-2CLEAR1nanN3DL007412038.239926131502116.107273101806641259.9247936582184/Date(1654668866122)/59738.26002457176/Date(1654668621386)/59738.257191967590.09392180.055394180119037630.07750294314.907111204229359738.55613049335f59738.4288277768959738.30152504758NIRISSf--NONE-0.00671400000555877/Date(1435838400000)/57205.50.0022409999622952276--16572111--59740.41561568287V01541001001P00000000041011HAT-P-14 transit (PRIMARY TARGET)STSCIFINEGUIDEEspinoza, NestorNIS_SUBSTRIP256PRDOPSSOC-066154138.24216944444444260.116171666666659738.113970625NISRAPID496--2024_1a--1-1SUBSTRIP256NIRISS20482561179338.242156511096134260.11617716308444HAT-P-14fHAT-P-14FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCNIRISS Sensitivity and Stability for Transiting Exoplanet Observations10.0t101541001001/Date(1654694693425)/59738.5589516898204SUCCESSFULPRIME_TARGETED_FIXED/Date(1654667046476)/59738.238963842596nannanf--nannannan--MultiSpecModelf34377564/Date(1654672136857)/59738.29788027778--0.000322269411123053--2022159T164200566_005_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001183.7663946549123--nannan--38.241614894687466260.12331186672264f--StarExoplanet Systems; Exoplanets; F dwarfs; F starsGSC300.074525080333685170.015712.841.14.0RELEASEjwst_1242.pmap11.17.190.331084131999952674.87733460000561GR700XD245.89843799997956--1666137602ecb846dd865b0629d6245a6acc46136/Date(1719707986075)/60491.02761662037/Date(1719708070196)/60491.0285902314877/Date(1657830600000)/59774.854166666664FalseFalseFalse794288mast:JWST/product/jw01541001001_04101_00001-seg003_nis_x1dints.fits
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56105576475jw01541001001_04101_00001-seg002_nis_calints.fitsjw01541001001_04101_000012b01NIS_SUBSTRIP256jw01541_20240629t155927_pool.csvjw01541-o001_20240629t155927_tso-spec2_00004_asn.json315.1403458323329759738.55613319945fnan--59738.4288304796759738.301527747055COM--91f/Date(1719716975236)/60491.13165782407/Date(1654694134833)/59738.552486493056/Date(1654672136857)/59738.29788027778NIS0022009.69118855.40832.964OKNIS_SOSS559738.55248649305659738.4251833912061PRIME59738.29788028935-2CLEAR1nanN3DL007412038.239926131502116.107273101806641259.9247936582184/Date(1654668866122)/59738.26002457176/Date(1654668621386)/59738.257191967590.09392180.055394180119037630.07750294314.907111204229359738.55613049335f59738.4288277768959738.30152504758NIRISSf--NONE-0.00671400000555877/Date(1435838400000)/57205.50.0022409999622952276--16572111--59740.41561568287V01541001001P00000000041011HAT-P-14 transit (PRIMARY TARGET)STSCIFINEGUIDEEspinoza, NestorNIS_SUBSTRIP256PRDOPSSOC-066154138.24216944444444260.116171666666659738.113970625NISRAPID496--2024_1a--1-1SUBSTRIP256NIRISS20482561179338.242156511096134260.11617716308444HAT-P-14fHAT-P-14FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCNIRISS Sensitivity and Stability for Transiting Exoplanet Observations10.0t101541001001/Date(1654694693425)/59738.5589516898204SUCCESSFULPRIME_TARGETED_FIXED/Date(1654667046476)/59738.238963842596nannanf--nannannan--CubeModelf24189376/Date(1654672136857)/59738.29788027778--0.000322269411123053--2022159T164200566_005_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001183.7663946549123--nannan--38.241614894687466260.12331186672264f--StarExoplanet Systems; Exoplanets; F dwarfs; F starsGSC300.07426396463234010.015712.841.14.0RELEASEjwst_1242.pmap11.17.190.331084131999952674.87733460000561GR700XD245.89843799997956--2399304960edb89f37b6db37024603e0f0950ca236/Date(1719717031601)/60491.13231018519/Date(1719717112775)/60491.13324972222577/Date(1657830600000)/59774.854166666664FalseFalseFalse794288mast:JWST/product/jw01541001001_04101_00001-seg002_nis_calints.fits
57105576478jw01541001001_04101_00001-seg002_nis_x1dints.fitsjw01541001001_04101_000012b01NIS_SUBSTRIP256jw01541_20240629t155927_pool.csvjw01541-o001_20240629t155927_tso-spec2_00004_asn.json315.1403458323329759738.55613319945fnan--59738.4288304796759738.301527747055COM--91f/Date(1719716946682)/60491.13132734954/Date(1654694134833)/59738.552486493056/Date(1654672136857)/59738.29788027778NIS0022009.69118855.40832.964OKNIS_SOSS559738.55248649305659738.4251833912061PRIME59738.29788028935-2CLEAR1nanN3DL007412038.239926131502116.107273101806641259.9247936582184/Date(1654668866122)/59738.26002457176/Date(1654668621386)/59738.257191967590.09392180.055394180119037630.07750294314.907111204229359738.55613049335f59738.4288277768959738.30152504758NIRISSf--NONE-0.00671400000555877/Date(1435838400000)/57205.50.0022409999622952276--16572111--59740.41561568287V01541001001P00000000041011HAT-P-14 transit (PRIMARY TARGET)STSCIFINEGUIDEEspinoza, NestorNIS_SUBSTRIP256PRDOPSSOC-066154138.24216944444444260.116171666666659738.113970625NISRAPID496--2024_1a--1-1SUBSTRIP256NIRISS20482561179338.242156511096134260.11617716308444HAT-P-14fHAT-P-14FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCNIRISS Sensitivity and Stability for Transiting Exoplanet