From 2e0e5cba41dcd5e0bbf28a4f2d2521455d6e4988 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Fri, 9 Jan 2026 22:10:10 +0000 Subject: [PATCH 01/44] cutout updates --- .../103_4_Small_Image_Cutout.ipynb | 26 ++++++++++++------- 1 file changed, 16 insertions(+), 10 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index cd98dae3..c56c06f1 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -702,12 +702,18 @@ " session=get_pyvo_auth())\n", "\n", "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", - "Radius = 0.01 * u.deg\n", + "Radius = 0.01 #* u.deg\n", + "\n", + "#sq4.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", + "# spherePoint.getDec().asDegrees() * u.deg,\n", + "# Radius)\n", "\n", - "sq4.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", - " spherePoint.getDec().asDegrees() * u.deg,\n", + "# units are also not needed here, seems to default to degrees\n", + "sq4.circle = (target_ra,# * u.deg,\n", + " target_dec,# * u.deg,\n", " Radius)\n", "\n", + "\n", "cutout_bytes = sq4.execute_stream().read()\n", "sq4.raise_if_error()\n" ] @@ -727,8 +733,8 @@ "metadata": {}, "outputs": [], "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n" + "#mem = MemFileManager(len(cutout_bytes))\n", + "#mem.setData(cutout_bytes, len(cutout_bytes))\n" ] }, { @@ -764,11 +770,11 @@ "metadata": {}, "outputs": [], "source": [ - "hdul = fits.open(io.BytesIO(data))\n", - "hdul.info()\n", + "#hdul = fits.open(io.BytesIO(data))\n", + "#hdul.info()\n", "\n", - "image_hdu = hdul[1]\n", - "image_data = image_hdu.data\n" + "#image_hdu = hdul[1]\n", + "#image_data = image_hdu.data\n" ] }, { @@ -786,7 +792,7 @@ "metadata": {}, "outputs": [], "source": [ - "image = afwImage.ImageF(image_data.astype(\"float32\"))\n" + "image = afwImage.ImageF(mem) #image_data.astype(\"float32\"))\n" ] }, { From 20d1e7be432251902bb79ce012f3529aa987538e Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Mon, 12 Jan 2026 20:19:47 +0000 Subject: [PATCH 02/44] cutout updates --- .../103_4_Small_Image_Cutout.ipynb | 263 +++++++++++------- 1 file changed, 162 insertions(+), 101 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index c56c06f1..aae5e99c 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -101,7 +101,7 @@ "\n", "import lsst.afw.display as afwDisplay\n", "import lsst.afw.image as afwImage\n", - "from lsst.afw.image import ExposureF\n", + "from lsst.afw.image import ExposureF, ImageF, MaskedImageF\n", "from lsst.afw.fits import MemFileManager\n", "\n", "\n", @@ -328,9 +328,9 @@ "id": "d945e191-7ee4-458a-bb0f-fb00cd219e30", "metadata": {}, "source": [ - "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates two types of cutout services: `cutout-sync` which, by default, returns just the image extension of the LSST imaging; `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type. This section will demonstrate the use of `cutout-sync-exposure` and Section 4 below will demonstrate the other. \n", + "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates three types of cutout services: `cutout-sync` which, by default, returns just the image extension of the LSST imaging; `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type, and `cutout-sync-mask` which returns the mask extension. This section will demonstrate the use of the default cutout service, `cutout-sync`, and Section 4 below will demonstrate the other two. \n", "\n", - "To use the cutout service in this example, the IVOA procedure `cutout-sync-exposure` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." + "To use the cutout service in this example, the IVOA procedure `cutout-sync` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." ] }, { @@ -354,7 +354,9 @@ "\n", "### 3.1. Define cutout center and edge\n", "\n", - "Only two shape definitions are supported: a circle function, and a polygon function can be used to define the cutout dimensions. These shape definitions do not produce circle or polygon cutouts, but rather are methods for defining the edges of cutouts with 4 sides. In the case of circle, the resulting cutout is always a square, with edge size that is the same as the circle diameter. In the case of a polygon, either a square or a rectangular cutout will result, depending on whether the length and width edge dimensions are different values. Only cutouts with 4 corners and 90 degree angles are supported. " + "Only two shape definitions are supported: a circle function, and a polygon function can be used to define the cutout dimensions. These shape definitions do not produce circle or polygon cutouts, but rather are methods for defining the edges of cutouts with 4 sides. In the case of circle, the resulting cutout is always a square, with edge size that is the same as the circle diameter. In the case of a polygon, either a square or a rectangular cutout will result, depending on whether the length and width edge dimensions are different values. Only cutouts with 4 corners and 90 degree angles are supported. \n", + "\n", + "`.circle` defaults to assuming the units are degrees; this notebook demonstrates its use when specifying the units with astropy." ] }, { @@ -364,11 +366,12 @@ "metadata": {}, "outputs": [], "source": [ - "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", + "cutout_ra = target_ra * u.deg\n", + "cutout_dec = target_dec * u.deg\n", + "\n", "Radius = 0.01 * u.deg\n", - "sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", - " spherePoint.getDec().asDegrees() * u.deg,\n", - " Radius)" + "\n", + "sq.circle = (cutout_ra, cutout_dec, Radius)" ] }, { @@ -390,9 +393,10 @@ "source": [ "cutout_bytes = sq.execute_stream().read()\n", "sq.raise_if_error()\n", + "\n", "mem = MemFileManager(len(cutout_bytes))\n", "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "exposure = ExposureF(mem)\n" + "image = ImageF(mem)" ] }, { @@ -412,7 +416,7 @@ "source": [ "display = afwDisplay.Display()\n", "display.scale('asinh', 'zscale')\n", - "display.image(exposure.image)\n", + "display.image(image)\n", "plt.show()" ] }, @@ -450,10 +454,10 @@ "# with open(sodaCutout, 'bw') as f:\n", "# f.write(sq.execute_stream().read())\n", "\n", - "# cutout = ExposureF(sodaCutout)\n", + "# cutout = ImageF(sodaCutout)\n", "# display = afwDisplay.Display()\n", "# display.scale('asinh', 'zscale')\n", - "# display.image(cutout.image)\n", + "# display.image(cutout)\n", "# plt.show()" ] }, @@ -463,23 +467,7 @@ "metadata": {}, "source": [ "Future planned options for the Rubin cutout service, including the potential to retrieve other image formats such as jpeg, are listed at the Rubin Science Platform image cutout implementation strategy document.\n", - "\n", - "**Note:** `ExposureF` contains multiple Header-Data Units (HDUs) with extensive exposure metadata. To reduce file size, one option is to save only the image, mask, and variance planes, along with the WCS recorded in the Primary HDU. This can be done by writing `exposure.maskedImage`-a three-plane object containing the image, mask, and variance-into a FITS file using `writeFitsImage`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "de03af16-26d1-4268-998b-43f33bb35a67", - "metadata": {}, - "outputs": [], - "source": [ - "# fits.info(sodaCutout)\n", - "\n", - "# sodaCutout_small = os.path.join(tempdir, 'cutout-circle_small.fits')\n", - "# afwDisplay.writeFitsImage(sodaCutout_small,\n", - "# exposure.maskedImage,\n", - "# wcs=exposure.wcs)" + "\n" ] }, { @@ -506,26 +494,26 @@ "outputs": [], "source": [ "sqp = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=get_pyvo_auth())\n", "\n", "ra_edge = 0.02 * u.deg\n", "de_edge = 0.005 * u.deg\n", "\n", - "sqp.polygon = (spherePoint.getRa().asDegrees() * u.deg - ra_edge,\n", - " spherePoint.getDec().asDegrees() * u.deg - de_edge,\n", - " spherePoint.getRa().asDegrees() * u.deg - ra_edge,\n", - " spherePoint.getDec().asDegrees() * u.deg + de_edge,\n", - " spherePoint.getRa().asDegrees() * u.deg + ra_edge,\n", - " spherePoint.getDec().asDegrees() * u.deg + de_edge,\n", - " spherePoint.getRa().asDegrees() * u.deg + ra_edge,\n", - " spherePoint.getDec().asDegrees() * u.deg - de_edge)\n", + "sqp.polygon = (cutout_ra - ra_edge,\n", + " cutout_dec - de_edge,\n", + " cutout_ra - ra_edge,\n", + " cutout_dec + de_edge,\n", + " cutout_ra + ra_edge,\n", + " cutout_dec + de_edge,\n", + " cutout_ra + ra_edge,\n", + " cutout_dec - de_edge)\n", "\n", "cutout_bytes = sqp.execute_stream().read()\n", "sqp.raise_if_error()\n", "mem = MemFileManager(len(cutout_bytes))\n", "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "polygon = ExposureF(mem)" + "polygon = ImageF(mem)" ] }, { @@ -537,7 +525,7 @@ "source": [ "display = afwDisplay.Display()\n", "display.scale('asinh', 'zscale')\n", - "display.mtv(polygon.image)\n", + "display.mtv(polygon)\n", "plt.show()" ] }, @@ -569,24 +557,24 @@ "outputs": [], "source": [ "sq2 = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=get_pyvo_auth())\n", "\n", "edge1 = Radius\n", "edge2 = Radius\n", "\n", - "sq2.polygon = (spherePoint.getRa().asDegrees() * u.deg - edge1,\n", - " spherePoint.getDec().asDegrees() * u.deg - edge2,\n", - " spherePoint.getRa().asDegrees() * u.deg - edge1,\n", - " spherePoint.getDec().asDegrees() * u.deg + edge2,\n", - " spherePoint.getRa().asDegrees() * u.deg + edge1,\n", - " spherePoint.getDec().asDegrees() * u.deg + edge2)\n", + "sq2.polygon = (cutout_ra - edge1,\n", + " cutout_dec - edge2,\n", + " cutout_ra - edge1,\n", + " cutout_dec + edge2,\n", + " cutout_ra + edge1,\n", + " cutout_dec + edge2)\n", "\n", "cutout_bytes = sq2.execute_stream().read()\n", "sq2.raise_if_error()\n", "mem = MemFileManager(len(cutout_bytes))\n", "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "exposure2 = ExposureF(mem)" + "polygon2 = ImageF(mem)" ] }, { @@ -604,27 +592,28 @@ "metadata": {}, "outputs": [], "source": [ + "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", "a = Angle(spherePoint.getDec().asDegrees(), u.deg)\n", "cosd = np.cos(a.radian)\n", "\n", "sq3 = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=get_pyvo_auth())\n", "\n", - "sq3.polygon = (spherePoint.getRa().asDegrees() * u.deg - edge1/cosd,\n", - " spherePoint.getDec().asDegrees() * u.deg - edge2,\n", - " spherePoint.getRa().asDegrees() * u.deg - edge1/cosd,\n", - " spherePoint.getDec().asDegrees() * u.deg + edge2,\n", - " spherePoint.getRa().asDegrees() * u.deg + edge1/cosd,\n", - " spherePoint.getDec().asDegrees() * u.deg + edge2,\n", - " spherePoint.getRa().asDegrees() * u.deg + edge1/cosd,\n", - " spherePoint.getDec().asDegrees() * u.deg - edge2)\n", + "sq3.polygon = (cutout_ra - edge1/cosd,\n", + " cutout_dec - edge2,\n", + " cutout_ra - edge1/cosd,\n", + " cutout_dec + edge2,\n", + " cutout_ra + edge1/cosd,\n", + " cutout_dec + edge2,\n", + " cutout_ra + edge1/cosd,\n", + " cutout_dec - edge2)\n", "\n", "cutout_bytes = sq3.execute_stream().read()\n", "sq3.raise_if_error()\n", "mem = MemFileManager(len(cutout_bytes))\n", "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "exposure3 = ExposureF(mem)" + "polygon3 = ImageF(mem)" ] }, { @@ -647,17 +636,17 @@ "plt.sca(ax[0])\n", "display1 = afwDisplay.Display(frame=fig)\n", "display1.scale('linear', 'zscale')\n", - "display1.mtv(exposure.image, title='Cutout defined with circle')\n", + "display1.mtv(image, title='Cutout defined with circle')\n", "\n", "plt.sca(ax[1])\n", "display2 = afwDisplay.Display(frame=fig)\n", "display2.scale('linear', 'zscale')\n", - "display2.mtv(exposure2.image, title='Cutout defined with polygon')\n", + "display2.mtv(polygon2, title='Cutout defined with polygon')\n", "\n", "plt.sca(ax[2])\n", "display3 = afwDisplay.Display(frame=fig)\n", "display3.scale('linear', 'zscale')\n", - "display3.mtv(exposure3.image, title='Polygon including cos(dec)')\n", + "display3.mtv(polygon3, title='Polygon including cos(dec)')\n", "plt.tight_layout()\n", "plt.show()" ] @@ -683,11 +672,20 @@ "id": "99e75a7a-348e-409e-88f6-871b68a4e9dc", "metadata": {}, "source": [ - "## 4. Single extension image cutouts\n", + "## 4. Other image cutout types\n", "\n", - "As mentioned in Section 3, there are three types of cutout services: `cutout-sync-exposure` to return an `ExposureF` type image with all LSST image extensions (demonstrated above); `cutout-sync` which returns just the image extension. The latter will be demonstrated below.\n", + "As mentioned in Section 3, there are three types of cutout services. Demonstrated above is the default `cutout-sync` which returns just the image extension. The cells below demonstrate both the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions (Section 4.1) and the `cutout-sync-mask` service that returns an `MaskedImageF` type containing the LSST image mask (Section 4.2). \n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "a9c8f2cf-f3ca-49af-979e-ee6e8195e034", + "metadata": {}, + "source": [ + "### 4.1 ExposureF cutouts\n", "\n", - "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync`. Call this soda query `sq4` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" + "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" ] }, { @@ -697,25 +695,16 @@ "metadata": {}, "outputs": [], "source": [ - "sq4 = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", - "Radius = 0.01 #* u.deg\n", - "\n", - "#sq4.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", - "# spherePoint.getDec().asDegrees() * u.deg,\n", - "# Radius)\n", + "del mem\n", "\n", - "# units are also not needed here, seems to default to degrees\n", - "sq4.circle = (target_ra,# * u.deg,\n", - " target_dec,# * u.deg,\n", - " Radius)\n", + "sqE = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " session=get_pyvo_auth())\n", "\n", + "sqE.circle = (cutout_ra, cutout_dec, Radius)\n", "\n", - "cutout_bytes = sq4.execute_stream().read()\n", - "sq4.raise_if_error()\n" + "cutout_bytes = sqE.execute_stream().read()\n", + "sqE.raise_if_error()\n" ] }, { @@ -733,86 +722,158 @@ "metadata": {}, "outputs": [], "source": [ - "#mem = MemFileManager(len(cutout_bytes))\n", - "#mem.setData(cutout_bytes, len(cutout_bytes))\n" + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n" + ] + }, + { + "cell_type": "markdown", + "id": "c0eea8e5-ae86-456d-9d67-798557a4a707", + "metadata": {}, + "source": [ + "To enable image display, first store the bytes from `mem` as an LSST `ExposureF` object. The image extension can then be accessed using the `.image` method." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "78e1c658-916c-4a73-8c0b-a50d281f4764", + "metadata": {}, + "outputs": [], + "source": [ + "exposure = ExposureF(mem)\n" ] }, { "cell_type": "markdown", - "id": "2ae72a88-8002-46b5-8eee-164a2c903314", + "id": "6a19e7cd-4096-44b9-832f-baa6b6c40482", "metadata": {}, "source": [ - "Use the `getData` method from the `MemFileManager` class to return and store the bytes associated with the cutout. " + "Display the image cutout." ] }, { "cell_type": "code", "execution_count": null, - "id": "ed3f7908-a256-42f5-939f-61f38645c7ca", + "id": "1aa9009a-b493-41ea-bc3c-e0c79adef913", "metadata": {}, "outputs": [], "source": [ - "data = mem.getData()" + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.image(exposure.image)\n", + "plt.show()" ] }, { "cell_type": "markdown", - "id": "441a49fb-42be-4f37-853e-141419f1da14", + "id": "ceec7aac-0d64-4397-99df-4450e0098f91", "metadata": {}, "source": [ - "Use the astropy.io fits package to access the bytes and store in an HDUList object. Then, the image extension `image_hdu`, and pixel values `image_data` (a numpy array) can be accessed similar to opening a fits file. " + "Option to save the entire ExposureF to a fitsfile. " ] }, { "cell_type": "code", "execution_count": null, - "id": "d23a0397-6500-4e36-b956-7917ed6a7173", + "id": "68c12665-780f-4c47-a16f-e5fd81bc5b77", "metadata": {}, "outputs": [], "source": [ - "#hdul = fits.open(io.BytesIO(data))\n", - "#hdul.info()\n", + "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", + "# if not os.path.exists(tempdir):\n", + "# os.makedirs(tempdir)\n", + "# print('Created ', tempdir)\n", + "# else:\n", + "# print('Directory already existed: ', tempdir)\n", "\n", - "#image_hdu = hdul[1]\n", - "#image_data = image_hdu.data\n" + "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", + "# with open(sodaCutout, 'bw') as f:\n", + "# f.write(sq.execute_stream().read())" ] }, { "cell_type": "markdown", - "id": "c0eea8e5-ae86-456d-9d67-798557a4a707", + "id": "1d11f7ee-260e-4f52-87fb-e55db25d5d53", "metadata": {}, "source": [ - "To enable image display, first store `image_data` as an LSST `ImageF` object." + "**Note:** `ExposureF` contains multiple Header-Data Units (HDUs) with extensive exposure metadata. To reduce file size, one option is to save only the image, mask, and variance planes, along with the WCS recorded in the Primary HDU. This can be done by writing `exposure.maskedImage`-a three-plane object containing the image, mask, and variance-into a FITS file using `writeFitsImage`." ] }, { "cell_type": "code", "execution_count": null, - "id": "78e1c658-916c-4a73-8c0b-a50d281f4764", + "id": "7b0a245e-3fce-4b35-9ed8-69763b7f1dac", "metadata": {}, "outputs": [], "source": [ - "image = afwImage.ImageF(mem) #image_data.astype(\"float32\"))\n" + "# fits.info(sodaCutout)\n", + "\n", + "# sodaCutout_small = os.path.join(tempdir, 'cutout-circle_small.fits')\n", + "# afwDisplay.writeFitsImage(sodaCutout_small,\n", + "# exposure.maskedImage,\n", + "# wcs=exposure.wcs)" ] }, { "cell_type": "markdown", - "id": "6a19e7cd-4096-44b9-832f-baa6b6c40482", + "id": "1fcde65c-8ba1-4ffc-9501-08c01e331e81", "metadata": {}, "source": [ - "Display the image cutout." + "### 4.1 Mask cutouts\n", + "\n", + "Again, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-maskedimage` service. The returned Call this soda query `sqM` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" ] }, { "cell_type": "code", "execution_count": null, - "id": "1aa9009a-b493-41ea-bc3c-e0c79adef913", + "id": "0d86fbef-65fe-44d2-bed4-4b6b4ad3a8d9", "metadata": {}, "outputs": [], "source": [ + "#del mem\n", + "\n", + "sqM = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-maskedimage\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sqM.