Observations10.0t101541001001/Date(1654694693425)/59738.5589516898204SUCCESSFULPRIME_TARGETED_FIXED/Date(1654667046476)/59738.238963842596nannanf--nannannan--MultiSpecModelf24189376/Date(1654672136857)/59738.29788027778--0.000322269411123053--2022159T164200566_005_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001183.7663946549123--nannan--38.241614894687466260.12331186672264f--StarExoplanet Systems; Exoplanets; F dwarfs; F starsGSC300.07426396463234010.015712.841.14.0RELEASEjwst_1242.pmap11.17.190.331084131999952674.87733460000561GR700XD245.89843799997956--16661376019867d0daa31240dd8d00ca67d6a1bd0/Date(1719717031601)/60491.13231018519/Date(1719717112850)/60491.1332505787177/Date(1657830600000)/59774.854166666664FalseFalseFalse794288mast:JWST/product/jw01541001001_04101_00001-seg002_nis_x1dints.fits
58105579870jw01541001001_04101_00001-seg001_nis_calints.fitsjw01541001001_04101_000012b01NIS_SUBSTRIP256jw01541_20240629t155927_pool.csvjw01541-o001_20240629t155927_tso-spec2_00005_asn.json315.1403458323329759738.55613319945fnan--59738.4288304796759738.301527747055COM--91f/Date(1719718126623)/60491.1449840625/Date(1654694134833)/59738.552486493056/Date(1654672136857)/59738.29788027778NIS0022009.69118855.40832.964OKNIS_SOSS559738.55248649305659738.4251833912061PRIME59738.29788028935-2CLEAR1nanN3DL007412038.239926131502116.107273101806641259.9247936582184/Date(1654668866122)/59738.26002457176/Date(1654668621386)/59738.257191967590.09392180.055394180119037630.07750294314.907111204229359738.55613049335f59738.4288277768959738.30152504758NIRISSf--NONE-0.00671400000555877/Date(1435838400000)/57205.50.0022409999622952276--16572111--59740.41561568287V01541001001P00000000041011HAT-P-14 transit (PRIMARY TARGET)STSCIFINEGUIDEEspinoza, NestorNIS_SUBSTRIP256PRDOPSSOC-066154138.24216944444444260.116171666666659738.113970625NISRAPID496--2024_1a--1-1SUBSTRIP256NIRISS20482561179338.242156511096134260.11617716308444HAT-P-14fHAT-P-14FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCNIRISS Sensitivity and Stability for Transiting Exoplanet Observations10.0t101541001001/Date(1654694693425)/59738.5589516898204SUCCESSFULPRIME_TARGETED_FIXED/Date(1654667046476)/59738.238963842596nannanf--nannannan--CubeModelf141188/Date(1654672136857)/59738.29788027778--0.000322269411123053--2022159T164200566_005_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001183.7663946549123--nannan--38.241614894687466260.12331186672264f--StarExoplanet Systems; Exoplanets; F dwarfs; F starsGSC300.165379309894484460.015712.841.14.0RELEASEjwst_1242.pmap11.17.190.331084131999952674.87733460000561GR700XD245.89843799997956--2399304960c624560f556f2d81ee6da4cb55c5a8ab/Date(1719718176714)/60491.14556380787/Date(1719718258221)/60491.1465071759277/Date(1657830600000)/59774.854166666664FalseFalseFalse794288mast:JWST/product/jw01541001001_04101_00001-seg001_nis_calints.fits
59105579873jw01541001001_04101_00001-seg001_nis_x1dints.fitsjw01541001001_04101_000012b01NIS_SUBSTRIP256jw01541_20240629t155927_pool.csvjw01541-o001_20240629t155927_tso-spec2_00005_asn.json315.1403458323329759738.55613319945fnan--59738.4288304796759738.301527747055COM--91f/Date(1719718100845)/60491.14468571759/Date(1654694134833)/59738.552486493056/Date(1654672136857)/59738.29788027778NIS0022009.69118855.40832.964OKNIS_SOSS559738.55248649305659738.4251833912061PRIME59738.29788028935-2CLEAR1nanN3DL007412038.239926131502116.107273101806641259.9247936582184/Date(1654668866122)/59738.26002457176/Date(1654668621386)/59738.257191967590.09392180.055394180119037630.07750294314.907111204229359738.55613049335f59738.4288277768959738.30152504758NIRISSf--NONE-0.00671400000555877/Date(1435838400000)/57205.50.0022409999622952276--16572111--59740.41561568287V01541001001P00000000041011HAT-P-14 transit (PRIMARY TARGET)STSCIFINEGUIDEEspinoza, NestorNIS_SUBSTRIP256PRDOPSSOC-066154138.24216944444444260.116171666666659738.113970625NISRAPID496--2024_1a--1-1SUBSTRIP256NIRISS20482561179338.242156511096134260.11617716308444HAT-P-14fHAT-P-14FIXED0.10.1JWSTNIRISS Single-Object Slitless Spectroscopy5.4945.494UTCNIRISS Sensitivity and Stability for Transiting Exoplanet Observations10.0t101541001001/Date(1654694693425)/59738.5589516898204SUCCESSFULPRIME_TARGETED_FIXED/Date(1654667046476)/59738.238963842596nannanf--nannannan--MultiSpecModelf141188/Date(1654672136857)/59738.29788027778--0.000322269411123053--2022159T164200566_005_osf.xml--nan----POINT--nan1--------fCALCULATED_TRACK_TR_202111008.004.008.0001183.7663946549123--nannan--38.241614894687466260.12331186672264f--StarExoplanet Systems; Exoplanets; F dwarfs; F starsGSC300.165379309894484460.015712.841.14.0RELEASEjwst_1242.pmap11.17.190.331084131999952674.87733460000561GR700XD245.89843799997956--1666137602e6a0ccaaf71e696f1815b19934a6120/Date(1719718176714)/60491.14556380787/Date(1719718258266)/60491.14650770833477/Date(1657830600000)/59774.854166666664FalseFalseFalse794288mast:JWST/product/jw01541001001_04101_00001-seg001_nis_x1dints.fits
\n", "\n" ], "text/plain": [ "" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Calling the SI keyword search service for NIRISS with our parameters\n", "service = 'Mast.Jwst.Filtered.Niriss'\n", "t = Mast.service_request(service, params)\n", "\n", "# Let's display the notebook\n", "display_columns = [x for x in t.colnames if x!=\"s_region\"]\n", "t[display_columns].show_in_notebook(display_length=5)" ] }, { "attachments": { "mast.jwst.filtered.niriss-to-caom.jpg": { "image/jpeg": 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} }, "cell_type": "markdown", "id": "509e27b3", "metadata": {}, "source": [ "\n", "# II: Convert to Observation Search\n", "\n", "The keyword search returns an astropy table of *files* that match the query criteria. We need to construct MAST Observation IDs (`obs_id`s) from the file names in order to query for all JWST *Observations* that match our criteria. In a nutshell, we are deriving the `obs_id` from the files in one database (`Mast.Jwst.Filtered.Niriss`), to get the Observations from our multi-mission database (`CAOM`). \n", "\n", "![mast.jwst.filtered.niriss-to-caom.jpg](niriss2caom.jpeg)\n", "\n", "\n", "## Construct the Observation Search\n", "The `obs_id` can be derived from the filenames by removing all characters after and including the final underscore character. Here we make a list of unique Observation IDs for the subsequent query. Note that we limit the list to *unique* IDs, as many filenames have common roots." ] }, { "cell_type": "code", "execution_count": 6, "id": "d2cdd491", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:33.958926Z", "iopub.status.busy": "2024-07-10T22:31:33.958540Z", "iopub.status.idle": "2024-07-10T22:31:33.962971Z", "shell.execute_reply": "2024-07-10T22:31:33.962393Z" } }, "outputs": [], "source": [ "# Unique file names:\n", "fn = list(set(t['filename']))\n", "\n", "# Set of derived Observation IDs:\n", "ids = list(set(['_'.join(x.split('_')[:-1]) for x in fn]))" ] }, { "cell_type": "markdown", "id": "d1b1567a", "metadata": {}, "source": [ "Print the list of unique ids if you like." ] }, { "cell_type": "code", "execution_count": 7, "id": "f34e0487", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:33.965363Z", "iopub.status.busy": "2024-07-10T22:31:33.965004Z", "iopub.status.idle": "2024-07-10T22:31:33.968913Z", "shell.execute_reply": "2024-07-10T22:31:33.968349Z" } }, "outputs": [ { "data": { "text/plain": [ "['jw02734001001_04101_00001-seg004_nis',\n", " 'jw01091002001_03102_00001-seg001_nis',\n", " 'jw02734001001_04101_00001-seg001_nis',\n", " 'jw01541001001_04101_00001-seg003_nis',\n", " 'jw01366001001_04101_00001-seg004_nis',\n", " 'jw01091002001_03101_00001-seg005_nis',\n", " 'jw01541001001_04101_00001-seg004_nis',\n", " 'jw02734002001_04101_00001-seg001_nis',\n", " 'jw02734002001_04101_00001-seg003_nis',\n", " 'jw02734001001_04101_00001-seg003_nis',\n", " 'jw01541-o001_t002_niriss_clear-gr700xd-substrip256',\n", " 'jw02734-o002_t002_niriss_clear-gr700xd-substrip256',\n", " 'jw01091-o002_t001_niriss_clear-gr700xd-substrip256',\n", " 'jw02734002001_04101_00001-seg002_nis',\n", " 'jw01366-o001_t001_niriss_clear-gr700xd-substrip256',\n", " 'jw01366001001_04101_00001-seg002_nis',\n", " 'jw01091002001_03101_00001-seg001_nis',\n", " 'jw01366001001_04101_00001-seg003_nis',\n", " 'jw01366001001_04101_00001-seg001_nis',\n", " 'jw01541001001_04101_00001-seg001_nis',\n", " 'jw01541001001_04102_00001-seg001_nis',\n", " 'jw01091002001_03101_00001-seg002_nis',\n", " 'jw01541001001_04101_00001-seg002_nis',\n", " 'jw02734001001_04102_00001-seg001_nis',\n", " 'jw02734001001_04101_00001-seg002_nis',\n", " 'jw01091002001_03101_00001-seg004_nis',\n", " 'jw02734-o001_t001_niriss_clear-gr700xd-substrip256',\n", " 'jw01366001001_04102_00001-seg001_nis',\n", " 'jw01091002001_03101_00001-seg003_nis',\n", " 'jw02734002001_04102_00001-seg001_nis']" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ids" ] }, { "cell_type": "markdown", "id": "425d4bd7", "metadata": {}, "source": [ "\n", "## Execute the Query for Observations\n", "\n", "Now search for Observations that match the list of Observation IDs constructed above. This search uses the [astroquery.mast](https://astroquery.readthedocs.io/en/latest/mast/mast.html) `Observations` class, where the available search criteria are [described here](https://mast.stsci.edu/api/v0/_c_a_o_mfields.html). \n", "\n", "Note that the Observation ID (`obs_id`) criteria queried for here is not to be confused with the `obsid` that was shown in `Crowded_Fields`: The difference between the two criteria are explained in the CAOM Field Descriptions page linked just above." ] }, { "cell_type": "code", "execution_count": 8, "id": "ab8c0310", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:33.971164Z", "iopub.status.busy": "2024-07-10T22:31:33.970820Z", "iopub.status.idle": "2024-07-10T22:31:34.857278Z", "shell.execute_reply": "2024-07-10T22:31:34.856756Z" } }, "outputs": [ { "data": { "text/html": [ "