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sqM.execute_stream().read()\n", + "sqM.raise_if_error()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6e9b2366-7051-4766-83a9-2e8e6a6c6b4b", + "metadata": {}, + "outputs": [], + "source": [ + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n" + ] + }, + { + "cell_type": "markdown", + "id": "ee886dbe-b264-400d-a7c4-68fa659c739e", + "metadata": {}, + "source": [ + "To enable image display, first store the bytes from `mem` as an LSST `MaskedImageF` object. In addition to the mask, it also contains the image and variance extensions, which can then be accessed using the `.image` or `.variance` attribute." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "178a5016-7490-4410-bda6-8e1885cc03a6", + "metadata": {}, + "outputs": [], + "source": [ + "mask = MaskedImageF(mem)\n", "display = afwDisplay.Display()\n", "display.scale('asinh', 'zscale')\n", - "display.image(image)\n", + "display.image(mask)\n", "plt.show()" ] }, From 1f227bea1545de56e88c6264b08056daa1cbe1d7 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Mon, 12 Jan 2026 20:28:38 +0000 Subject: [PATCH 03/44] cutout updates --- .../103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index aae5e99c..2941f9ef 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -481,7 +481,7 @@ "\n", "POLYGON=12 34 14 34 14 36 12 36\n", "\n", - "Since the center of the cutout is already defined in RA and Dec in the cells above (`spherePoint`), this example will define each x,y set as RA+/-edge and Dec+/-edge.\n", + "Since the center of the cutout is already defined in unit degrees in the cells above, this example will define each x,y set as RA+/-edge and Dec+/-edge.\n", "\n", "> **Warning:** Visit images are rotated, and although it is the \"Declination edge\" that is defined to be smaller, that corresponds to the x-axis when the cutout is displayed below, due to image rotation." ] From 868be96585834efd6c37223c2978757c47722f34 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 13 Jan 2026 00:23:33 +0000 Subject: [PATCH 04/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 33 +++++++++++++++++-- 1 file changed, 30 insertions(+), 3 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index 2941f9ef..b75b9426 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -341,7 +341,7 @@ "outputs": [], "source": [ "sq = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=get_pyvo_auth())" ] }, @@ -381,7 +381,27 @@ "source": [ "### 3.2. Retrieve the cutout\n", "\n", - "The recommended method is to recieve the cutout into memory in the `ExposureF` format." + "The recommended method is to receive the cutout into memory in the `ImageF` format." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6cd941c5-7e03-4c1b-a327-03f5ebc578f1", + "metadata": {}, + "outputs": [], + "source": [ + "\n", + "cutout_bytes = sq.execute_stream().read()\n", + "sq.raise_if_error()\n", + "\n", + "hdul = fits.open(io.BytesIO(cutout_bytes))\n", + "hdul.info()\n", + "hdul[1].header\n", + "#image_hdu = hdul[1]\n", + "#print(hdul[0].data)\n", + "#image_data = image_hdu.data\n", + "#print(image_hdu.data)" ] }, { @@ -391,12 +411,19 @@ "metadata": {}, "outputs": [], "source": [ + "from lsst.afw.image import DecoratedImageF\n", + "from lsst.afw.geom import SkyWcs\n", + "#from lsst.daf.persistence import MemFileManager\n", + "\n", + "\n", "cutout_bytes = sq.execute_stream().read()\n", "sq.raise_if_error()\n", "\n", "mem = MemFileManager(len(cutout_bytes))\n", "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "image = ImageF(mem)" + "image = ExposureF.readFits(mem)\n", + "\n", + "xx = image.getMetadata()" ] }, { From b240b8e9440ac3fb761187afa23b25feb205acdc Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 13 Jan 2026 19:14:51 +0000 Subject: [PATCH 05/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 99 +++++++++++++++---- 1 file changed, 81 insertions(+), 18 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index b75b9426..e741a2c5 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -379,9 +379,10 @@ "id": "30640af4-a75c-4132-8f2e-692fcf9694eb", "metadata": {}, "source": [ - "### 3.2. Retrieve the cutout\n", + "### 3.2. Retrieve the cutout with astropy\n", "\n", - "The recommended method is to receive the cutout into memory in the `ImageF` format." + "The format of the default cutout is a 2-extension fits: the primary HDU (extension 0) has the headers describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data ctaonine\n", + "\n" ] }, { @@ -391,39 +392,101 @@ "metadata": {}, "outputs": [], "source": [ - "\n", "cutout_bytes = sq.execute_stream().read()\n", "sq.raise_if_error()\n", "\n", - "hdul = fits.open(io.BytesIO(cutout_bytes))\n", + "hdul = fits.open(io.BytesIO(cutout_bytes))\n" + ] + }, + { + "cell_type": "markdown", + "id": "87c5e852-f42c-403f-b357-130a69b2b2e5", + "metadata": {}, + "source": [ + "Explore the extensions" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "00b1efae-7b59-422b-9708-1036120c4d8d", + "metadata": {}, + "outputs": [], + "source": [ "hdul.info()\n", - "hdul[1].header\n", - "#image_hdu = hdul[1]\n", - "#print(hdul[0].data)\n", + "primary_hdu = hdul[0]\n", + "image_hdu = hdul[1]\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", + "metadata": {}, + "outputs": [], + "source": [ + "# option to print primary HDU header (very long). data is empty\n", + "#print(hdul[0].header)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "27361386-c8c3-4205-b112-6058d96d3377", + "metadata": {}, + "outputs": [], + "source": [ "#image_data = image_hdu.data\n", - "#print(image_hdu.data)" + "#print(image_hdu.data)\n", + "\n", + "print(image_hdu.header)" + ] + }, + { + "cell_type": "markdown", + "id": "88be8f44-3226-4fda-97eb-ea0b272a88ec", + "metadata": {}, + "source": [ + "Demonstrate plot the cutout using astropy with WCS info included." ] }, { "cell_type": "code", "execution_count": null, - "id": "2e7173c4-5030-4420-b215-e275534cb083", + "id": "0b755176-ce5f-4238-9cd9-4798a0dfe133", "metadata": {}, "outputs": [], "source": [ - "from lsst.afw.image import DecoratedImageF\n", - "from lsst.afw.geom import SkyWcs\n", - "#from lsst.daf.persistence import MemFileManager\n", + "import matplotlib.pyplot as plt\n", + "from astropy.wcs import WCS\n", "\n", + "wcs = WCS(image_hdu.header)\n", + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111, projection=wcs)\n", "\n", - "cutout_bytes = sq.execute_stream().read()\n", - "sq.raise_if_error()\n", + "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" + ] + }, + { + "cell_type": "markdown", + "id": "9be31876-1afa-4610-aaec-cc3497ad6930", + "metadata": {}, + "source": [ + "### 3.3 Retrieve the cutout with LSST\n", "\n", + "The cutout can be read into memory in the LSST pipelines `ImageF` format, but does not include the WCS information." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2e7173c4-5030-4420-b215-e275534cb083", + "metadata": {}, + "outputs": [], + "source": [ "mem = MemFileManager(len(cutout_bytes))\n", "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "image = ExposureF.readFits(mem)\n", - "\n", - "xx = image.getMetadata()" + "image = ImageF(mem)" ] }, { @@ -431,7 +494,7 @@ "id": "324be87a-337b-4db7-b57d-842f14614613", "metadata": {}, "source": [ - "Display the image extension of the `ExposureF` cutout." + "Display the `ImageF` cutout." ] }, { From 5a63deb34dff6f72fe5312240a93f1f41829f171 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 13 Jan 2026 19:56:13 +0000 Subject: [PATCH 06/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 21 ++++++++++++++----- 1 file changed, 16 insertions(+), 5 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index e741a2c5..e879f805 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -436,10 +436,11 @@ "metadata": {}, "outputs": [], "source": [ + "# option to print the \n", "#image_data = image_hdu.data\n", "#print(image_hdu.data)\n", "\n", - "print(image_hdu.header)" + "#print(image_hdu.header)" ] }, { @@ -461,12 +462,22 @@ "from astropy.wcs import WCS\n", "\n", "wcs = WCS(image_hdu.header)\n", - "fig = plt.figure(figsize=(8, 6))\n", - "ax = fig.add_subplot(111, projection=wcs)\n", + "fig = plt.figure(figsize=(6, 6))\n", "\n", + "ax = fig.add_subplot(111, projection=wcs)\n", "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "28eca147-61db-48ce-ad94-9066567246af", + "metadata": {}, + "outputs": [], + "source": [ + "> **Figure 1:** The cutout image, displayed in sky coordinateas using astropy in grayscale with a scale bar at right.\n" + ] + }, { "cell_type": "markdown", "id": "9be31876-1afa-4610-aaec-cc3497ad6930", @@ -515,7 +526,7 @@ "id": "458a4d25-ca95-4f92-b76e-986b7a03b320", "metadata": {}, "source": [ - "> **Figure 1:** The cutout image, displayed in grayscale with a scale bar at right.\n", + "> **Figure 2:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", "\n", "#### 3.2.1. Option to save cutout to disk\n", "\n", @@ -523,7 +534,7 @@ "\n", "The cutouts saved to disk with the following commands will be stored in a temporary folder in the user's home directory.\n", "\n", - "After saving the cutout as a FITS file, read it in as an `ExposureF` and display it." + "After saving the cutout as a FITS file, read it in as an `ImageF` and display it." ] }, { From 8a939e1905ee22d3d9a4bd665de87287e4096b25 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 13 Jan 2026 20:05:36 +0000 Subject: [PATCH 07/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 39 +++++++++++-------- 1 file changed, 23 insertions(+), 16 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index e879f805..7b41e8ce 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -104,7 +104,6 @@ "from lsst.afw.image import ExposureF, ImageF, MaskedImageF\n", "from lsst.afw.fits import MemFileManager\n", "\n", - "\n", "from lsst.rsp.utils import get_pyvo_auth\n", "from lsst.rsp.service import get_siav2_service\n", "\n", @@ -115,7 +114,7 @@ "from astropy import units as u\n", "from astropy.coordinates import Angle\n", "from astropy.time import Time\n", - "\n", + "from astropy.wcs import WCS\n", "from astropy.io import fits\n", "import io\n" ] @@ -381,7 +380,7 @@ "source": [ "### 3.2. Retrieve the cutout with astropy\n", "\n", - "The format of the default cutout is a 2-extension fits: the primary HDU (extension 0) has the headers describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data ctaonine\n", + "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n", "\n" ] }, @@ -403,7 +402,7 @@ "id": "87c5e852-f42c-403f-b357-130a69b2b2e5", "metadata": {}, "source": [ - "Explore the extensions" + "Explore the format of the returned HDU extensions. There are two HDUs, where the second one labeled Image (extension 1) contains the image pixels and WCS header." ] }, { @@ -436,7 +435,7 @@ "metadata": {}, "outputs": [], "source": [ - "# option to print the \n", + "# option to print the header for the image extension\n", "#image_data = image_hdu.data\n", "#print(image_hdu.data)\n", "\n", @@ -458,9 +457,6 @@ "metadata": {}, "outputs": [], "source": [ - "import matplotlib.pyplot as plt\n", - "from astropy.wcs import WCS\n", - "\n", "wcs = WCS(image_hdu.header)\n", "fig = plt.figure(figsize=(6, 6))\n", "\n", @@ -469,13 +465,19 @@ ] }, { - "cell_type": "code", - "execution_count": null, - "id": "28eca147-61db-48ce-ad94-9066567246af", - "metadata": {}, - "outputs": [], + "cell_type": "markdown", + "id": "ca5f197f-24a9-4440-8c8e-9f3398ebea26", + "metadata": { + "execution": { + "iopub.execute_input": "2026-01-13T19:56:44.392687Z", + "iopub.status.busy": "2026-01-13T19:56:44.392329Z", + "iopub.status.idle": "2026-01-13T19:56:44.396918Z", + "shell.execute_reply": "2026-01-13T19:56:44.395598Z", + "shell.execute_reply.started": "2026-01-13T19:56:44.392670Z" + } + }, "source": [ - "> **Figure 1:** The cutout image, displayed in sky coordinateas using astropy in grayscale with a scale bar at right.\n" + "> **Figure 1:** The cutout image, displayed in sky coordinateas using astropy.\n" ] }, { @@ -635,7 +637,7 @@ "id": "c83e5413-2edf-41fd-8542-b622ba8324b0", "metadata": {}, "source": [ - "> **Figure 2:** A rectangular polygon cutout from a rotated `visit_image`." + "> **Figure 3:** A rectangular polygon cutout from a rotated `visit_image`." ] }, { @@ -757,7 +759,7 @@ "id": "dfc8a459-e168-40ab-81a5-1148e7536455", "metadata": {}, "source": [ - "> **Figure 3:** A comparison of a cutout generated with the circle function (same as Figure 1; left panel) with a cutout defined using the `polygon` functionality defined using the same edge size (middle panel). The right panel uses `polygon` but accounts for the $cos({\\rm dec})$ term, to replicate the same cutout that was made using circle." + "> **Figure 4:** A comparison of a cutout generated with the circle function (same as Figure 1; left panel) with a cutout defined using the `polygon` functionality defined using the same edge size (middle panel). The right panel uses `polygon` but accounts for the $cos({\\rm dec})$ term, to replicate the same cutout that was made using circle." ] }, { @@ -871,6 +873,9 @@ "id": "ceec7aac-0d64-4397-99df-4450e0098f91", "metadata": {}, "source": [ + "> **Figure 5:** The cutout image retrieved in ExposureF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", + "\n", + "\n", "Option to save the entire ExposureF to a fitsfile. " ] }, @@ -988,6 +993,8 @@ "id": "acbe9638-e7b7-4229-8301-3f57eb0b0c5b", "metadata": {}, "source": [ + "> **Figure 6:** The cutout image retrieved in MaskedImageF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right. Mask is plotted on top of the image pixels in colors. \n", + "\n", "## 5. Exercise for the learner\n", "\n", "Reproduce the cutout below, whose center is (ra, dec) = 59.1, -48.8 with 0.06 degrees on a side.\n", From 4a51ef801c9b30d14748a700701f4c5e64e120b9 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 13 Jan 2026 20:13:22 +0000 Subject: [PATCH 08/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 10 +++------- 1 file changed, 3 insertions(+), 7 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index 7b41e8ce..a90dae9c 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -447,7 +447,7 @@ "id": "88be8f44-3226-4fda-97eb-ea0b272a88ec", "metadata": {}, "source": [ - "Demonstrate plot the cutout using astropy with WCS info included." + "Plot the cutout using astropy tools, with WCS info from the image header used to plot in sky coordinates." ] }, { @@ -458,8 +458,8 @@ "outputs": [], "source": [ "wcs = WCS(image_hdu.header)\n", - "fig = plt.figure(figsize=(6, 6))\n", "\n", + "fig = plt.figure(figsize=(6, 6))\n", "ax = fig.add_subplot(111, projection=wcs)\n", "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" ] @@ -477,7 +477,7 @@ } }, "source": [ - "> **Figure 1:** The cutout image, displayed in sky coordinateas using astropy.\n" + "> **Figure 1:** The cutout image, displayed in sky coordinates using astropy.\n" ] }, { @@ -798,8 +798,6 @@ "metadata": {}, "outputs": [], "source": [ - "del mem\n", - "\n", "sqE = SodaQuery.from_resource(dl_result,\n", " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", " session=get_pyvo_auth())\n", @@ -938,8 +936,6 @@ "metadata": {}, "outputs": [], "source": [ - "#del mem\n", - "\n", "sqM = SodaQuery.from_resource(dl_result,\n", " dl_result.get_adhocservice_by_id(\"cutout-sync-maskedimage\"),\n", " session=get_pyvo_auth())\n", From 550e9f7c54dd9f3132bed6a7c127455eb59859a9 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 13 Jan 2026 21:40:51 +0000 Subject: [PATCH 09/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 97 ++++++++++++++----- 1 file changed, 74 insertions(+), 23 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index a90dae9c..2a9b1ce6 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -327,7 +327,7 @@ "id": "d945e191-7ee4-458a-bb0f-fb00cd219e30", "metadata": {}, "source": [ - "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates three types of cutout services: `cutout-sync` which, by default, returns just the image extension of the LSST imaging; `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type, and `cutout-sync-mask` which returns the mask extension. This section will demonstrate the use of the default cutout service, `cutout-sync`, and Section 4 below will demonstrate the other two. \n", + "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates three types of cutout services: `cutout-sync` which, by default, returns just the image extension of the LSST imaging; `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type, and `cutout-sync-mask` which returns the mask extension with the science and variance images (`MaskedImageF` data type). This section will demonstrate the use of the default cutout service, `cutout-sync`, and Section 4 below will demonstrate the other two. \n", "\n", "To use the cutout service in this example, the IVOA procedure `cutout-sync` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." ] @@ -370,7 +370,10 @@ "\n", "Radius = 0.01 * u.deg\n", "\n", - "sq.circle = (cutout_ra, cutout_dec, Radius)" + "sq.