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scienceJWSTCALJWSTNIRISS/SOSSJWSTCLEAR;GR700XDINFRAREDBD+60-1753Calibration; A stars; Photometric; Spectrophotometricjw01091-o002_t001_niriss_clear-gr700xd-substrip256261.21791842368360.4308039728689spectrumMartel, Andre359735.2681414120459735.49883035879614438.232600.02800.0NIRISS GR700XD Flux Calibration59774.85416661091COM----mast:JWST/product/jw01091-o002_t001_niriss_clear-gr700xd-substrip256_x1dints.fitsPUBLICFalsenan118370229523046131
scienceJWSTCALJWSTNIRISS/SOSSJWSTCLEAR;GR700XDINFRAREDBD+60-1753Calibration; A stars; Photometric; Spectrophotometricjw01091002001_03102_00001-seg001_nis261.21791842457160.43080397320562imageMartel, Andre259735.50012071759659735.51029479167659.28600.02800.0NIRISS GR700XD Flux Calibration59774.85416661091COM--mast:JWST/product/jw01091002001_03102_00001-seg001_nis_ramp.jpgmast:JWST/product/jw01091002001_03102_00001-seg001_nis_rateints.fitsPUBLICFalsenan84343071535013006
scienceJWSTCALJWSTNIRISS/SOSSJWSTCLEAR;GR700XDINFRAREDHAT-P-14Star; Exoplanet Systems; Exoplanets; F dwarfs; F starsjw01541001001_04102_00001-seg001_nis260.116177163368638.242156510427485imageEspinoza, Nestor259738.5539086689859738.55835982639329.64600.02800.0NIRISS Sensitivity and Stability for Transiting Exoplanet Observations59774.85416661541COM--mast:JWST/product/jw01541001001_04102_00001-seg001_nis_ramp.jpgmast:JWST/product/jw01541001001_04102_00001-seg001_nis_rateints.fitsPUBLICFalsenan85700205541167861
scienceJWSTCALJWSTNIRISS/SOSSJWSTCLEAR;GR700XDINFRAREDHAT-P-18Star; Exoplanet Systems; Exoplanets; K dwarfsjw02734001001_04102_00001-seg001_nis256.346343440118333.01225418358147imagePontoppidan, Klaus M.259743.4917852314859743.49877990741543.906600.02800.0JWST Early Release Observation 859773.6252734COM--mast:JWST/product/jw02734001001_04102_00001-seg001_nis_ramp.jpgmast:JWST/product/jw02734001001_04102_00001-seg001_nis_rateints.fitsPUBLICFalsenan87602090544975790
scienceJWSTCALJWSTNIRISS/SOSSJWSTCLEAR;GR700XDINFRAREDWASP-96Star; Exoplanet Systems; Exoplanets; G dwarfsjw02734002001_04102_00001-seg001_nis1.0466429247345095-47.36063076224905imagePontoppidan, Klaus M.259751.4394347569559751.44992677083846.076600.02800.0JWST Early Release Observation 859773.6252734COM--mast:JWST/product/jw02734002001_04102_00001-seg001_nis_ramp.jpgmast:JWST/product/jw02734002001_04102_00001-seg001_nis_rateints.fitsPUBLICFalsenan87599541544984113
" ], "text/plain": [ "\n", "intentType obs_collection provenance_name ... srcDen obsid objID \n", " str7 str4 str7 ... float64 str9 str9 \n", "---------- -------------- --------------- ... ------- --------- ---------\n", " science JWST CALJWST ... nan 87742159 450179412\n", " science JWST CALJWST ... nan 87742481 450179432\n", " science JWST CALJWST ... nan 213209384 519972339\n", " science JWST CALJWST ... nan 213209364 522503214\n", " science JWST CALJWST ... nan 118972907 522759655\n", " science JWST CALJWST ... nan 118370229 523046131\n", " science JWST CALJWST ... nan 84343071 535013006\n", " science JWST CALJWST ... nan 85700205 541167861\n", " science JWST CALJWST ... nan 87602090 544975790\n", " science JWST CALJWST ... nan 87599541 544984113" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Getting the observations using the `obs_id`s extracted above\n", "matched_obs = Observations.query_criteria(instrument_name='NIRISS*', \n", " obs_id=ids\n", " )\n", "\n", "# Let's display the results\n", "display_cols = [x for x in matched_obs.columns if x!='s_region']\n", "matched_obs[display_cols]" ] }, { "cell_type": "markdown", "id": "9080f483", "metadata": {}, "source": [ "Verify that your query matched at least one observation, or the remaining steps will fail." ] }, { "cell_type": "code", "execution_count": 9, "id": "646b96c7", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:34.859474Z", "iopub.status.busy": "2024-07-10T22:31:34.859285Z", "iopub.status.idle": "2024-07-10T22:31:34.862137Z", "shell.execute_reply": "2024-07-10T22:31:34.861647Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Found 10 matching Observations.\n" ] } ], "source": [ "print(f'Found {len(matched_obs)} matching Observations.')" ] }, { "cell_type": "markdown", "id": "61a482b4", "metadata": {}, "source": [ "\n", "# III: Download the Data Products\n", "\n", "Next we'll download the data products that are connected to each Observation. In order to do this, we'll need to query for our desired data products using the list of Observations we obtained above.\n", "\n", "\n", "## Query for Data Products\n", "\n", "Here we take care to fetch the products from Observations a few at a time (in batches) to avoid server timeouts. This can happen if there are a large number of files in one or more of the matched Observations. A larger batch size will execute faster, but increases the risk of a server timeout. A batch size of five offers is significantly faster than \"one at a time\", while keeping the risk of timeout low.