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sq.execute_stream().read()\n", + "sq.raise_if_error()" ] }, { @@ -391,9 +394,6 @@ "metadata": {}, "outputs": [], "source": [ - "cutout_bytes = sq.execute_stream().read()\n", - "sq.raise_if_error()\n", - "\n", "hdul = fits.open(io.BytesIO(cutout_bytes))\n" ] }, @@ -418,28 +418,22 @@ ] }, { - "cell_type": "code", - "execution_count": null, - "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", + "cell_type": "markdown", + "id": "a5a6be22-ebe9-4fab-ac3a-cecd2126994b", "metadata": {}, - "outputs": [], "source": [ - "# option to print primary HDU header (very long). data is empty\n", - "#print(hdul[0].header)\n" + "Below, store the headers with optional print (in particular the primary header is very long)." ] }, { "cell_type": "code", "execution_count": null, - "id": "27361386-c8c3-4205-b112-6058d96d3377", + "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", "metadata": {}, "outputs": [], "source": [ - "# option to print the header for the image extension\n", - "#image_data = image_hdu.data\n", - "#print(image_hdu.data)\n", - "\n", - "#print(image_hdu.header)" + "primary_header = hdul[0].header\n", + "image_header = hdul[1].header\n" ] }, { @@ -457,7 +451,7 @@ "metadata": {}, "outputs": [], "source": [ - "wcs = WCS(image_hdu.header)\n", + "wcs = WCS(image_header)\n", "\n", "fig = plt.figure(figsize=(6, 6))\n", "ax = fig.add_subplot(111, projection=wcs)\n", @@ -485,7 +479,7 @@ "id": "9be31876-1afa-4610-aaec-cc3497ad6930", "metadata": {}, "source": [ - "### 3.3 Retrieve the cutout with LSST\n", + "### 3.3. Retrieve the cutout with LSST\n", "\n", "The cutout can be read into memory in the LSST pipelines `ImageF` format, but does not include the WCS information." ] @@ -530,7 +524,7 @@ "source": [ "> **Figure 2:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", "\n", - "#### 3.2.1. Option to save cutout to disk\n", + "#### 3.3.1. Option to save cutout to disk\n", "\n", "The cutout can be saved to disk as a FITS file with the `f.write()` function.\n", "\n", @@ -578,7 +572,7 @@ "id": "a1af5867-6da1-40f0-99ce-703938338ce4", "metadata": {}, "source": [ - "### 3.3. Use polygon to define shape\n", + "### 3.4. Use polygon to define shape\n", "\n", "It is also possible to define the cutout geometry using a polygon, which enables the cutout to be rectangular, but not necessarily be square. For this, use `polygon`, which takes as input the four corners in celestial coordinates. A minimum of 3 vertices are required (the line from the last vertex back to the first is implicit) Vertices must be ordered in the counter-clockwise direction. For example: a polygon is defined as a set of 4 (x,y) coordinates from (12,34) to (14,34) to (14,36) to (12,36) and (implicitly) back to (12,34) as:\n", "\n", @@ -645,7 +639,7 @@ "id": "9041e6f0-e9bc-46df-a9b8-ad0c61deb6bb", "metadata": {}, "source": [ - "### 3.4. Correcting for cos(d)\n", + "### 3.5. Correcting for cos(d)\n", "\n", "There is an important difference to note between the circle and polygon shape definitions. The angular distance on the sky that defines the circular cutout size already accounts for the difference in angular distance in the RA direction is smaller by a factor of cos(declination), where declination is in units radians. The difference increases with higher declination. However, the polygon definition does not automatically account for this cosine factor. Thus, circle and polygon cutout definitions using the same cutout edge length will not match size in the RA direction. The 2 cells below demonstrate how to make this correction to the polygon cutout definition to create symmetric cutouts with polygon. Here, reset the edge sizes to be the same as `Radius` from the circle definition above.\n", "\n", @@ -919,12 +913,69 @@ "# wcs=exposure.wcs)" ] }, + { + "cell_type": "markdown", + "id": "6daa6bf2-4e4d-46de-92df-a350c2edd67d", + "metadata": {}, + "source": [ + "### 4.2 Computation time\n", + "\n", + "Below, check the time difference between retrieving the default cutout (the slimmer image extension only), vs the full ExposureF image content and metadata.\n", + "\n", + "Weirdly these are not that different..." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "75a430e1-0394-4b57-be28-11c4d38a0976", + "metadata": {}, + "outputs": [], + "source": [ + "%%time\n", + "\n", + "sqE = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sqE.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sqE.execute_stream().read()\n", + "sqE.raise_if_error()\n", + "\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "\n", + "exposure = ExposureF(mem)\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "87b8a98b-09cb-43fc-a053-21107077d310", + "metadata": {}, + "outputs": [], + "source": [ + "%%time\n", + "sq = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sq.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sq.execute_stream().read()\n", + "sq.raise_if_error()\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "image = ImageF(mem)" + ] + }, { "cell_type": "markdown", "id": "1fcde65c-8ba1-4ffc-9501-08c01e331e81", "metadata": {}, "source": [ - "### 4.1 Mask cutouts\n", + "### 4.3 Mask cutouts\n", "\n", "Again, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-maskedimage` service. The returned Call this soda query `sqM` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" ] From a902a55a7365010a72e2be382581284530cec352 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 15 Jan 2026 16:41:58 +0000 Subject: [PATCH 10/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 8 ++++++-- 1 file changed, 6 insertions(+), 2 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index 2a9b1ce6..a752ae30 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -383,6 +383,8 @@ "source": [ "### 3.2. Retrieve the cutout with astropy\n", "\n", + "Move this to be the secondary. with LSST should be first \n", + "\n", "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n", "\n" ] @@ -782,7 +784,9 @@ "source": [ "### 4.1 ExposureF cutouts\n", "\n", - "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" + "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n", + "\n", + "Somewhere show how to get WCS\n" ] }, { @@ -922,7 +926,7 @@ "\n", "Below, check the time difference between retrieving the default cutout (the slimmer image extension only), vs the full ExposureF image content and metadata.\n", "\n", - "Weirdly these are not that different..." + "Weirdly these are not that different... take this out and don't say anything about time." ] }, { From e24e9a5ef4b222dac7977f1e9c4f17c8b10a15ba Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 15 Jan 2026 16:50:00 +0000 Subject: [PATCH 11/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 263 +++++++----------- 1 file changed, 101 insertions(+), 162 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index a752ae30..219f462c 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -22,7 +22,7 @@ "Data Release: DP1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2025-12-16
\n", + "Last verified to run: 2026-01-15
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, @@ -378,195 +378,194 @@ }, { "cell_type": "markdown", - "id": "30640af4-a75c-4132-8f2e-692fcf9694eb", + "id": "9be31876-1afa-4610-aaec-cc3497ad6930", "metadata": {}, "source": [ - "### 3.2. Retrieve the cutout with astropy\n", - "\n", - "Move this to be the secondary. with LSST should be first \n", + "### 3.2. Retrieve the cutout with LSST\n", "\n", - "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n", - "\n" + "The cutout can be read into memory in the LSST pipelines `ImageF` format, but does not include the WCS information." ] }, { "cell_type": "code", "execution_count": null, - "id": "6cd941c5-7e03-4c1b-a327-03f5ebc578f1", + "id": "2e7173c4-5030-4420-b215-e275534cb083", "metadata": {}, "outputs": [], "source": [ - "hdul = fits.open(io.BytesIO(cutout_bytes))\n" + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "image = ImageF(mem)" ] }, { "cell_type": "markdown", - "id": "87c5e852-f42c-403f-b357-130a69b2b2e5", + "id": "324be87a-337b-4db7-b57d-842f14614613", "metadata": {}, "source": [ - "Explore the format of the returned HDU extensions. There are two HDUs, where the second one labeled Image (extension 1) contains the image pixels and WCS header." + "Display the `ImageF` cutout." ] }, { "cell_type": "code", "execution_count": null, - "id": "00b1efae-7b59-422b-9708-1036120c4d8d", + "id": "dda20882-a6c3-44ad-9f99-5cb730dd8392", "metadata": {}, "outputs": [], "source": [ - "hdul.info()\n", - "primary_hdu = hdul[0]\n", - "image_hdu = hdul[1]\n" + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.image(image)\n", + "plt.show()" ] }, { "cell_type": "markdown", - "id": "a5a6be22-ebe9-4fab-ac3a-cecd2126994b", + "id": "458a4d25-ca95-4f92-b76e-986b7a03b320", "metadata": {}, "source": [ - "Below, store the headers with optional print (in particular the primary header is very long)." + "> **Figure 1:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", + "\n", + "#### 3.2.1. Option to save cutout to disk\n", + "\n", + "The cutout can be saved to disk as a FITS file with the `f.write()` function.\n", + "\n", + "The cutouts saved to disk with the following commands will be stored in a temporary folder in the user's home directory.\n", + "\n", + "After saving the cutout as a FITS file, read it in as an `ImageF` and display it." ] }, { "cell_type": "code", "execution_count": null, - "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", + "id": "a928ffaf-7cbd-41b5-8ea8-ee0f71172878", "metadata": {}, "outputs": [], "source": [ - "primary_header = hdul[0].header\n", - "image_header = hdul[1].header\n" + "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", + "# if not os.path.exists(tempdir):\n", + "# os.makedirs(tempdir)\n", + "# print('Created ', tempdir)\n", + "# else:\n", + "# print('Directory already existed: ', tempdir)\n", + "\n", + "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", + "# with open(sodaCutout, 'bw') as f:\n", + "# f.write(sq.execute_stream().read())\n", + "\n", + "# cutout = ImageF(sodaCutout)\n", + "# display = afwDisplay.Display()\n", + "# display.scale('asinh', 'zscale')\n", + "# display.image(cutout)\n", + "# plt.show()" ] }, { "cell_type": "markdown", - "id": "88be8f44-3226-4fda-97eb-ea0b272a88ec", + "id": "48c472a9-b2d1-4a61-a606-9da1aa38dea8", "metadata": {}, "source": [ - "Plot the cutout using astropy tools, with WCS info from the image header used to plot in sky coordinates." + "Future planned options for the Rubin cutout service, including the potential to retrieve other image formats such as jpeg, are listed at the Rubin Science Platform image cutout implementation strategy document.\n", + "\n" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "0b755176-ce5f-4238-9cd9-4798a0dfe133", + "cell_type": "markdown", + "id": "30640af4-a75c-4132-8f2e-692fcf9694eb", "metadata": {}, - "outputs": [], "source": [ - "wcs = WCS(image_header)\n", + "### 3.3. Retrieve the cutout with astropy\n", "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs)\n", - "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" + "Move this to be the secondary. with LSST should be first \n", + "\n", + "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n" ] }, { - "cell_type": "markdown", - "id": "ca5f197f-24a9-4440-8c8e-9f3398ebea26", - "metadata": { - "execution": { - "iopub.execute_input": "2026-01-13T19:56:44.392687Z", - "iopub.status.busy": "2026-01-13T19:56:44.392329Z", - "iopub.status.idle": "2026-01-13T19:56:44.396918Z", - "shell.execute_reply": "2026-01-13T19:56:44.395598Z", - "shell.execute_reply.started": "2026-01-13T19:56:44.392670Z" - } - }, + "cell_type": "code", + "execution_count": null, + "id": "6cd941c5-7e03-4c1b-a327-03f5ebc578f1", + "metadata": {}, + "outputs": [], "source": [ - "> **Figure 1:** The cutout image, displayed in sky coordinates using astropy.\n" + "hdul = fits.open(io.BytesIO(cutout_bytes))\n" ] }, { "cell_type": "markdown", - "id": "9be31876-1afa-4610-aaec-cc3497ad6930", + "id": "87c5e852-f42c-403f-b357-130a69b2b2e5", "metadata": {}, "source": [ - "### 3.3. Retrieve the cutout with LSST\n", - "\n", - "The cutout can be read into memory in the LSST pipelines `ImageF` format, but does not include the WCS information." + "Explore the format of the returned HDU extensions. There are two HDUs, where the second one labeled Image (extension 1) contains the image pixels and WCS header." ] }, { "cell_type": "code", "execution_count": null, - "id": "2e7173c4-5030-4420-b215-e275534cb083", + "id": "00b1efae-7b59-422b-9708-1036120c4d8d", "metadata": {}, "outputs": [], "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "image = ImageF(mem)" + "hdul.info()\n", + "primary_hdu = hdul[0]\n", + "image_hdu = hdul[1]\n" ] }, { "cell_type": "markdown", - "id": "324be87a-337b-4db7-b57d-842f14614613", + "id": "a5a6be22-ebe9-4fab-ac3a-cecd2126994b", "metadata": {}, "source": [ - "Display the `ImageF` cutout." + "Below, store the headers with optional print (in particular the primary header is very long)." ] }, { "cell_type": "code", "execution_count": null, - "id": "dda20882-a6c3-44ad-9f99-5cb730dd8392", + "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", "metadata": {}, "outputs": [], "source": [ - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.image(image)\n", - "plt.show()" + "primary_header = hdul[0].header\n", + "image_header = hdul[1].header\n" ] }, { "cell_type": "markdown", - "id": "458a4d25-ca95-4f92-b76e-986b7a03b320", + "id": "88be8f44-3226-4fda-97eb-ea0b272a88ec", "metadata": {}, "source": [ - "> **Figure 2:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", - "\n", - "#### 3.3.1. Option to save cutout to disk\n", - "\n", - "The cutout can be saved to disk as a FITS file with the `f.write()` function.\n", - "\n", - "The cutouts saved to disk with the following commands will be stored in a temporary folder in the user's home directory.\n", - "\n", - "After saving the cutout as a FITS file, read it in as an `ImageF` and display it." + "Plot the cutout using astropy tools, with WCS info from the image header used to plot in sky coordinates." ] }, { "cell_type": "code", "execution_count": null, - "id": "a928ffaf-7cbd-41b5-8ea8-ee0f71172878", + "id": "0b755176-ce5f-4238-9cd9-4798a0dfe133", "metadata": {}, "outputs": [], "source": [ - "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", - "# if not os.path.exists(tempdir):\n", - "# os.makedirs(tempdir)\n", - "# print('Created ', tempdir)\n", - "# else:\n", - "# print('Directory already existed: ', tempdir)\n", - "\n", - "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", - "# with open(sodaCutout, 'bw') as f:\n", - "# f.write(sq.execute_stream().read())\n", + "wcs = WCS(image_header)\n", "\n", - "# cutout = ImageF(sodaCutout)\n", - "# display = afwDisplay.Display()\n", - "# display.scale('asinh', 'zscale')\n", - "# display.image(cutout)\n", - "# plt.show()" + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs)\n", + "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" ] }, { "cell_type": "markdown", - "id": "48c472a9-b2d1-4a61-a606-9da1aa38dea8", - "metadata": {}, + "id": "ca5f197f-24a9-4440-8c8e-9f3398ebea26", + "metadata": { + "execution": { + "iopub.execute_input": "2026-01-13T19:56:44.392687Z", + "iopub.status.busy": "2026-01-13T19:56:44.392329Z", + "iopub.status.idle": "2026-01-13T19:56:44.396918Z", + "shell.execute_reply": "2026-01-13T19:56:44.395598Z", + "shell.execute_reply.started": "2026-01-13T19:56:44.392670Z" + } + }, "source": [ - "Future planned options for the Rubin cutout service, including the potential to retrieve other image formats such as jpeg, are listed at the Rubin Science Platform image cutout implementation strategy document.\n", - "\n" + "> **Figure 2:** The cutout image, displayed in sky coordinates using astropy.\n" ] }, { @@ -659,15 +658,12 @@ " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=get_pyvo_auth())\n", "\n", - "edge1 = Radius\n", - "edge2 = Radius\n", - "\n", - "sq2.polygon = (cutout_ra - edge1,\n", - " cutout_dec - edge2,\n", - " cutout_ra - edge1,\n", - " cutout_dec + edge2,\n", - " cutout_ra + edge1,\n", - " cutout_dec + edge2)\n", + "sq2.polygon = (cutout_ra - Radius,\n", + " cutout_dec - Radius,\n", + " cutout_ra - Radius,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius,\n", + " cutout_dec + Radius)\n", "\n", "cutout_bytes = sq2.execute_stream().read()\n", "sq2.raise_if_error()\n", @@ -699,14 +695,14 @@ " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=get_pyvo_auth())\n", "\n", - "sq3.polygon = (cutout_ra - edge1/cosd,\n", - " cutout_dec - edge2,\n", - " cutout_ra - edge1/cosd,\n", - " cutout_dec + edge2,\n", - " cutout_ra + edge1/cosd,\n", - " cutout_dec + edge2,\n", - " cutout_ra + edge1/cosd,\n", - " cutout_dec - edge2)\n", + "sq3.polygon = (cutout_ra - Radius/cosd,\n", + " cutout_dec - Radius,\n", + " cutout_ra - Radius/cosd,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius/cosd,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius/cosd,\n", + " cutout_dec - Radius)\n", "\n", "cutout_bytes = sq3.execute_stream().read()\n", "sq3.raise_if_error()\n", @@ -917,69 +913,12 @@ "# wcs=exposure.wcs)" ] }, - { - "cell_type": "markdown", - "id": "6daa6bf2-4e4d-46de-92df-a350c2edd67d", - "metadata": {}, - "source": [ - "### 4.2 Computation time\n", - "\n", - "Below, check the time difference between retrieving the default cutout (the slimmer image extension only), vs the full ExposureF image content and metadata.\n", - "\n", - "Weirdly these are not that different... take this out and don't say anything about time." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "75a430e1-0394-4b57-be28-11c4d38a0976", - "metadata": {}, - "outputs": [], - "source": [ - "%%time\n", - "\n", - "sqE = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "sqE.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - "cutout_bytes = sqE.execute_stream().read()\n", - "sqE.raise_if_error()\n", - "\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "\n", - "exposure = ExposureF(mem)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "87b8a98b-09cb-43fc-a053-21107077d310", - "metadata": {}, - "outputs": [], - "source": [ - "%%time\n", - "sq = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "sq.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - "cutout_bytes = sq.execute_stream().read()\n", - "sq.raise_if_error()\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "image = ImageF(mem)" - ] - }, { "cell_type": "markdown", "id": "1fcde65c-8ba1-4ffc-9501-08c01e331e81", "metadata": {}, "source": [ - "### 4.3 Mask cutouts\n", + "### 4.2 Mask cutouts\n", "\n", "Again, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-maskedimage` service. The returned Call this soda query `sqM` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" ] From 8e6b6099fb11236ef0e05141785bb212ca4382d1 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 15 Jan 2026 19:10:24 +0000 Subject: [PATCH 12/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 26 +++++++++++++++---- 1 file changed, 21 insertions(+), 5 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index 219f462c..dfe86b2f 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -100,7 +100,6 @@ "import matplotlib.pyplot as plt\n", "\n", "import lsst.afw.display as afwDisplay\n", - "import lsst.afw.image as afwImage\n", "from lsst.afw.image import ExposureF, ImageF, MaskedImageF\n", "from lsst.afw.fits import MemFileManager\n", "\n", @@ -476,8 +475,6 @@ "source": [ "### 3.3. Retrieve the cutout with astropy\n", "\n", - "Move this to be the secondary. with LSST should be first \n", - "\n", "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n" ] }, @@ -516,7 +513,7 @@ "id": "a5a6be22-ebe9-4fab-ac3a-cecd2126994b", "metadata": {}, "source": [ - "Below, store the headers with optional print (in particular the primary header is very long)." + "Below, store the headers to allow the option to print (note that the primary header is very long)." ] }, { @@ -549,7 +546,7 @@ "\n", "fig = plt.figure(figsize=(6, 6))\n", "ax = fig.add_subplot(111, projection=wcs)\n", - "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" + "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" ] }, { @@ -839,6 +836,25 @@ "exposure = ExposureF(mem)\n" ] }, + { + "cell_type": "markdown", + "id": "19815771-fabd-44b1-b359-c1a2f99fcb04", + "metadata": {}, + "source": [ + "The WCS information can be obtained using the getWcs method. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d0d058d6-1cad-4ca4-866b-841baba94220", + "metadata": {}, + "outputs": [], + "source": [ + "exposureWCS = WCS(exposure.getWcs().getFitsMetadata())\n", + "print(exposureWCS)" + ] + }, { "cell_type": "markdown", "id": "6a19e7cd-4096-44b9-832f-baa6b6c40482", From 6aa3afbec6f36192c53a672afebeac400f28dabb Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 15 Jan 2026 19:11:17 +0000 Subject: [PATCH 13/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 4 +--- 1 file changed, 1 insertion(+), 3 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index dfe86b2f..de077219 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -777,9 +777,7 @@ "source": [ "### 4.1 ExposureF cutouts\n", "\n", - "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n", - "\n", - "Somewhere show how to get WCS\n" + "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" ] }, { From 23bfc1fd7287da7c4ef7d1674aa185f402d67a12 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 15 Jan 2026 19:16:46 +0000 Subject: [PATCH 14/44] updating --- .../103_4_Small_Image_Cutout.ipynb | 10 +--------- 1 file changed, 1 insertion(+), 9 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb index de077219..aece252a 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb @@ -552,15 +552,7 @@ { "cell_type": "markdown", "id": "ca5f197f-24a9-4440-8c8e-9f3398ebea26", - "metadata": { - "execution": { - "iopub.execute_input": "2026-01-13T19:56:44.392687Z", - "iopub.status.busy": "2026-01-13T19:56:44.392329Z", - "iopub.status.idle": "2026-01-13T19:56:44.396918Z", - "shell.execute_reply": "2026-01-13T19:56:44.395598Z", - "shell.execute_reply.started": "2026-01-13T19:56:44.392670Z" - } - }, + "metadata": {}, "source": [ "> **Figure 2:** The cutout image, displayed in sky coordinates using astropy.\n" ] From c71d7b4ade044b79b498ab080b9318ab826871a8 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Fri, 16 Jan 2026 22:22:40 +0000 Subject: [PATCH 15/44] new 103.4 is now updated --- .../103_4_Cutout_exposures.ipynb | 818 +++++++++++++ .../103_5_Image_stamps.ipynb | 1028 +++++++++++++++++ 2 files changed, 1846 insertions(+) create mode 100644 DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb create mode 100644 DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb new file mode 100644 index 00000000..37b2ce06 --- /dev/null +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb @@ -0,0 +1,818 @@ +{ + "cells": [ + { + "attachments": { + "d5f03413-ecf1-47ca-8d6d-0185992158c5.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "e0de3506-06ec-4f46-92b3-a6f01753d9fc", + "metadata": {}, + "source": [ + "# 103.4. Cutout Exposures\n", + "\n", + "
\n", + "\n", + "![logo.png](attachment:d5f03413-ecf1-47ca-8d6d-0185992158c5.png)\n", + "\n", + "
\n", + "\n", + "For the Rubin Science Platform at data.lsst.cloud.
\n", + "Data Release: DP1
\n", + "Container Size: large
\n", + "LSST Science Pipelines version: r29.2.0
\n", + "Last verified to run: 2026-01-15
\n", + "Repository: github.com/lsst/tutorial-notebooks
" + ] + }, + { + "cell_type": "markdown", + "id": "9da1a210-d858-42fe-8591-570965b8be1a", + "metadata": {}, + "source": [ + "**Learning objective:** How to use the Rubin image cutout service to make cutout exposures with DP1.\n", + "\n", + "**LSST data products:** `visit_image`\n", + "\n", + "**Packages:** `lsst.rsp.utils`, `pyvo`, `lsst.rsp.service`, `lsst.afw.display`\n", + "\n", + "**Credit:** Originally developed by the Rubin Community Science team.\n", + "Please consider acknowledging them if this notebook is used for the preparation of journal articles, software releases, or other notebooks.\n", + "\n", + "**Get Support:**\n", + "Everyone is encouraged to ask questions or raise issues in the \n", + "Support Category \n", + "of the Rubin Community Forum.\n", + "Rubin staff will respond to all questions posted there." + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "id": "cfc73be0", + "metadata": {}, + "source": [ + "## 1. Introduction\n", + "\n", + "This notebook demonstrates how to use the image cutout service with DP1 images. The cutout service performs image cutouts remotely on the server using a protocol for remote data processing operations provided by the International Virtual Observatory Alliance (IVOA). \n", + "The International Virtual Observatory Alliance (IVOA) co-ordinates the community efforts of astronomical missions and archives to develop and maintain the Virtual Observatory (VO) standards. The VO standards enable interoperability between astronomical archives. \n", + "\n", + "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecssary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", + "\n", + "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transfering the cutout to the user on the Rubin Science Platform.\n", + "\n", + "Further details and information can be found at the IVOA data link documentation, where it says Access Data Services. Rubin-specific documentation for these can also be found in this document describing the RSP DataLink service implementation strategy. \n", + "\n", + "To identify the remote location of the image, use Simple Image Access (SIA; see 100-level tutorial notebook on the SIA service). SIA is a protocol of the International Virtual Observatory Alliance (IVOA). It provides a standardized model for image metadata, and the capability to query and retrieve image datasets. Learn more in the [IVOA SIA documentation](https://www.ivoa.net/documents/SIA/).\n" + ] + }, + { + "cell_type": "markdown", + "id": "72fa86ab-0996-4637-9a99-d94b2084b786", + "metadata": {}, + "source": [ + "**Related tutorials:** Tutorial notebook 103.5 demonstrates how to perform bulk cutouts using the cutout service that returns only the image extension to minimize the data transferred. " + ] + }, + { + "cell_type": "markdown", + "id": "ec4a73af-7f32-46f2-823d-c344c6de6152", + "metadata": {}, + "source": [ + "### 1.1. Import packages\n", + "\n", + "Import common scientific analysis packages `numpy` and `astropy`.\n", + "\n", + "Import LSST Science Pipelines packages for image display `lsst.afw`, and utilities for remote data access `lsst.rsp`.\n", + "\n", + "Import `pyvo` packages for working with the virtual observatory cutout service." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a8cb5fea-ab37-42c0-a9d1-29a16a5a8315", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import lsst.afw.display as afwDisplay\n", + "from lsst.afw.image import ExposureF, MaskedImageF\n", + "from lsst.afw.fits import MemFileManager\n", + "\n", + "from lsst.rsp.utils import get_pyvo_auth\n", + "from lsst.rsp.service import get_siav2_service\n", + "\n", + "import lsst.geom as geom\n", + "\n", + "from pyvo.dal.adhoc import DatalinkResults, SodaQuery\n", + "\n", + "from astropy import units as u\n", + "from astropy.coordinates import Angle\n", + "from astropy.time import Time\n", + "from astropy.wcs import WCS\n" + ] + }, + { + "cell_type": "markdown", + "id": "5c728c77-d967-4843-8328-5a6cf1c9ec2d", + "metadata": {}, + "source": [ + "### 1.2. Define parameters\n", + "\n", + "Set the backend for `afwDisplay` to `matplotlib`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "af5598bd-8d37-4c12-bad5-ce84e5a9002e", + "metadata": {}, + "outputs": [], + "source": [ + "afwDisplay.setDefaultBackend('matplotlib')" + ] + }, + { + "cell_type": "markdown", + "id": "6561dcc9-cb51-4663-af36-55b4a1cad179", + "metadata": {}, + "source": [ + "### 1.3. Initiate the SIA service\n", + "\n", + "SIAv2 is an IVOA standard for querying and retrieving image data from astronomical archives. This is used to retrieve a datalink that uniquely identifies DP1 images (in the format of a web URL identifying where the data is hosted).\n", + "\n", + "Instantiate the SIA service. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8e6d3698-9c21-4647-8355-0c08360f5ea8", + "metadata": {}, + "outputs": [], + "source": [ + "service = get_siav2_service(\"dp1\")\n", + "assert service is not None" + ] + }, + { + "cell_type": "markdown", + "id": "3d4d9571-2f48-440e-9c40-90f14f6eac8c", + "metadata": {}, + "source": [ + "## 2. Find the visit image\n", + "\n", + "The cutout services needs the `access_url` for the image from which a cutout is desired.\n", + "The SIA or TAP services can be used to find the desired image and retrieve its `access_url`.\n", + "\n", + "For this example, make an r-band (effective wavelength 622.1 nm) cutout centered on a set of coordinates in the ECDFS field,\n", + "for a visit image that was obtained between MJD 60623.256 and 60623.259.\n", + "\n", + "Define the coordinates right ascension (`target_ra`) and declination (`target_dec`) in degrees.\n", + "Define the band and the start and end times." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6ff8d0e0-ca0d-484b-b3db-de99235c81c4", + "metadata": {}, + "outputs": [], + "source": [ + "target_ra = 53.1246023\n", + "target_dec = -27.7404715\n", + "eff_wl = 622.1e-09\n", + "time1 = Time(60623.256, format=\"mjd\", scale=\"tai\")\n", + "time2 = Time(60623.259, format=\"mjd\", scale=\"tai\")" + ] + }, + { + "cell_type": "markdown", + "id": "a70872e5-de11-460c-b514-cbe7d908f0e3", + "metadata": {}, + "source": [ + "### 2.1. Query for images with SIA" + ] + }, + { + "cell_type": "markdown", + "id": "258e5719-c116-4696-b916-ae598b64d866", + "metadata": {}, + "source": [ + "It is recommended to tightly constrain image queries, so that they return only the image data products needed for a given scientific analysis.\n", + "\n", + "Define the search position as a 0.05 degree circle, centered on the target." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "41389a0c-20f5-4706-81c1-33f88ed3ab39", + "metadata": {}, + "outputs": [], + "source": [ + "circle = (target_ra, target_dec, 0.05)" + ] + }, + { + "cell_type": "markdown", + "id": "08b71293-d3ab-49ca-9a95-2566488eec33", + "metadata": {}, + "source": [ + "This query will return 1 `visit_image` (by design)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f597b4e1-f377-46fd-83cd-2ee6ae5e45bc", + "metadata": {}, + "outputs": [], + "source": [ + "results = service.search(pos=circle, calib_level=2,\n", + " dpsubtype='lsst.visit_image',\n", + " band=eff_wl, time=(time1, time2))\n", + "print(len(results))" + ] + }, + { + "cell_type": "markdown", + "id": "8f62bb47-7a7c-49cd-969a-6d60b5488abe", + "metadata": {}, + "source": [ + "Display the results as an Astropy table." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ef4601bd-0936-4a32-b3d9-14a26fe99218", + "metadata": {}, + "outputs": [], + "source": [ + "results.to_table()" + ] + }, + { + "cell_type": "markdown", + "id": "5ddf1d6c-7acb-4467-8a32-4659bd45ab5b", + "metadata": {}, + "source": [ + "In the table, the `access_url` contains the web URL datalink for the image. This datalink will be needed to generate the image cutout." + ] + }, + { + "cell_type": "markdown", + "id": "dfaf8f74-aae7-425c-85b0-8ae00d627da1", + "metadata": {}, + "source": [ + "### 2.2. Query for images with TAP\n", + "\n", + "It is also possible to get the `access_url` from the `ObsCore` table in the TAP service.\n", + "\n", + "An example TAP query using this method that retrieves the `access_url` is:\n", + "\n", + "```\n", + "SELECT dataproduct_type,dataproduct_subtype,calib_level,lsst_band,em_min,em_max,lsst_tract,lsst_patch,\n", + " lsst_filter,lsst_visit,lsst_detector,t_exptime,t_min,t_max,s_ra,s_dec,s_fov,obs_id,\n", + " obs_collection,o_ucd,facility_name,instrument_name,obs_title,s_region,access_url,\n", + " access_format \n", + "FROM ivoa.ObsCore \n", + "WHERE CONTAINS(POINT('ICRS', 53.1567053, -27.7815854), s_region)=1\n", + " AND obs_collection = 'LSST.DP1' AND calib_level = 2\n", + " AND dataproduct_type = 'image' AND instrument_name = 'LSSTComCam'\n", + " AND dataproduct_subtype = 'lsst.visit_image'\n", + " AND ( t_min <= 60623.259 AND 60623.256 <= t_max )\n", + " AND ( 622e-9 BETWEEN em_min AND em_max )\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "e6b2b449-6978-4918-b8a3-b8ff44c7aa04", + "metadata": {}, + "source": [ + "## 3. Generating an image cutout \n", + "\n", + "First, extract the datalink (access URL) from the first row of the results as `datalink_url`, using the `getdataurl` method. \n", + "\n", + "Next, provide authorization for the current RSP session, since the Rubin DP1 imaging is proprietary. Do this using the `get_pyvo_auth` function.