\n", "\n", "The following bit of python magic splits one long list into a list of smaller lists, each of which has a size no larger than `batch_size`. " ] }, { "cell_type": "code", "execution_count": 10, "id": "c5c1c08a", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:34.864177Z", "iopub.status.busy": "2024-07-10T22:31:34.864008Z", "iopub.status.idle": "2024-07-10T22:31:34.871529Z", "shell.execute_reply": "2024-07-10T22:31:34.871078Z" } }, "outputs": [], "source": [ "batch_size = 5\n", "batches = [matched_obs[i:i+batch_size] for i in range(0, len(matched_obs), batch_size)]" ] }, { "cell_type": "markdown", "id": "0349477a", "metadata": {}, "source": [ "Now fetch the constituent products in a list of tables." ] }, { "cell_type": "code", "execution_count": 11, "id": "84b78624", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:31:34.873560Z", "iopub.status.busy": "2024-07-10T22:31:34.873387Z", "iopub.status.idle": "2024-07-10T22:32:32.005266Z", "shell.execute_reply": "2024-07-10T22:32:32.004705Z" } }, "outputs": [], "source": [ "t = [Observations.get_product_list(obs) for obs in batches]" ] }, { "cell_type": "markdown", "id": "0075100e", "metadata": {}, "source": [ "We need to stack the individual tables and extract a unique set of file names. Observations often have many files in common (e.g., guide-star files) and this will avoid any duplicates." ] }, { "cell_type": "code", "execution_count": 12, "id": "5c6386ca", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:32.007599Z", "iopub.status.busy": "2024-07-10T22:32:32.007406Z", "iopub.status.idle": "2024-07-10T22:32:32.047479Z", "shell.execute_reply": "2024-07-10T22:32:32.046986Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Number of unique products: 975\n" ] } ], "source": [ "products = unique(vstack(t), keys='productFilename')\n", "print(f' Number of unique products: {len(products)}')" ] }, { "cell_type": "markdown", "id": "b883a0d8", "metadata": {}, "source": [ "Display the resulting list of files if you like. " ] }, { "cell_type": "code", "execution_count": 13, "id": "21a450dc", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:32.049634Z", "iopub.status.busy": "2024-07-10T22:32:32.049452Z", "iopub.status.idle": "2024-07-10T22:32:32.065675Z", "shell.execute_reply": "2024-07-10T22:32:32.065184Z" } }, "outputs": [ { "data": { "text/html": [ "
Table length=975\n", "
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obsIDobs_collectiondataproduct_typeobs_iddescriptiontypedataURIproductTypeproductGroupDescriptionproductSubGroupDescriptionproductDocumentationURLprojectprvversionproposal_idproductFilenamesizeparent_obsiddataRightscalib_levelfilters
str9str4str8str50str64str1str81str9str28str13str1str7str6str4str63int64str9str16int64str13
84343195JWSTimagejw01091002001_02101_00004-seg001_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_image2_00001_asn.jsonINFO--ASN--CALJWST1.10.11091jw01091-o002_20240628t140307_image2_00001_asn.json1428118370229PUBLIC2CLEAR;GR700XD
84343178JWSTimagejw01091002001_02101_00003-seg001_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_image2_00002_asn.jsonINFO--ASN--CALJWST1.10.11091jw01091-o002_20240628t140307_image2_00002_asn.json1428118370229PUBLIC2CLEAR;GR700XD
84343036JWSTimagejw01091002001_02101_00002-seg001_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_image2_00003_asn.jsonINFO--ASN--CALJWST1.10.11091jw01091-o002_20240628t140307_image2_00003_asn.json1428118370229PUBLIC2CLEAR;GR700XD
84343098JWSTimagejw01091002001_02101_00001-seg001_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_image2_00004_asn.jsonINFO--ASN--CALJWST1.10.11091jw01091-o002_20240628t140307_image2_00004_asn.json1428118370229PUBLIC2CLEAR;GR700XD
84343158JWSTspectrumjw01091002001_03101_00001-seg005_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00002_asn.jsonINFO--ASN--CALJWST1.14.01091jw01091-o002_20240628t140307_tso-spec2_00002_asn.json1898118370229PUBLIC2CLEAR;GR700XD
84343085JWSTspectrumjw01091002001_03101_00001-seg004_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00003_asn.jsonINFO--ASN--CALJWST1.14.01091jw01091-o002_20240628t140307_tso-spec2_00003_asn.json1898118370229PUBLIC2CLEAR;GR700XD
84343207JWSTspectrumjw01091002001_03101_00001-seg003_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00004_asn.jsonINFO--ASN--CALJWST1.14.01091jw01091-o002_20240628t140307_tso-spec2_00004_asn.json1898118370229PUBLIC2CLEAR;GR700XD
84343217JWSTspectrumjw01091002001_03101_00001-seg002_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00005_asn.jsonINFO--ASN--CALJWST1.14.01091jw01091-o002_20240628t140307_tso-spec2_00005_asn.json1898118370229PUBLIC2CLEAR;GR700XD
84343025JWSTspectrumjw01091002001_03101_00001-seg001_nissource/target (L3) : association generatorSmast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00006_asn.jsonINFO--ASN--CALJWST1.14.01091jw01091-o002_20240628t140307_tso-spec2_00006_asn.json1898118370229PUBLIC2CLEAR;GR700XD
............................................................