\n", + "\n", + "Finally, create a `DatalinkResults` object to be able to access this URL, which will be stored as `dl_result` and available for approximately 15 minutes, in a format that can be used by the IVOA tools below. The datalink is VOTable document, stored as `dl_result`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "de4db2db-0400-43e4-8f4d-ee8619bab8ff", + "metadata": {}, + "outputs": [], + "source": [ + "datalink_url = results[0].access_url\n", + "dl_result = DatalinkResults.from_result_url(datalink_url,\n", + " session=get_pyvo_auth())\n", + "\n", + "f\"Datalink status: {dl_result.status}. Datalink service url: {datalink_url}\"" + ] + }, + { + "cell_type": "markdown", + "id": "d945e191-7ee4-458a-bb0f-fb00cd219e30", + "metadata": {}, + "source": [ + "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates two types of cutout services: `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type (Section 3), and `cutout-sync-mask` which returns the mask extension with the science and variance images (`MaskedImageF` data type; Section 4). See tutorial notebook 103.5 for a demonstration of how to generate bulk cutouts with the cutout service `cutout-sync`, which minimizes data transfer by just returning the image extension and header of minimal metadata. \n", + "\n", + "To use the cutout service in this example, the IVOA procedure `cutout-sync-exposure` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d27e8e72-b37a-4035-a400-9b8e45c227f1", + "metadata": {}, + "outputs": [], + "source": [ + "sq = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " session=get_pyvo_auth())" + ] + }, + { + "cell_type": "markdown", + "id": "c6fa46da-88c8-4b5e-b86c-4b5878f3badf", + "metadata": {}, + "source": [ + "The variable `sq` now holds the result of the SODA query using the data link (which currently still points the full LSST `visit_image`, at its remote location in the database). The cell below will now demonstrate how to extract a cutout from `sq`. \n", + "\n", + "### 3.1. Define cutout center and edge\n", + "\n", + "Only two shape definitions are supported: a circle function, and a polygon function can be used to define the cutout dimensions. These shape definitions do not produce circle or polygon cutouts, but rather are methods for defining the edges of cutouts with 4 sides. In the case of circle, the resulting cutout is always a square, with edge size that is the same as the circle diameter. In the case of a polygon, either a square or a rectangular cutout will result, depending on whether the length and width edge dimensions are different values. Only cutouts with 4 corners and 90 degree angles are supported. \n", + "\n", + "`.circle` defaults to assuming the units are degrees; this notebook demonstrates its use when specifying the units with astropy." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c155bb03-703c-41a8-a25c-90f387625d53", + "metadata": {}, + "outputs": [], + "source": [ + "cutout_ra = target_ra * u.deg\n", + "cutout_dec = target_dec * u.deg\n", + "\n", + "Radius = 0.01 * u.deg\n", + "\n", + "sq.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sq.execute_stream().read()\n", + "sq.raise_if_error()" + ] + }, + { + "cell_type": "markdown", + "id": "9be31876-1afa-4610-aaec-cc3497ad6930", + "metadata": {}, + "source": [ + "### 3.2. Retrieve the cutout\n", + "\n", + "The cutout should be read into memory in the `ExposureF` format using LSST pipeline tools. To enable image display, first store the bytes from `mem` as an LSST `ExposureF` object. The image extension can then be accessed using the `.image` method. REPEATED BELOW FIX" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2e7173c4-5030-4420-b215-e275534cb083", + "metadata": {}, + "outputs": [], + "source": [ + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "exposure = ExposureF(mem)" + ] + }, + { + "cell_type": "markdown", + "id": "324be87a-337b-4db7-b57d-842f14614613", + "metadata": {}, + "source": [ + "Display the image extension of the `ExposureF` cutout by appending `.image` to the exposure. Similarly, the variance can be displayed appending `.variance`. To display the image and mask together, pass the exposure variable directly to `display.image`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dda20882-a6c3-44ad-9f99-5cb730dd8392", + "metadata": {}, + "outputs": [], + "source": [ + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.image(exposure.image)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "0f761f42-de33-4d1a-a295-ac8540fad991", + "metadata": {}, + "source": [ + "> **Figure 1:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n" + ] + }, + { + "cell_type": "markdown", + "id": "19815771-fabd-44b1-b359-c1a2f99fcb04", + "metadata": {}, + "source": [ + "The WCS information can be obtained using the getWcs method, and converted to an astropy WCS using the WCS function. Optionally display the WCS by uncommenting the last line. Values of specific wcs keywords can be retrieved as, e.g. `exposureWCS['CRPIX2']`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d0d058d6-1cad-4ca4-866b-841baba94220", + "metadata": {}, + "outputs": [], + "source": [ + "exposureWCS = exposure.getWcs().getFitsMetadata()\n", + "astropyWCS = WCS(exposureWCS)\n", + "# print(exposureWCS)" + ] + }, + { + "cell_type": "markdown", + "id": "458a4d25-ca95-4f92-b76e-986b7a03b320", + "metadata": {}, + "source": [ + "\n", + "#### 3.2.1. Option to save cutout to disk\n", + "\n", + "The cutout can be saved to disk as a FITS file with the `f.write()` function. The following commands demonstrate how to save it in a temporary folder in the user's home directory.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a928ffaf-7cbd-41b5-8ea8-ee0f71172878", + "metadata": {}, + "outputs": [], + "source": [ + "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", + "# if not os.path.exists(tempdir):\n", + "# os.makedirs(tempdir)\n", + "# print('Created ', tempdir)\n", + "# else:\n", + "# print('Directory already existed: ', tempdir)\n", + "\n", + "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", + "# with open(sodaCutout, 'bw') as f:\n", + "# f.write(sq.execute_stream().read())\n" + ] + }, + { + "cell_type": "markdown", + "id": "1d11f7ee-260e-4f52-87fb-e55db25d5d53", + "metadata": {}, + "source": [ + "**Note:** `ExposureF` contains multiple Header-Data Units (HDUs) with extensive exposure metadata. To reduce file size, one option is to save only the image, mask, and variance planes, along with the WCS recorded in the Primary HDU. This can be done by writing `exposure.maskedImage`-a three-plane object containing the image, mask, and variance-into a FITS file using `writeFitsImage`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7b0a245e-3fce-4b35-9ed8-69763b7f1dac", + "metadata": {}, + "outputs": [], + "source": [ + "# fits.info(sodaCutout)\n", + "\n", + "# sodaCutout_small = os.path.join(tempdir, 'cutout-circle_small.fits')\n", + "# afwDisplay.writeFitsImage(sodaCutout_small,\n", + "# exposure.maskedImage,\n", + "# wcs=exposure.wcs)" + ] + }, + { + "cell_type": "markdown", + "id": "48c472a9-b2d1-4a61-a606-9da1aa38dea8", + "metadata": {}, + "source": [ + "Future planned options for the Rubin cutout service, including the potential to retrieve other image formats such as jpeg, are listed at the Rubin Science Platform image cutout implementation strategy document.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "a1af5867-6da1-40f0-99ce-703938338ce4", + "metadata": {}, + "source": [ + "### 3.3. Use polygon to define shape\n", + "\n", + "It is also possible to define the cutout geometry using a polygon, which enables the cutout to be rectangular, but not necessarily be square. For this, use `polygon`, which takes as input the four corners in celestial coordinates. A minimum of 3 vertices are required (the line from the last vertex back to the first is implicit) Vertices must be ordered in the counter-clockwise direction. For example: a polygon is defined as a set of 4 (x,y) coordinates from (12,34) to (14,34) to (14,36) to (12,36) and (implicitly) back to (12,34) as:\n", + "\n", + "POLYGON=12 34 14 34 14 36 12 36\n", + "\n", + "Since the center of the cutout is already defined in unit degrees in the cells above, this example will define each x,y set as RA+/-edge and Dec+/-edge.\n", + "\n", + "> **Warning:** Visit images are rotated, and although it is the \"Declination edge\" that is defined to be smaller, that corresponds to the x-axis when the cutout is displayed below, due to image rotation." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b0853f10-4119-420c-8ceb-739cccf0a784", + "metadata": {}, + "outputs": [], + "source": [ + "sqp = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "ra_edge = 0.02 * u.deg\n", + "de_edge = 0.005 * u.deg\n", + "\n", + "sqp.polygon = (cutout_ra - ra_edge,\n", + " cutout_dec - de_edge,\n", + " cutout_ra - ra_edge,\n", + " cutout_dec + de_edge,\n", + " cutout_ra + ra_edge,\n", + " cutout_dec + de_edge,\n", + " cutout_ra + ra_edge,\n", + " cutout_dec - de_edge)\n", + "\n", + "cutout_bytes = sqp.execute_stream().read()\n", + "sqp.raise_if_error()\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "polygon = ExposureF(mem)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4e962caa-df6c-4d6f-bbc1-fbf042243ff4", + "metadata": {}, + "outputs": [], + "source": [ + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.mtv(polygon.image)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c83e5413-2edf-41fd-8542-b622ba8324b0", + "metadata": {}, + "source": [ + "> **Figure 2:** A rectangular polygon cutout from a rotated `visit_image`." + ] + }, + { + "cell_type": "markdown", + "id": "9041e6f0-e9bc-46df-a9b8-ad0c61deb6bb", + "metadata": {}, + "source": [ + "### 3.4. Correcting for cos(d)\n", + "\n", + "There is an important difference to note between the circle and polygon shape definitions. The angular distance on the sky that defines the circular cutout size already accounts for the difference in angular distance in the RA direction is smaller by a factor of cos(declination), where declination is in units radians. The difference increases with higher declination. However, the polygon definition does not automatically account for this cosine factor. Thus, circle and polygon cutout definitions using the same cutout edge length will not match size in the RA direction. The 2 cells below demonstrate how to make this correction to the polygon cutout definition to create symmetric cutouts with polygon. Here, reset the edge sizes to be the same as `Radius` from the circle definition above.\n", + "\n", + "First, generate a polygon cutout without factoring in cos(dec)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "83546313-cf04-43e2-a0ec-0be53589ec5d", + "metadata": {}, + "outputs": [], + "source": [ + "sq2 = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sq2.polygon = (cutout_ra - Radius,\n", + " cutout_dec - Radius,\n", + " cutout_ra - Radius,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius,\n", + " cutout_dec + Radius)\n", + "\n", + "cutout_bytes = sq2.execute_stream().read()\n", + "sq2.raise_if_error()\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "polygon2 = ExposureF(mem)" + ] + }, + { + "cell_type": "markdown", + "id": "a10a50a9-6682-45df-965d-711fcf47dce0", + "metadata": {}, + "source": [ + "Second, generate a polygon cutout and includes the factor of cos(dec), to match the area generated by circle." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "87e269cc-ccb3-4ece-85a9-8d40af11aee6", + "metadata": {}, + "outputs": [], + "source": [ + "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", + "a = Angle(spherePoint.getDec().asDegrees(), u.deg)\n", + "cosd = np.cos(a.radian)\n", + "\n", + "sq3 = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sq3.polygon = (cutout_ra - Radius/cosd,\n", + " cutout_dec - Radius,\n", + " cutout_ra - Radius/cosd,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius/cosd,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius/cosd,\n", + " cutout_dec - Radius)\n", + "\n", + "cutout_bytes = sq3.execute_stream().read()\n", + "sq3.raise_if_error()\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "polygon3 = ExposureF(mem)" + ] + }, + { + "cell_type": "markdown", + "id": "703a85d1-eab8-4001-b7f6-63d81c2bc1d0", + "metadata": {}, + "source": [ + "Plot the three cutouts as a comparison below. Setting `width_ratios` makes sure the y-axes (declination direction) span the same extent in the figure to emphasize that without the cos(dec) factor, the R.A. direction (x-axis) is truncated using polygon relative to circle." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d81121e8-2bf7-44f5-b193-f1acf5064620", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(1, 3, width_ratios=[0.35, 0.3, 0.35], figsize=(10, 14))\n", + "\n", + "plt.sca(ax[0])\n", + "display1 = afwDisplay.Display(frame=fig)\n", + "display1.scale('linear', 'zscale')\n", + "display1.mtv(exposure.image, title='Cutout defined with circle')\n", + "\n", + "plt.sca(ax[1])\n", + "display2 = afwDisplay.Display(frame=fig)\n", + "display2.scale('linear', 'zscale')\n", + "display2.mtv(polygon2.image, title='Cutout defined with polygon')\n", + "\n", + "plt.sca(ax[2])\n", + "display3 = afwDisplay.Display(frame=fig)\n", + "display3.scale('linear', 'zscale')\n", + "display3.mtv(polygon3.image, title='Polygon including cos(dec)')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "dfc8a459-e168-40ab-81a5-1148e7536455", + "metadata": {}, + "source": [ + "> **Figure 3:** A comparison of a cutout generated with the circle function (same as Figure 1; left panel) with a cutout defined using the `polygon` functionality defined using the same edge size (middle panel). The right panel uses `polygon` but accounts for the $cos({\\rm dec})$ term, to replicate the same cutout that was made using circle." + ] + }, + { + "cell_type": "markdown", + "id": "103e5f75-c1b7-479d-bbfd-52d8bd6b0de3", + "metadata": {}, + "source": [ + "The zooniverse package should be used instead of this procedure for citizen science applications. " + ] + }, + { + "cell_type": "markdown", + "id": "99e75a7a-348e-409e-88f6-871b68a4e9dc", + "metadata": {}, + "source": [ + "## 4. Masked image cutouts\n", + "\n", + "As mentioned in Section 3, there are three types of cutout services. Demonstrated above is the default `cutout-sync` which returns just the image extension. The cells above demonstrated the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions. The `cutout-sync-maskedimage` service that returns an `MaskedImageF` type containing the LSST image, variance, and bitmask. \n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "1fcde65c-8ba1-4ffc-9501-08c01e331e81", + "metadata": {}, + "source": [ + "Reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-maskedimage` service. The returned Call this soda query `sqM` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0d86fbef-65fe-44d2-bed4-4b6b4ad3a8d9", + "metadata": {}, + "outputs": [], + "source": [ + "sqM = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-maskedimage\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sqM.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sqM.execute_stream().read()\n", + "sqM.raise_if_error()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6e9b2366-7051-4766-83a9-2e8e6a6c6b4b", + "metadata": {}, + "outputs": [], + "source": [ + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n" + ] + }, + { + "cell_type": "markdown", + "id": "ee886dbe-b264-400d-a7c4-68fa659c739e", + "metadata": {}, + "source": [ + "To enable image display, first store the bytes from `mem` as an LSST `MaskedImageF` object. In addition to the mask, it also contains the image and variance extensions, which can then be accessed using the `.image` or `.variance` attribute." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "178a5016-7490-4410-bda6-8e1885cc03a6", + "metadata": {}, + "outputs": [], + "source": [ + "mask = MaskedImageF(mem)\n", + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.image(mask)\n", + "plt.show()" + ] + }, + { + "attachments": { + "923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "acbe9638-e7b7-4229-8301-3f57eb0b0c5b", + "metadata": {}, + "source": [ + "> **Figure 4:** The cutout image retrieved in MaskedImageF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right. Mask is plotted on top of the image pixels in colors. \n", + "\n", + "## 5. Exercise for the learner\n", + "\n", + "Reproduce the cutout below, whose center is (ra, dec) = 59.1, -48.8 with 0.06 degrees on a side.\n", + "\n", + "
\n", + "\n", + "![img.png](attachment:923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png)\n", + "\n", + "
\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "LSST", + "language": "python", + "name": "lsst" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + }, + "toc-autonumbering": false + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb new file mode 100644 index 00000000..aece252a --- /dev/null +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -0,0 +1,1028 @@ +{ + "cells": [ + { + "attachments": { + "d5f03413-ecf1-47ca-8d6d-0185992158c5.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "e0de3506-06ec-4f46-92b3-a6f01753d9fc", + "metadata": {}, + "source": [ + "# 103.4. Rubin Cutout Service\n", + "\n", + "
\n", + "\n", + "![logo.png](attachment:d5f03413-ecf1-47ca-8d6d-0185992158c5.png)\n", + "\n", + "
\n", + "\n", + "For the Rubin Science Platform at data.lsst.cloud.