87599537JWSTspectrumjw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172034940_cal.fitsAUXILIARY--GS-TRACK--CALJWST1.14.02734jw02734002001_gs-track_2022172034940_cal.fits2494080118972907PUBLIC2CLEAR;GR700XD
87599537JWSTimagejw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172034940_stream.fitsAUXILIARY--GS-TRACK--CALJWST--2734jw02734002001_gs-track_2022172034940_stream.fits800640118972907PUBLIC1CLEAR;GR700XD
87599537JWSTimagejw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172034940_uncal.fitsAUXILIARY--GS-TRACK--CALJWST--2734jw02734002001_gs-track_2022172034940_uncal.fits915840118972907PUBLIC1CLEAR;GR700XD
87599537JWSTspectrumjw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172035054_cal.fitsAUXILIARY--GS-TRACK--CALJWST1.14.02734jw02734002001_gs-track_2022172035054_cal.fits2494080118972907PUBLIC2CLEAR;GR700XD
87599537JWSTimagejw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172035054_stream.fitsAUXILIARY--GS-TRACK--CALJWST--2734jw02734002001_gs-track_2022172035054_stream.fits800640118972907PUBLIC1CLEAR;GR700XD
87599537JWSTimagejw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172035054_uncal.fitsAUXILIARY--GS-TRACK--CALJWST--2734jw02734002001_gs-track_2022172035054_uncal.fits915840118972907PUBLIC1CLEAR;GR700XD
87599537JWSTspectrumjw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172035743_cal.fitsAUXILIARY--GS-TRACK--CALJWST1.14.02734jw02734002001_gs-track_2022172035743_cal.fits2502720118972907PUBLIC2CLEAR;GR700XD
87599537JWSTimagejw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172035743_stream.fitsAUXILIARY--GS-TRACK--CALJWST--2734jw02734002001_gs-track_2022172035743_stream.fits800640118972907PUBLIC1CLEAR;GR700XD
87599537JWSTimagejw02734002001_04101_00001-seg003_nisFGS guide star trackingSmast:JWST/product/jw02734002001_gs-track_2022172035743_uncal.fitsAUXILIARY--GS-TRACK--CALJWST--2734jw02734002001_gs-track_2022172035743_uncal.fits918720118972907PUBLIC1CLEAR;GR700XD
87599499JWSTimagejw02734001001_02101_00004-seg001_nissource/target (L3) : association poolSmast:JWST/product/jw02734_20240629t155852_pool.csvINFO--POOL--CALJWST1.10.12734jw02734_20240629t155852_pool.csv8095213209364PUBLIC2CLEAR;GR700XD
" ], "text/plain": [ "\n", " obsID obs_collection dataproduct_type ... calib_level filters \n", " str9 str4 str8 ... int64 str13 \n", "-------- -------------- ---------------- ... ----------- -------------\n", "84343195 JWST image ... 2 CLEAR;GR700XD\n", "84343178 JWST image ... 2 CLEAR;GR700XD\n", "84343036 JWST image ... 2 CLEAR;GR700XD\n", "84343098 JWST image ... 2 CLEAR;GR700XD\n", "84343158 JWST spectrum ... 2 CLEAR;GR700XD\n", "84343085 JWST spectrum ... 2 CLEAR;GR700XD\n", "84343207 JWST spectrum ... 2 CLEAR;GR700XD\n", "84343217 JWST spectrum ... 2 CLEAR;GR700XD\n", "84343025 JWST spectrum ... 2 CLEAR;GR700XD\n", " ... ... ... ... ... ...\n", "87599537 JWST spectrum ... 2 CLEAR;GR700XD\n", "87599537 JWST image ... 1 CLEAR;GR700XD\n", "87599537 JWST image ... 1 CLEAR;GR700XD\n", "87599537 JWST spectrum ... 2 CLEAR;GR700XD\n", "87599537 JWST image ... 1 CLEAR;GR700XD\n", "87599537 JWST image ... 1 CLEAR;GR700XD\n", "87599537 JWST spectrum ... 2 CLEAR;GR700XD\n", "87599537 JWST image ... 1 CLEAR;GR700XD\n", "87599537 JWST image ... 1 CLEAR;GR700XD\n", "87599499 JWST image ... 2 CLEAR;GR700XD" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "products" ] }, { "cell_type": "markdown", "id": "9a115fee", "metadata": {}, "source": [ "## Filter the Data Products\n", "\n", "\n", "If there are a subset of products of interest (or, a set of products you would like to exclude) there are a number of ways to do that. The cell below applies a filter to select only calibration level 2 and 3 spectral products classified as `SCIENCE` plus the `INFO` files that define product associations; it also excludes guide-star products. See the full set of [Products Field Descriptions](https://mast.stsci.edu/api/v0/_productsfields.html) for the all queryable fields." ] }, { "cell_type": "code", "execution_count": 14, "id": "1cbf1fd7", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:32.067754Z", "iopub.status.busy": "2024-07-10T22:32:32.067575Z", "iopub.status.idle": "2024-07-10T22:32:32.072739Z", "shell.execute_reply": "2024-07-10T22:32:32.072317Z" } }, "outputs": [], "source": [ "# Retrieve level 2 and 3 SCIENCE and INFO products of type spectrum.\n", "filtered_products = Observations.filter_products(products,\n", " productType=['SCIENCE', 'INFO'],\n", " dataproduct_type='spectrum',\n", " calib_level=[2, 3],\n", " )" ] }, { "cell_type": "markdown", "id": "9191079a", "metadata": {}, "source": [ "Display selected columns of the filtered products, if you like." ] }, { "cell_type": "code", "execution_count": 15, "id": "8877fa35", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:32.074713Z", "iopub.status.busy": "2024-07-10T22:32:32.074542Z", "iopub.status.idle": "2024-07-10T22:32:32.082720Z", "shell.execute_reply": "2024-07-10T22:32:32.082278Z" } }, "outputs": [ { "data": { "text/html": [ "
Table length=136\n", "
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descriptiondataURIcalib_levelsizeproposal_id
str64str81int64int64str4
source/target (L3) : association generatormast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00002_asn.json218981091
source/target (L3) : association generatormast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00003_asn.json218981091
source/target (L3) : association generatormast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00004_asn.json218981091
source/target (L3) : association generatormast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00005_asn.json218981091
source/target (L3) : association generatormast:JWST/product/jw01091-o002_20240628t140307_tso-spec2_00006_asn.json218981091
source/target (L3) : association generatormast:JWST/product/jw01091-o002_20240628t140307_tso3_00002_asn.json347771091
target (L3) : spectroscopic white-light curvemast:JWST/product/jw01091-o002_t001_niriss_clear-gr700xd-substrip256_whtlt.ecsv3966601091
exposure/target (L2b/L3): 1D extracted spectrum per integrationmast:JWST/product/jw01091-o002_t001_niriss_clear-gr700xd-substrip256_x1dints.fits37761484801091
exposure (L2b): 3D calibrated exposuremast:JWST/product/jw01091002001_03101_00001-seg001_nis_calints.fits224244646401091
...............
exposure (L2b): 3D calibrated exposuremast:JWST/product/jw02734002001_04101_00001-seg002_nis_calints.fits212919968002734
exposure (L2c): 3D Calibrated data per integrationmast:JWST/product/jw02734002001_04101_00001-seg002_nis_o002_crfints.fits212919968002734
exposure (L2a): 2D count rate averaged over integrationsmast:JWST/product/jw02734002001_04101_00001-seg002_nis_rate.fits2105465602734
exposure (L2a): 3D countrate per integrationmast:JWST/product/jw02734002001_04101_00001-seg002_nis_rateints.fits210486368002734
exposure/target (L2b/L3): 1D extracted spectrum per integrationmast:JWST/product/jw02734002001_04101_00001-seg002_nis_x1dints.fits2886464002734
exposure (L2b): 3D calibrated exposuremast:JWST/product/jw02734002001_04101_00001-seg003_nis_calints.fits210403481602734
exposure (L2c): 3D Calibrated data per integrationmast:JWST/product/jw02734002001_04101_00001-seg003_nis_o002_crfints.fits210403481602734
exposure (L2a): 2D count rate averaged over integrationsmast:JWST/product/jw02734002001_04101_00001-seg003_nis_rate.fits2105465602734
exposure (L2a): 3D countrate per integrationmast:JWST/product/jw02734002001_04101_00001-seg003_nis_rateints.fits28389296002734
exposure/target (L2b/L3): 1D extracted spectrum per integrationmast:JWST/product/jw02734002001_04101_00001-seg003_nis_x1dints.fits2709286402734
" ], "text/plain": [ "\n", " description ... proposal_id\n", " str64 ... str4 \n", "--------------------------------------------------------------- ... -----------\n", " source/target (L3) : association generator ... 1091\n", " source/target (L3) : association generator ... 1091\n", " source/target (L3) : association generator ... 1091\n", " source/target (L3) : association generator ... 1091\n", " source/target (L3) : association generator ... 1091\n", " source/target (L3) : association generator ... 1091\n", " target (L3) : spectroscopic white-light curve ... 1091\n", "exposure/target (L2b/L3): 1D extracted spectrum per integration ... 1091\n", " exposure (L2b): 3D calibrated exposure ... 1091\n", " ... ... ...\n", " exposure (L2b): 3D calibrated exposure ... 2734\n", " exposure (L2c): 3D Calibrated data per integration ... 2734\n", " exposure (L2a): 2D count rate averaged over integrations ... 2734\n", " exposure (L2a): 3D countrate per integration ... 2734\n", "exposure/target (L2b/L3): 1D extracted spectrum per integration ... 2734\n", " exposure (L2b): 3D calibrated exposure ... 2734\n", " exposure (L2c): 3D Calibrated data per integration ... 2734\n", " exposure (L2a): 2D count rate averaged over integrations ... 2734\n", " exposure (L2a): 3D countrate per integration ... 2734\n", "exposure/target (L2b/L3): 1D extracted spectrum per integration ... 2734" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "filtered_products['description','dataURI', 'calib_level', 'size', 'proposal_id']" ] }, { "cell_type": "markdown", "id": "7b6ec36e", "metadata": {}, "source": [ "\n", "## Download the Data Products\n", "\n", "We'll go over your options for data downloads in the sections below. Note that for public data, you will not need to login.\n", "\n", "\n", "### Optional: MAST Login\n", "\n", "If you intend to retrieve data that are protected by an Exclusive Access Period (EAP), you will need to be both *authorized* and *authenticated*. You can authenticate by presenting a valid [Auth.MAST](https://auth.mast.stsci.edu/info) token with the login function. (See [MAST User Accounts](https://outerspace.stsci.edu/display/MASTDOCS/MAST+User+Accounts) for more information about whether you need to login.) \n", "\n", "**This step is unnecessary if you are only retrieving public data.**\n", "\n", "
\n", "\n", "\n", " If you have arrived at this point, wish to retrieve EAP products, and have not establihed a token, you need to do the following:\n", "
    \n", "
  • Create a token here: Auth.MAST\n", "
  • Cut/paste the token string in response to the prompt that will appear when downloading the script.
  • \n", "
\n", " Defining the token string as an environment variable will not work for an already-running notebook.\n", "
\n", "
" ] }, { "cell_type": "code", "execution_count": 16, "id": "8a71b61a", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:32.084695Z", "iopub.status.busy": "2024-07-10T22:32:32.084420Z", "iopub.status.idle": "2024-07-10T22:32:32.086941Z", "shell.execute_reply": "2024-07-10T22:32:32.086405Z" } }, "outputs": [], "source": [ "# Observations.login()" ] }, { "cell_type": "markdown", "id": "142cc506", "metadata": {}, "source": [ "\n", "### Retrieve FIles\n", "\n", "Now let's fetch the products. The example below shows how to retrieve a bash script (rather than direct file download) to retreive our entire list at once. Scripts are a much better choice if the number or size of files in the download manifest is large (more than 100 files or 10GB)." ] }, { "cell_type": "code", "execution_count": 17, "id": "4c3ed577", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:32.089046Z", "iopub.status.busy": "2024-07-10T22:32:32.088725Z", "iopub.status.idle": "2024-07-10T22:32:32.718356Z", "shell.execute_reply": "2024-07-10T22:32:32.717827Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading URL https://mast.stsci.edu/api/v0.1/Download/bundle.sh to ./mastDownload_20240710223232.sh ..." ] }, { "name": "stdout", "output_type": "stream", "text": [ " [Done]\n" ] } ], "source": [ "# Downloading via a bash script.\n", "\n", "manifest = Observations.download_products(filtered_products,\n", " curl_flag=True\n", " )" ] }, { "cell_type": "markdown", "id": "c6b1a3a2", "metadata": {}, "source": [ "In the interest of time (and not crashing our servers), we will download one small product from our list above. Let's download a reasonably sized (~10MB) file. The file we choose is raw spectral data, so additional extraction would be needed for scientific analysis." ] }, { "cell_type": "code", "execution_count": 18, "id": "8b229451", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:32.720811Z", "iopub.status.busy": "2024-07-10T22:32:32.720344Z", "iopub.status.idle": "2024-07-10T22:32:33.953529Z", "shell.execute_reply": "2024-07-10T22:32:33.953037Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading URL https://mast.stsci.edu/api/v0.1/Download/file?uri=mast:JWST/product/jw02734001001_04101_00001-seg004_nis_rate.fits to /home/runner/work/mast_notebooks/mast_notebooks/notebooks/JWST/SI_keyword_exoplanet_search/jw02734001001_04101_00001-seg004_nis_rate.fits ..." ] }, { "name": "stdout", "output_type": "stream", "text": [ " [Done]\n" ] } ], "source": [ "# We are fixing the file for reproducability\n", "Observations.download_file(\"mast:JWST/product/jw02734001001_04101_00001-seg004_nis_rate.fits\");" ] }, { "cell_type": "markdown", "id": "f25a5b7f", "metadata": {}, "source": [ "Let's actually visualize the raw data from which you can extract the spectrum:" ] }, { "cell_type": "code", "execution_count": 19, "id": "36355f48", "metadata": { "execution": { "iopub.execute_input": "2024-07-10T22:32:33.955727Z", "iopub.status.busy": "2024-07-10T22:32:33.955550Z", "iopub.status.idle": "2024-07-10T22:32:34.117165Z", "shell.execute_reply": "2024-07-10T22:32:34.116576Z" } }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Read in the \"SCI\" data from the fits file\n", "sci = fits.getdata(\"jw02734001001_04101_00001-seg004_nis_rate.fits\", 1)\n", "\n", "plt.figure(figsize=(15, 10))\n", "plt.imshow(sci);" ] }, { "cell_type": "markdown", "id": "b99f1d42", "metadata": {}, "source": [ "We are, in effect, seeing the cleaned [spectrum on the detector](https://jwst-docs.stsci.edu/jwst-near-infrared-imager-and-slitless-spectrograph/niriss-observing-modes/niriss-single-object-slitless-spectroscopy#NIRISSSingleObjectSlitlessSpectroscopy-SOSSsubarrays); if you adjust the scaling you might be able to see the spectrum of order three in the lower left corner. " ] }, { "cell_type": "markdown", "id": "4bbd8b7f", "metadata": {}, "source": [ "\n", "# Additional Resources\n", "\n", "The links below take you to documentation that you might find useful when constructing queries.\n", "\n", "* [astropy](https://docs.astropy.org/en/stable/index.html) documentation\n", "* [astroquery.mast](https://astroquery.readthedocs.io/en/latest/mast/mast.html) documentation for querying MAST\n", "* [Field Descriptions for JWST Instrument Keywords](https://mast.stsci.edu/api/v0/_jwst_inst_keywd.html)\n", "* [Queryable fields](https://mast.stsci.edu/api/v0/_c_a_o_mfields.html) in the MAST/CAOM database" ] }, { "cell_type": "markdown", "id": "88295faf", "metadata": {}, "source": [ "## About this notebook\n", "\n", "This notebook was developed by Archive Sciences Branch staff: chiefly Dick Shaw, with additional editing from Jenny Medina and Thomas Dutkiewicz. \n", "\n", "For support, please contact the Archive HelpDesk at archive@stsci.edu, or through the [JWST HelpDesk Portal](https://jwsthelp.stsci.edu). \n", "\n", "**Last updated:** May 2023\n", "\n", "\"Space" ] } ], "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": "3.11.9" } }, "nbformat": 4, "nbformat_minor": 5 }