\n", + "Data Release: DP1
\n", + "Container Size: large
\n", + "LSST Science Pipelines version: r29.2.0
\n", + "Last verified to run: 2026-01-15
\n", + "Repository: github.com/lsst/tutorial-notebooks
" + ] + }, + { + "cell_type": "markdown", + "id": "9da1a210-d858-42fe-8591-570965b8be1a", + "metadata": {}, + "source": [ + "**Learning objective:** How to use the Rubin image cutout service with DP1.\n", + "\n", + "**LSST data products:** `visit_image`\n", + "\n", + "**Packages:** `lsst.rsp.utils`, `pyvo`, `lsst.rsp.service`, `lsst.afw.display`\n", + "\n", + "**Credit:** Originally developed by the Rubin Community Science team.\n", + "Please consider acknowledging them if this notebook is used for the preparation of journal articles, software releases, or other notebooks.\n", + "\n", + "**Get Support:**\n", + "Everyone is encouraged to ask questions or raise issues in the \n", + "Support Category \n", + "of the Rubin Community Forum.\n", + "Rubin staff will respond to all questions posted there." + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "id": "cfc73be0", + "metadata": {}, + "source": [ + "## 1. Introduction\n", + "\n", + "This notebook demonstrates how to use the image cutout service with DP1 images. The cutout service performs image cutouts remotely on the server using a protocol for remote data processing operations provided by the International Virtual Observatory Alliance (IVOA). \n", + "The International Virtual Observatory Alliance (IVOA) co-ordinates the community efforts of astronomical missions and archives to develop and maintain the Virtual Observatory (VO) standards. The VO standards enable interoperability between astronomical archives. \n", + "\n", + "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecssary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", + "\n", + "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transfering the cutout to the user on the Rubin Science Platform.\n", + "\n", + "Further details and information can be found at the IVOA data link documentation, where it says Access Data Services. Rubin-specific documentation for these can also be found in this document describing the RSP DataLink service implementation strategy. \n", + "\n", + "To identify the remote location of the image, use Simple Image Access (SIA; see 100-level tutorial notebook on the SIA service). SIA is a protocol of the International Virtual Observatory Alliance (IVOA). It provides a standardized model for image metadata, and the capability to query and retrieve image datasets. Learn more in the [IVOA SIA documentation](https://www.ivoa.net/documents/SIA/).\n" + ] + }, + { + "cell_type": "markdown", + "id": "72fa86ab-0996-4637-9a99-d94b2084b786", + "metadata": {}, + "source": [ + "**Related tutorials:** The 100-level tutorials on accessing images with the Simple Image Access (SIA) service, the Table Access Protocol (TAP) service, and the Butler." + ] + }, + { + "cell_type": "markdown", + "id": "ec4a73af-7f32-46f2-823d-c344c6de6152", + "metadata": {}, + "source": [ + "### 1.1. Import packages\n", + "\n", + "Import common scientific analysis packages `numpy` and `astropy`.\n", + "\n", + "Import LSST Science Pipelines packages for image display `lsst.afw`, and utilities for remote data access `lsst.rsp`.\n", + "\n", + "Import `pyvo` packages for working with the virtual observatory cutout service." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a8cb5fea-ab37-42c0-a9d1-29a16a5a8315", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "import lsst.afw.display as afwDisplay\n", + "from lsst.afw.image import ExposureF, ImageF, MaskedImageF\n", + "from lsst.afw.fits import MemFileManager\n", + "\n", + "from lsst.rsp.utils import get_pyvo_auth\n", + "from lsst.rsp.service import get_siav2_service\n", + "\n", + "import lsst.geom as geom\n", + "\n", + "from pyvo.dal.adhoc import DatalinkResults, SodaQuery\n", + "\n", + "from astropy import units as u\n", + "from astropy.coordinates import Angle\n", + "from astropy.time import Time\n", + "from astropy.wcs import WCS\n", + "from astropy.io import fits\n", + "import io\n" + ] + }, + { + "cell_type": "markdown", + "id": "5c728c77-d967-4843-8328-5a6cf1c9ec2d", + "metadata": {}, + "source": [ + "### 1.2. Define parameters\n", + "\n", + "Set the backend for `afwDisplay` to `matplotlib`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "af5598bd-8d37-4c12-bad5-ce84e5a9002e", + "metadata": {}, + "outputs": [], + "source": [ + "afwDisplay.setDefaultBackend('matplotlib')" + ] + }, + { + "cell_type": "markdown", + "id": "6561dcc9-cb51-4663-af36-55b4a1cad179", + "metadata": {}, + "source": [ + "### 1.3. Initiate the SIA service\n", + "\n", + "SIAv2 is an IVOA standard for querying and retrieving image data from astronomical archives. This is used to retrieve a datalink that uniquely identifies DP1 images (in the format of a web URL identifying where the data is hosted).\n", + "\n", + "Instantiate the SIA service. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8e6d3698-9c21-4647-8355-0c08360f5ea8", + "metadata": {}, + "outputs": [], + "source": [ + "service = get_siav2_service(\"dp1\")\n", + "assert service is not None" + ] + }, + { + "cell_type": "markdown", + "id": "3d4d9571-2f48-440e-9c40-90f14f6eac8c", + "metadata": {}, + "source": [ + "## 2. Find the visit image\n", + "\n", + "The cutout services needs the `access_url` for the image from which a cutout is desired.\n", + "The SIA or TAP services can be used to find the desired image and retrieve its `access_url`.\n", + "\n", + "For this example, make an r-band (effective wavelength 622.1 nm) cutout centered on a set of coordinates in the ECDFS field,\n", + "for a visit image that was obtained between MJD 60623.256 and 60623.259.\n", + "\n", + "Define the coordinates right ascension (`target_ra`) and declination (`target_dec`) in degrees.\n", + "Define the band and the start and end times." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6ff8d0e0-ca0d-484b-b3db-de99235c81c4", + "metadata": {}, + "outputs": [], + "source": [ + "target_ra = 53.1246023\n", + "target_dec = -27.7404715\n", + "eff_wl = 622.1e-09\n", + "time1 = Time(60623.256, format=\"mjd\", scale=\"tai\")\n", + "time2 = Time(60623.259, format=\"mjd\", scale=\"tai\")" + ] + }, + { + "cell_type": "markdown", + "id": "a70872e5-de11-460c-b514-cbe7d908f0e3", + "metadata": {}, + "source": [ + "### 2.1. Query for images with SIA" + ] + }, + { + "cell_type": "markdown", + "id": "258e5719-c116-4696-b916-ae598b64d866", + "metadata": {}, + "source": [ + "It is recommended to tightly constrain image queries, so that they return only the image data products needed for a given scientific analysis.\n", + "\n", + "Define the search position as a 0.05 degree circle, centered on the target." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "41389a0c-20f5-4706-81c1-33f88ed3ab39", + "metadata": {}, + "outputs": [], + "source": [ + "circle = (target_ra, target_dec, 0.05)" + ] + }, + { + "cell_type": "markdown", + "id": "08b71293-d3ab-49ca-9a95-2566488eec33", + "metadata": {}, + "source": [ + "This query will return 1 `visit_image` (by design)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f597b4e1-f377-46fd-83cd-2ee6ae5e45bc", + "metadata": {}, + "outputs": [], + "source": [ + "results = service.search(pos=circle, calib_level=2,\n", + " dpsubtype='lsst.visit_image',\n", + " band=eff_wl, time=(time1, time2))\n", + "print(len(results))" + ] + }, + { + "cell_type": "markdown", + "id": "8f62bb47-7a7c-49cd-969a-6d60b5488abe", + "metadata": {}, + "source": [ + "Display the results as an Astropy table." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ef4601bd-0936-4a32-b3d9-14a26fe99218", + "metadata": {}, + "outputs": [], + "source": [ + "results.to_table()" + ] + }, + { + "cell_type": "markdown", + "id": "5ddf1d6c-7acb-4467-8a32-4659bd45ab5b", + "metadata": {}, + "source": [ + "In the table, the `access_url` contains the web URL datalink for the image. This datalink will be needed to generate the image cutout." + ] + }, + { + "cell_type": "markdown", + "id": "dfaf8f74-aae7-425c-85b0-8ae00d627da1", + "metadata": {}, + "source": [ + "### 2.2. Query for images with TAP\n", + "\n", + "It is also possible to get the `access_url` from the `ObsCore` table in the TAP service.\n", + "\n", + "An example TAP query using this method that retrieves the `access_url` is:\n", + "\n", + "```\n", + "SELECT dataproduct_type,dataproduct_subtype,calib_level,lsst_band,em_min,em_max,lsst_tract,lsst_patch,\n", + " lsst_filter,lsst_visit,lsst_detector,t_exptime,t_min,t_max,s_ra,s_dec,s_fov,obs_id,\n", + " obs_collection,o_ucd,facility_name,instrument_name,obs_title,s_region,access_url,\n", + " access_format \n", + "FROM ivoa.ObsCore \n", + "WHERE CONTAINS(POINT('ICRS', 53.1567053, -27.7815854), s_region)=1\n", + " AND obs_collection = 'LSST.DP1' AND calib_level = 2\n", + " AND dataproduct_type = 'image' AND instrument_name = 'LSSTComCam'\n", + " AND dataproduct_subtype = 'lsst.visit_image'\n", + " AND ( t_min <= 60623.259 AND 60623.256 <= t_max )\n", + " AND ( 622e-9 BETWEEN em_min AND em_max )\n", + "```" + ] + }, + { + "cell_type": "markdown", + "id": "e6b2b449-6978-4918-b8a3-b8ff44c7aa04", + "metadata": {}, + "source": [ + "## 3. Generating an image cutout \n", + "\n", + "First, extract the datalink (access URL) from the first row of the results as `datalink_url`, using the `getdataurl` method. \n", + "\n", + "Next, provide authorization for the current RSP session, since the Rubin DP1 imaging is proprietary. Do this using the `get_pyvo_auth` function.\n", + "\n", + "Finally, create a `DatalinkResults` object to be able to access this URL, which will be stored as `dl_result` and available for approximately 15 minutes, in a format that can be used by the IVOA tools below. The datalink is VOTable document, stored as `dl_result`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "de4db2db-0400-43e4-8f4d-ee8619bab8ff", + "metadata": {}, + "outputs": [], + "source": [ + "datalink_url = results[0].access_url\n", + "dl_result = DatalinkResults.from_result_url(datalink_url,\n", + " session=get_pyvo_auth())\n", + "\n", + "f\"Datalink status: {dl_result.status}. Datalink service url: {datalink_url}\"" + ] + }, + { + "cell_type": "markdown", + "id": "d945e191-7ee4-458a-bb0f-fb00cd219e30", + "metadata": {}, + "source": [ + "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates three types of cutout services: `cutout-sync` which, by default, returns just the image extension of the LSST imaging; `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type, and `cutout-sync-mask` which returns the mask extension with the science and variance images (`MaskedImageF` data type). This section will demonstrate the use of the default cutout service, `cutout-sync`, and Section 4 below will demonstrate the other two. \n", + "\n", + "To use the cutout service in this example, the IVOA procedure `cutout-sync` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d27e8e72-b37a-4035-a400-9b8e45c227f1", + "metadata": {}, + "outputs": [], + "source": [ + "sq = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())" + ] + }, + { + "cell_type": "markdown", + "id": "c6fa46da-88c8-4b5e-b86c-4b5878f3badf", + "metadata": {}, + "source": [ + "The variable `sq` now holds the result of the SODA query using the data link (which currently still points the full LSST `visit_image`, at its remote location in the database). The cell below will now demonstrate how to extract a cutout from `sq`. \n", + "\n", + "### 3.1. Define cutout center and edge\n", + "\n", + "Only two shape definitions are supported: a circle function, and a polygon function can be used to define the cutout dimensions. These shape definitions do not produce circle or polygon cutouts, but rather are methods for defining the edges of cutouts with 4 sides. In the case of circle, the resulting cutout is always a square, with edge size that is the same as the circle diameter. In the case of a polygon, either a square or a rectangular cutout will result, depending on whether the length and width edge dimensions are different values. Only cutouts with 4 corners and 90 degree angles are supported. \n", + "\n", + "`.circle` defaults to assuming the units are degrees; this notebook demonstrates its use when specifying the units with astropy." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c155bb03-703c-41a8-a25c-90f387625d53", + "metadata": {}, + "outputs": [], + "source": [ + "cutout_ra = target_ra * u.deg\n", + "cutout_dec = target_dec * u.deg\n", + "\n", + "Radius = 0.01 * u.deg\n", + "\n", + "sq.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sq.execute_stream().read()\n", + "sq.raise_if_error()" + ] + }, + { + "cell_type": "markdown", + "id": "9be31876-1afa-4610-aaec-cc3497ad6930", + "metadata": {}, + "source": [ + "### 3.2. Retrieve the cutout with LSST\n", + "\n", + "The cutout can be read into memory in the LSST pipelines `ImageF` format, but does not include the WCS information." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2e7173c4-5030-4420-b215-e275534cb083", + "metadata": {}, + "outputs": [], + "source": [ + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "image = ImageF(mem)" + ] + }, + { + "cell_type": "markdown", + "id": "324be87a-337b-4db7-b57d-842f14614613", + "metadata": {}, + "source": [ + "Display the `ImageF` cutout." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dda20882-a6c3-44ad-9f99-5cb730dd8392", + "metadata": {}, + "outputs": [], + "source": [ + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.image(image)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "458a4d25-ca95-4f92-b76e-986b7a03b320", + "metadata": {}, + "source": [ + "> **Figure 1:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", + "\n", + "#### 3.2.1. Option to save cutout to disk\n", + "\n", + "The cutout can be saved to disk as a FITS file with the `f.write()` function.\n", + "\n", + "The cutouts saved to disk with the following commands will be stored in a temporary folder in the user's home directory.\n", + "\n", + "After saving the cutout as a FITS file, read it in as an `ImageF` and display it." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a928ffaf-7cbd-41b5-8ea8-ee0f71172878", + "metadata": {}, + "outputs": [], + "source": [ + "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", + "# if not os.path.exists(tempdir):\n", + "# os.makedirs(tempdir)\n", + "# print('Created ', tempdir)\n", + "# else:\n", + "# print('Directory already existed: ', tempdir)\n", + "\n", + "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", + "# with open(sodaCutout, 'bw') as f:\n", + "# f.write(sq.execute_stream().read())\n", + "\n", + "# cutout = ImageF(sodaCutout)\n", + "# display = afwDisplay.Display()\n", + "# display.scale('asinh', 'zscale')\n", + "# display.image(cutout)\n", + "# plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "48c472a9-b2d1-4a61-a606-9da1aa38dea8", + "metadata": {}, + "source": [ + "Future planned options for the Rubin cutout service, including the potential to retrieve other image formats such as jpeg, are listed at the Rubin Science Platform image cutout implementation strategy document.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "30640af4-a75c-4132-8f2e-692fcf9694eb", + "metadata": {}, + "source": [ + "### 3.3. Retrieve the cutout with astropy\n", + "\n", + "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6cd941c5-7e03-4c1b-a327-03f5ebc578f1", + "metadata": {}, + "outputs": [], + "source": [ + "hdul = fits.open(io.BytesIO(cutout_bytes))\n" + ] + }, + { + "cell_type": "markdown", + "id": "87c5e852-f42c-403f-b357-130a69b2b2e5", + "metadata": {}, + "source": [ + "Explore the format of the returned HDU extensions. There are two HDUs, where the second one labeled Image (extension 1) contains the image pixels and WCS header." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "00b1efae-7b59-422b-9708-1036120c4d8d", + "metadata": {}, + "outputs": [], + "source": [ + "hdul.info()\n", + "primary_hdu = hdul[0]\n", + "image_hdu = hdul[1]\n" + ] + }, + { + "cell_type": "markdown", + "id": "a5a6be22-ebe9-4fab-ac3a-cecd2126994b", + "metadata": {}, + "source": [ + "Below, store the headers to allow the option to print (note that the primary header is very long)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", + "metadata": {}, + "outputs": [], + "source": [ + "primary_header = hdul[0].header\n", + "image_header = hdul[1].header\n" + ] + }, + { + "cell_type": "markdown", + "id": "88be8f44-3226-4fda-97eb-ea0b272a88ec", + "metadata": {}, + "source": [ + "Plot the cutout using astropy tools, with WCS info from the image header used to plot in sky coordinates." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0b755176-ce5f-4238-9cd9-4798a0dfe133", + "metadata": {}, + "outputs": [], + "source": [ + "wcs = WCS(image_header)\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs)\n", + "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" + ] + }, + { + "cell_type": "markdown", + "id": "ca5f197f-24a9-4440-8c8e-9f3398ebea26", + "metadata": {}, + "source": [ + "> **Figure 2:** The cutout image, displayed in sky coordinates using astropy.\n" + ] + }, + { + "cell_type": "markdown", + "id": "a1af5867-6da1-40f0-99ce-703938338ce4", + "metadata": {}, + "source": [ + "### 3.4. Use polygon to define shape\n", + "\n", + "It is also possible to define the cutout geometry using a polygon, which enables the cutout to be rectangular, but not necessarily be square. For this, use `polygon`, which takes as input the four corners in celestial coordinates. A minimum of 3 vertices are required (the line from the last vertex back to the first is implicit) Vertices must be ordered in the counter-clockwise direction. For example: a polygon is defined as a set of 4 (x,y) coordinates from (12,34) to (14,34) to (14,36) to (12,36) and (implicitly) back to (12,34) as:\n", + "\n", + "POLYGON=12 34 14 34 14 36 12 36\n", + "\n", + "Since the center of the cutout is already defined in unit degrees in the cells above, this example will define each x,y set as RA+/-edge and Dec+/-edge.\n", + "\n", + "> **Warning:** Visit images are rotated, and although it is the \"Declination edge\" that is defined to be smaller, that corresponds to the x-axis when the cutout is displayed below, due to image rotation." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b0853f10-4119-420c-8ceb-739cccf0a784", + "metadata": {}, + "outputs": [], + "source": [ + "sqp = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "ra_edge = 0.02 * u.deg\n", + "de_edge = 0.005 * u.deg\n", + "\n", + "sqp.polygon = (cutout_ra - ra_edge,\n", + " cutout_dec - de_edge,\n", + " cutout_ra - ra_edge,\n", + " cutout_dec + de_edge,\n", + " cutout_ra + ra_edge,\n", + " cutout_dec + de_edge,\n", + " cutout_ra + ra_edge,\n", + " cutout_dec - de_edge)\n", + "\n", + "cutout_bytes = sqp.execute_stream().read()\n", + "sqp.raise_if_error()\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "polygon = ImageF(mem)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4e962caa-df6c-4d6f-bbc1-fbf042243ff4", + "metadata": {}, + "outputs": [], + "source": [ + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.mtv(polygon)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c83e5413-2edf-41fd-8542-b622ba8324b0", + "metadata": {}, + "source": [ + "> **Figure 3:** A rectangular polygon cutout from a rotated `visit_image`." + ] + }, + { + "cell_type": "markdown", + "id": "9041e6f0-e9bc-46df-a9b8-ad0c61deb6bb", + "metadata": {}, + "source": [ + "### 3.5. Correcting for cos(d)\n", + "\n", + "There is an important difference to note between the circle and polygon shape definitions. The angular distance on the sky that defines the circular cutout size already accounts for the difference in angular distance in the RA direction is smaller by a factor of cos(declination), where declination is in units radians. The difference increases with higher declination. However, the polygon definition does not automatically account for this cosine factor. Thus, circle and polygon cutout definitions using the same cutout edge length will not match size in the RA direction. The 2 cells below demonstrate how to make this correction to the polygon cutout definition to create symmetric cutouts with polygon. Here, reset the edge sizes to be the same as `Radius` from the circle definition above.\n", + "\n", + "First, generate a polygon cutout without factoring in cos(dec)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "83546313-cf04-43e2-a0ec-0be53589ec5d", + "metadata": {}, + "outputs": [], + "source": [ + "sq2 = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sq2.polygon = (cutout_ra - Radius,\n", + " cutout_dec - Radius,\n", + " cutout_ra - Radius,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius,\n", + " cutout_dec + Radius)\n", + "\n", + "cutout_bytes = sq2.execute_stream().read()\n", + "sq2.raise_if_error()\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "polygon2 = ImageF(mem)" + ] + }, + { + "cell_type": "markdown", + "id": "a10a50a9-6682-45df-965d-711fcf47dce0", + "metadata": {}, + "source": [ + "Second, generate a polygon cutout and includes the factor of cos(dec), to match the area generated by circle." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "87e269cc-ccb3-4ece-85a9-8d40af11aee6", + "metadata": {}, + "outputs": [], + "source": [ + "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", + "a = Angle(spherePoint.getDec().asDegrees(), u.deg)\n", + "cosd = np.cos(a.radian)\n", + "\n", + "sq3 = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sq3.polygon = (cutout_ra - Radius/cosd,\n", + " cutout_dec - Radius,\n", + " cutout_ra - Radius/cosd,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius/cosd,\n", + " cutout_dec + Radius,\n", + " cutout_ra + Radius/cosd,\n", + " cutout_dec - Radius)\n", + "\n", + "cutout_bytes = sq3.execute_stream().read()\n", + "sq3.raise_if_error()\n", + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n", + "polygon3 = ImageF(mem)" + ] + }, + { + "cell_type": "markdown", + "id": "703a85d1-eab8-4001-b7f6-63d81c2bc1d0", + "metadata": {}, + "source": [ + "Plot the three cutouts as a comparison below. Setting `width_ratios` makes sure the y-axes (declination direction) span the same extent in the figure to emphasize that without the cos(dec) factor, the R.A. direction (x-axis) is truncated using polygon relative to circle." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d81121e8-2bf7-44f5-b193-f1acf5064620", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(1, 3, width_ratios=[0.35, 0.3, 0.35], figsize=(10, 14))\n", + "\n", + "plt.sca(ax[0])\n", + "display1 = afwDisplay.Display(frame=fig)\n", + "display1.scale('linear', 'zscale')\n", + "display1.mtv(image, title='Cutout defined with circle')\n", + "\n", + "plt.sca(ax[1])\n", + "display2 = afwDisplay.Display(frame=fig)\n", + "display2.scale('linear', 'zscale')\n", + "display2.mtv(polygon2, title='Cutout defined with polygon')\n", + "\n", + "plt.sca(ax[2])\n", + "display3 = afwDisplay.Display(frame=fig)\n", + "display3.scale('linear', 'zscale')\n", + "display3.mtv(polygon3, title='Polygon including cos(dec)')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "dfc8a459-e168-40ab-81a5-1148e7536455", + "metadata": {}, + "source": [ + "> **Figure 4:** A comparison of a cutout generated with the circle function (same as Figure 1; left panel) with a cutout defined using the `polygon` functionality defined using the same edge size (middle panel). The right panel uses `polygon` but accounts for the $cos({\\rm dec})$ term, to replicate the same cutout that was made using circle." + ] + }, + { + "cell_type": "markdown", + "id": "103e5f75-c1b7-479d-bbfd-52d8bd6b0de3", + "metadata": {}, + "source": [ + "The zooniverse package should be used instead of this procedure for citizen science applications. " + ] + }, + { + "cell_type": "markdown", + "id": "99e75a7a-348e-409e-88f6-871b68a4e9dc", + "metadata": {}, + "source": [ + "## 4. Other image cutout types\n", + "\n", + "As mentioned in Section 3, there are three types of cutout services. Demonstrated above is the default `cutout-sync` which returns just the image extension. The cells below demonstrate both the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions (Section 4.1) and the `cutout-sync-mask` service that returns an `MaskedImageF` type containing the LSST image mask (Section 4.2). \n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "a9c8f2cf-f3ca-49af-979e-ee6e8195e034", + "metadata": {}, + "source": [ + "### 4.1 ExposureF cutouts\n", + "\n", + "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "837fbd2a-c3e2-4ee3-a06d-69f4df50823b", + "metadata": {}, + "outputs": [], + "source": [ + "sqE = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sqE.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sqE.execute_stream().read()\n", + "sqE.raise_if_error()\n" + ] + }, + { + "cell_type": "markdown", + "id": "454a017b-df88-48cc-975e-cac4ff3a37b5", + "metadata": {}, + "source": [ + "Receive the cutout into memory, as in Section 3." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "516dbd86-d573-4d81-a017-2ebbce8fb445", + "metadata": {}, + "outputs": [], + "source": [ + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n" + ] + }, + { + "cell_type": "markdown", + "id": "c0eea8e5-ae86-456d-9d67-798557a4a707", + "metadata": {}, + "source": [ + "To enable image display, first store the bytes from `mem` as an LSST `ExposureF` object. The image extension can then be accessed using the `.image` method." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "78e1c658-916c-4a73-8c0b-a50d281f4764", + "metadata": {}, + "outputs": [], + "source": [ + "exposure = ExposureF(mem)\n" + ] + }, + { + "cell_type": "markdown", + "id": "19815771-fabd-44b1-b359-c1a2f99fcb04", + "metadata": {}, + "source": [ + "The WCS information can be obtained using the getWcs method. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d0d058d6-1cad-4ca4-866b-841baba94220", + "metadata": {}, + "outputs": [], + "source": [ + "exposureWCS = WCS(exposure.getWcs().getFitsMetadata())\n", + "print(exposureWCS)" + ] + }, + { + "cell_type": "markdown", + "id": "6a19e7cd-4096-44b9-832f-baa6b6c40482", + "metadata": {}, + "source": [ + "Display the image cutout." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1aa9009a-b493-41ea-bc3c-e0c79adef913", + "metadata": {}, + "outputs": [], + "source": [ + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.image(exposure.image)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "ceec7aac-0d64-4397-99df-4450e0098f91", + "metadata": {}, + "source": [ + "> **Figure 5:** The cutout image retrieved in ExposureF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", + "\n", + "\n", + "Option to save the entire ExposureF to a fitsfile. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "68c12665-780f-4c47-a16f-e5fd81bc5b77", + "metadata": {}, + "outputs": [], + "source": [ + "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", + "# if not os.path.exists(tempdir):\n", + "# os.makedirs(tempdir)\n", + "# print('Created ', tempdir)\n", + "# else:\n", + "# print('Directory already existed: ', tempdir)\n", + "\n", + "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", + "# with open(sodaCutout, 'bw') as f:\n", + "# f.write(sq.execute_stream().read())" + ] + }, + { + "cell_type": "markdown", + "id": "1d11f7ee-260e-4f52-87fb-e55db25d5d53", + "metadata": {}, + "source": [ + "**Note:** `ExposureF` contains multiple Header-Data Units (HDUs) with extensive exposure metadata. To reduce file size, one option is to save only the image, mask, and variance planes, along with the WCS recorded in the Primary HDU. This can be done by writing `exposure.maskedImage`-a three-plane object containing the image, mask, and variance-into a FITS file using `writeFitsImage`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7b0a245e-3fce-4b35-9ed8-69763b7f1dac", + "metadata": {}, + "outputs": [], + "source": [ + "# fits.info(sodaCutout)\n", + "\n", + "# sodaCutout_small = os.path.join(tempdir, 'cutout-circle_small.fits')\n", + "# afwDisplay.writeFitsImage(sodaCutout_small,\n", + "# exposure.maskedImage,\n", + "# wcs=exposure.wcs)" + ] + }, + { + "cell_type": "markdown", + "id": "1fcde65c-8ba1-4ffc-9501-08c01e331e81", + "metadata": {}, + "source": [ + "### 4.2 Mask cutouts\n", + "\n", + "Again, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-maskedimage` service. The returned Call this soda query `sqM` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0d86fbef-65fe-44d2-bed4-4b6b4ad3a8d9", + "metadata": {}, + "outputs": [], + "source": [ + "sqM = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync-maskedimage\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "sqM.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes = sqM.execute_stream().read()\n", + "sqM.raise_if_error()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6e9b2366-7051-4766-83a9-2e8e6a6c6b4b", + "metadata": {}, + "outputs": [], + "source": [ + "mem = MemFileManager(len(cutout_bytes))\n", + "mem.setData(cutout_bytes, len(cutout_bytes))\n" + ] + }, + { + "cell_type": "markdown", + "id": "ee886dbe-b264-400d-a7c4-68fa659c739e", + "metadata": {}, + "source": [ + "To enable image display, first store the bytes from `mem` as an LSST `MaskedImageF` object. In addition to the mask, it also contains the image and variance extensions, which can then be accessed using the `.image` or `.variance` attribute." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "178a5016-7490-4410-bda6-8e1885cc03a6", + "metadata": {}, + "outputs": [], + "source": [ + "mask = MaskedImageF(mem)\n", + "display = afwDisplay.Display()\n", + "display.scale('asinh', 'zscale')\n", + "display.image(mask)\n", + "plt.show()" + ] + }, + { + "attachments": { + "923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png": { + "image/png": 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" + } + }, + "cell_type": "markdown", + "id": "acbe9638-e7b7-4229-8301-3f57eb0b0c5b", + "metadata": {}, + "source": [ + "> **Figure 6:** The cutout image retrieved in MaskedImageF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right. Mask is plotted on top of the image pixels in colors. \n", + "\n", + "## 5. Exercise for the learner\n", + "\n", + "Reproduce the cutout below, whose center is (ra, dec) = 59.1, -48.8 with 0.06 degrees on a side.\n", + "\n", + "
\n", + "\n", + "![img.png](attachment:923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png)\n", + "\n", + "
\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "LSST", + "language": "python", + "name": "lsst" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.11" + }, + "toc-autonumbering": false + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 7ea76e330b5f65224ce52d339324df71672a0258 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 22 Jan 2026 20:49:42 +0000 Subject: [PATCH 16/44] starting image_stamps nb --- .../103_5_Image_stamps.ipynb | 59 ++++++++++++++++++- 1 file changed, 58 insertions(+), 1 deletion(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index aece252a..400075e8 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -115,7 +115,33 @@ "from astropy.time import Time\n", "from astropy.wcs import WCS\n", "from astropy.io import fits\n", - "import io\n" + "import io\n", + "\n", + "# new stuff\n", + "from lsst.afw.math import Warper, WarperConfig\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "d4cdcc91-d448-43e3-9f70-ce7eb4932a60", + "metadata": {}, + "outputs": [], + "source": [ + "def get_cutout(dl_result, spherePoint, session, fov):\n", + " sq = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=session)\n", + " sphereRadius = fov * u.deg\n", + " sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", + " spherePoint.getDec().asDegrees() * u.deg,\n", + " sphereRadius)\n", + " cutout_bytes = sq.execute_stream().read()\n", + " sq.raise_if_error()\n", + " mem = MemFileManager(len(cutout_bytes))\n", + " mem.setData(cutout_bytes, len(cutout_bytes))\n", + " #return ExposureF(mem)\n", + " return ImageF(mem)" ] }, { @@ -375,6 +401,26 @@ "sq.raise_if_error()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "2a605a26-ecee-40b0-838e-68922d9473c0", + "metadata": {}, + "outputs": [], + "source": [ + "# new stuff added\n", + "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", + "fov = 0.003\n", + "sci = get_cutout(dl_result, spherePoint, get_pyvo_auth(), fov)\n", + "warper_config = WarperConfig()\n", + "warper = Warper.fromConfig(warper_config)\n", + "\n", + "sci_wcs = sci.getWcs() ## ok you can't warp without the WCS...\n", + "sci_bbox = sci.getBBox()\n", + "\n", + "warped_ref = warper.warpExposure(sci_wcs, ref, destBBox=sci_bbox)" + ] + }, { "cell_type": "markdown", "id": "9be31876-1afa-4610-aaec-cc3497ad6930", @@ -434,6 +480,17 @@ "After saving the cutout as a FITS file, read it in as an `ImageF` and display it." ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "3d29a7cb-684c-4db0-9b9b-75a2737dbaa1", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.exit()" + ] + }, { "cell_type": "code", "execution_count": null, From 285d3ec92d2db81d0bb8b499c2232a97e0cd12af Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 22 Jan 2026 22:55:19 +0000 Subject: [PATCH 17/44] updating stamps nb --- .../103_5_Image_stamps.ipynb | 81 ++++++++++++++++++- 1 file changed, 79 insertions(+), 2 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 400075e8..fe1de02a 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -401,6 +401,80 @@ "sq.raise_if_error()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "ebe780e9-fb76-4a79-a41c-ee6b220ff38b", + "metadata": {}, + "outputs": [], + "source": [ + "# new stuff added\n", + "hdul = fits.open(io.BytesIO(cutout_bytes))\n", + "hdul.info()\n", + "primary_hdu = hdul[0]\n", + "image_hdu = hdul[1]\n", + "primary_header = hdul[0].header\n", + "image_header = hdul[1].header\n", + "#print(image_header['ROTANGLE'])\n", + "\n", + "wcs = WCS(image_header)\n", + "\n", + "cd = wcs.wcs.cd\n", + "\n", + "theta_rad = np.arctan2(cd[0,1], cd[0,0])\n", + "theta_deg = np.degrees(theta_rad)\n", + "\n", + "print(cd, theta_rad, theta_deg)\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs)\n", + "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0f4d23fa-daa3-4552-a2d9-9ddbaa679f19", + "metadata": {}, + "outputs": [], + "source": [ + "new_wcs = wcs.deepcopy()\n", + "#from reproject import reproject_interp\n", + "\n", + "# Remove rotation by zeroing off-diagonal terms\n", + "cd = new_wcs.wcs.cd\n", + "scale_x = np.hypot(cd[0,0], cd[0,1])\n", + "scale_y = np.hypot(cd[1,0], cd[1,1])\n", + "\n", + "new_wcs.wcs.cd = np.array([\n", + " [-scale_x, 0.0], # east left\n", + " [0.0, scale_y] # north up\n", + "])\n", + "\n", + "#from astropy.nddata.utils import rotate\n", + "from scipy.ndimage import rotate\n", + "\n", + "\n", + "rotated_data = rotate(image_hdu.data, -theta_deg, reshape=False, order=3)\n", + "\n", + "\n", + "\n", + "sx = np.hypot(cd[0,0], cd[0,1])\n", + "sy = np.hypot(cd[1,0], cd[1,1])\n", + "\n", + "new_wcs.wcs.cd = np.array([\n", + " [-sx, 0.0], # east left\n", + " [0.0, sy]\n", + "])\n", + "\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=new_wcs)\n", + "ax.imshow(rotated_data, cmap='gray', norm='asinh', origin='lower')\n", + "\n" + ] + }, { "cell_type": "code", "execution_count": null, @@ -415,10 +489,13 @@ "warper_config = WarperConfig()\n", "warper = Warper.fromConfig(warper_config)\n", "\n", - "sci_wcs = sci.getWcs() ## ok you can't warp without the WCS...\n", + "\n", + "\n", + "\n", + "#sci_wcs = sci.getWcs() ## ok you can't warp without the WCS... new plan is to use the astropy and fits wcs\n", "sci_bbox = sci.getBBox()\n", "\n", - "warped_ref = warper.warpExposure(sci_wcs, ref, destBBox=sci_bbox)" + "#warped_ref = warper.warpExposure(sci_wcs, ref, destBBox=sci_bbox)" ] }, { From 7239aeefebef9cf0b6746eaf24b277bce57b418f Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Fri, 23 Jan 2026 19:21:27 +0000 Subject: [PATCH 18/44] updating stamps nb --- .../103_5_Image_stamps.ipynb | 64 +++++++++++++++++-- 1 file changed, 60 insertions(+), 4 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index fe1de02a..ed5b8a97 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -264,7 +264,8 @@ "results = service.search(pos=circle, calib_level=2,\n", " dpsubtype='lsst.visit_image',\n", " band=eff_wl, time=(time1, time2))\n", - "print(len(results))" + "print(len(results))\n", + "\n" ] }, { @@ -293,6 +294,23 @@ "In the table, the `access_url` contains the web URL datalink for the image. This datalink will be needed to generate the image cutout." ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "c3a3a0c7-99c4-4016-83a7-4a799a9e220f", + "metadata": {}, + "outputs": [], + "source": [ + "results_template = service.search(pos=circle, calib_level=3,\n", + " dpsubtype='lsst.template_coadd')#,\n", + " #band=eff_wl, time=(time1, time2))\n", + "results_template.to_table()\n", + "\n", + "datalink_url_ref = results_template[0].access_url\n", + "dl_result_ref = DatalinkResults.from_result_url(datalink_url_ref, session=get_pyvo_auth())\n", + "f\"Datalink status: {dl_result_ref.status}. Datalink service url: {datalink_url_ref}\"" + ] + }, { "cell_type": "markdown", "id": "dfaf8f74-aae7-425c-85b0-8ae00d627da1", @@ -364,9 +382,26 @@ "metadata": {}, "outputs": [], "source": [ - "sq = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())" + "sqref = SodaQuery.from_resource(dl_result_ref,\n", + " dl_result_ref.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())\n", + "cutout_ra = target_ra * u.deg\n", + "cutout_dec = target_dec * u.deg\n", + "\n", + "Radius = 0.01 * u.deg\n", + "\n", + "sqref.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + "cutout_bytes_ref = sqref.execute_stream().read()\n", + "sqref.raise_if_error()\n", + "\n", + "# new stuff added\n", + "hdulref = fits.open(io.BytesIO(cutout_bytes_ref))\n", + "hdulref.info()\n", + "primary_hduref = hdulref[0]\n", + "image_hduref = hdulref[1]\n", + "primary_headerref = hdulref[0].header\n", + "image_headerref = hdulref[1].header" ] }, { @@ -390,6 +425,11 @@ "metadata": {}, "outputs": [], "source": [ + "sq = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())\n", + "\n", + "\n", "cutout_ra = target_ra * u.deg\n", "cutout_dec = target_dec * u.deg\n", "\n", @@ -401,6 +441,18 @@ "sq.raise_if_error()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "edb161af-da2f-4046-8034-03bf3647d817", + "metadata": {}, + "outputs": [], + "source": [ + "sq = SodaQuery.from_resource(dl_result_ref,\n", + " dl_result_ref.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=get_pyvo_auth())" + ] + }, { "cell_type": "code", "execution_count": null, @@ -429,6 +481,10 @@ "ax = fig.add_subplot(111, projection=wcs)\n", "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs)\n", + "ax.imshow(image_hduref.data, cmap='gray', norm='asinh', origin='lower')\n", + "\n", "\n" ] }, From 5147260163bcde7e149807607fcb0331c649c569 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Sat, 31 Jan 2026 21:59:56 +0000 Subject: [PATCH 19/44] added new image stamps nb based on reproject --- .../103_5_Image_stamps.ipynb | 1175 ++++++++--------- 1 file changed, 544 insertions(+), 631 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index ed5b8a97..2cf21425 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -2,42 +2,43 @@ "cells": [ { "attachments": { - "d5f03413-ecf1-47ca-8d6d-0185992158c5.png": { + "493ffa25-f8ce-4c58-9602-02028035a6f5.png": { "image/png": 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" } }, "cell_type": "markdown", - "id": "e0de3506-06ec-4f46-92b3-a6f01753d9fc", + "id": "325aa8a5-92fd-4913-a471-ad1617343be6", "metadata": {}, "source": [ - "# 103.4. Rubin Cutout Service\n", + "# 103.5. Image stamps\n", "\n", "
\n", "\n", - "![logo.png](attachment:d5f03413-ecf1-47ca-8d6d-0185992158c5.png)\n", + "![logo.png](attachment:493ffa25-f8ce-4c58-9602-02028035a6f5.png)\n", "\n", "
\n", "\n", "For the Rubin Science Platform at data.lsst.cloud.
\n", - "Data Release: DP1
\n", + "Data Release: Data Preview 1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-01-15
\n", + "Last verified to run: 2025-12-11
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, { "cell_type": "markdown", - "id": "9da1a210-d858-42fe-8591-570965b8be1a", + "id": "ae760c59-bf94-45b3-9f8e-b4551b22e193", "metadata": {}, "source": [ - "**Learning objective:** How to use the Rubin image cutout service with DP1.\n", + "**Learning objective:** An overview of candidate transient (Ia Supernovae) identification in DP1.\n", "\n", - "**LSST data products:** `visit_image`\n", + "**LSST data products:** `DiaObject`, `ForcedSourceOnDiaObject`, `Visit`, `visit_image`, `template_coadd`, `difference_image`\n", "\n", - "**Packages:** `lsst.rsp.utils`, `pyvo`, `lsst.rsp.service`, `lsst.afw.display`\n", + "**Packages:** `matplotlib`, `numpy`, `lsst.rsp`,`lsst.afw`, `lsst.geom`, `lsst.resources`, `lsst.utils.plotting`, `pyvo.dal.adhoc`\n", "\n", - "**Credit:** Originally developed by the Rubin Community Science team.\n", + "**Credit:**\n", + "Originally developed by the Rubin Community Science team with feedback from Eric Bellm. This notebook also utilizes a transient detection from LSSTComCam first identified by Dan Taranu.\n", "Please consider acknowledging them if this notebook is used for the preparation of journal articles, software releases, or other notebooks.\n", "\n", "**Get Support:**\n", @@ -55,1141 +56,1053 @@ "source": [ "## 1. Introduction\n", "\n", - "This notebook demonstrates how to use the image cutout service with DP1 images. The cutout service performs image cutouts remotely on the server using a protocol for remote data processing operations provided by the International Virtual Observatory Alliance (IVOA). \n", - "The International Virtual Observatory Alliance (IVOA) co-ordinates the community efforts of astronomical missions and archives to develop and maintain the Virtual Observatory (VO) standards. The VO standards enable interoperability between astronomical archives. \n", + "This notebook demonstrates how to use the light curve statistics in the DiaObject table to identify candidate transients. The specific case in this notebook is for Ia Supernova candidates.\n", "\n", - "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecssary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", - "\n", - "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transfering the cutout to the user on the Rubin Science Platform.\n", - "\n", - "Further details and information can be found at the IVOA data link documentation, where it says Access Data Services. Rubin-specific documentation for these can also be found in this document describing the RSP DataLink service implementation strategy. \n", - "\n", - "To identify the remote location of the image, use Simple Image Access (SIA; see 100-level tutorial notebook on the SIA service). SIA is a protocol of the International Virtual Observatory Alliance (IVOA). It provides a standardized model for image metadata, and the capability to query and retrieve image datasets. Learn more in the [IVOA SIA documentation](https://www.ivoa.net/documents/SIA/).\n" + "**Related tutorials**: There are 200-level tutorials on `difference_images` as well as the `DiaSource`, `DiaObject` and `ForcedSourceOnDiaObject` catalogs. Use of the image cutout service is covered in the 100-level tutorials. There is another notebook in this 306 series (306.1) that presents how to make a light curve of an extragalactic transient." ] }, { "cell_type": "markdown", - "id": "72fa86ab-0996-4637-9a99-d94b2084b786", + "id": "dc36f107", "metadata": {}, "source": [ - "**Related tutorials:** The 100-level tutorials on accessing images with the Simple Image Access (SIA) service, the Table Access Protocol (TAP) service, and the Butler." + "### 1.1. Import packages" ] }, { "cell_type": "markdown", - "id": "ec4a73af-7f32-46f2-823d-c344c6de6152", + "id": "ccb4fe61-835a-47ac-a691-e086ce766e79", "metadata": {}, "source": [ - "### 1.1. Import packages\n", + "Import `numpy`, a fundamental package for scientific computing with arrays in Python\n", + "(numpy.org), and\n", + "`matplotlib`, a comprehensive library for data visualization\n", + "(matplotlib.org; \n", + "matplotlib gallery).\n", "\n", - "Import common scientific analysis packages `numpy` and `astropy`.\n", + "From the `lsst` package, import modules for accessing the Table Access Protocol (TAP) service, image display functions, and the Simple Image Access (SIA) service from the LSST Science Pipelines (pipelines.lsst.io).\n", "\n", - "Import LSST Science Pipelines packages for image display `lsst.afw`, and utilities for remote data access `lsst.rsp`.\n", - "\n", - "Import `pyvo` packages for working with the virtual observatory cutout service." + "Functions from `pyvo` are imported to perform and parse results from Datalink and SODA queries. This is used to obtain image products cutouts from the SIA service." ] }, { "cell_type": "code", "execution_count": null, - "id": "a8cb5fea-ab37-42c0-a9d1-29a16a5a8315", + "id": "cddc1458", "metadata": {}, "outputs": [], "source": [ - "import numpy as np\n", "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from astropy import units as u\n", "\n", - "import lsst.afw.display as afwDisplay\n", - "from lsst.afw.image import ExposureF, ImageF, MaskedImageF\n", - "from lsst.afw.fits import MemFileManager\n", - "\n", - "from lsst.rsp.utils import get_pyvo_auth\n", + "from lsst.rsp import get_tap_service\n", "from lsst.rsp.service import get_siav2_service\n", + "from lsst.rsp.utils import get_pyvo_auth\n", + "\n", + "from lsst.utils.plotting import (get_multiband_plot_colors,\n", + " get_multiband_plot_symbols)\n", "\n", + "import lsst.afw.display as afwDisplay\n", + "from lsst.afw.image import ExposureF, ImageF\n", + "from lsst.afw.math import Warper, WarperConfig\n", + "from lsst.afw.fits import MemFileManager\n", "import lsst.geom as geom\n", + "import lsst.resources\n", "\n", "from pyvo.dal.adhoc import DatalinkResults, SodaQuery\n", "\n", - "from astropy import units as u\n", - "from astropy.coordinates import Angle\n", - "from astropy.time import Time\n", "from astropy.wcs import WCS\n", "from astropy.io import fits\n", "import io\n", - "\n", - "# new stuff\n", - "from lsst.afw.math import Warper, WarperConfig\n" + "import tempfile\n", + "import getpass" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "d4cdcc91-d448-43e3-9f70-ce7eb4932a60", + "cell_type": "markdown", + "id": "c217adff-25ed-4fce-95e7-8aa04630f6cc", "metadata": {}, - "outputs": [], "source": [ - "def get_cutout(dl_result, spherePoint, session, fov):\n", - " sq = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=session)\n", - " sphereRadius = fov * u.deg\n", - " sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", - " spherePoint.getDec().asDegrees() * u.deg,\n", - " sphereRadius)\n", - " cutout_bytes = sq.execute_stream().read()\n", - " sq.raise_if_error()\n", - " mem = MemFileManager(len(cutout_bytes))\n", - " mem.setData(cutout_bytes, len(cutout_bytes))\n", - " #return ExposureF(mem)\n", - " return ImageF(mem)" + "### 1.2. Define parameters and functions" ] }, { "cell_type": "markdown", - "id": "5c728c77-d967-4843-8328-5a6cf1c9ec2d", + "id": "59786a10-87da-4a6d-948d-62483b51bff8", "metadata": {}, "source": [ - "### 1.2. Define parameters\n", - "\n", - "Set the backend for `afwDisplay` to `matplotlib`." + "Create an instance of the TAP service, and assert that it exists." ] }, { "cell_type": "code", "execution_count": null, - "id": "af5598bd-8d37-4c12-bad5-ce84e5a9002e", + "id": "61247d16-d6fc-4f3d-b013-91bda9209bc3", "metadata": {}, "outputs": [], "source": [ - "afwDisplay.setDefaultBackend('matplotlib')" + "service = get_tap_service(\"tap\")\n", + "assert service is not None" ] }, { "cell_type": "markdown", - "id": "6561dcc9-cb51-4663-af36-55b4a1cad179", + "id": "0ba5555a-dc08-43a1-9fcc-8288128122f3", "metadata": {}, "source": [ - "### 1.3. Initiate the SIA service\n", - "\n", - "SIAv2 is an IVOA standard for querying and retrieving image data from astronomical archives. This is used to retrieve a datalink that uniquely identifies DP1 images (in the format of a web URL identifying where the data is hosted).\n", - "\n", - "Instantiate the SIA service. " + "Instantiate the Simple Image Access service (SIA)." ] }, { "cell_type": "code", "execution_count": null, - "id": "8e6d3698-9c21-4647-8355-0c08360f5ea8", + "id": "4b34723d-97f5-4994-95be-e5d5a5c29d58", "metadata": {}, "outputs": [], "source": [ - "service = get_siav2_service(\"dp1\")\n", - "assert service is not None" + "sia_service = get_siav2_service(\"dp1\")\n", + "assert sia_service is not None" ] }, { "cell_type": "markdown", - "id": "3d4d9571-2f48-440e-9c40-90f14f6eac8c", + "id": "9b02d9d2-23ce-48c4-8265-460604817467", "metadata": {}, "source": [ - "## 2. Find the visit image\n", - "\n", - "The cutout services needs the `access_url` for the image from which a cutout is desired.\n", - "The SIA or TAP services can be used to find the desired image and retrieve its `access_url`.\n", - "\n", - "For this example, make an r-band (effective wavelength 622.1 nm) cutout centered on a set of coordinates in the ECDFS field,\n", - "for a visit image that was obtained between MJD 60623.256 and 60623.259.\n", - "\n", - "Define the coordinates right ascension (`target_ra`) and declination (`target_dec`) in degrees.\n", - "Define the band and the start and end times." + "Define filter names, plot markers, linestyles, and colors for plotting" ] }, { "cell_type": "code", "execution_count": null, - "id": "6ff8d0e0-ca0d-484b-b3db-de99235c81c4", + "id": "c5f87c79-8798-4306-bb82-495edb1463b2", "metadata": {}, "outputs": [], "source": [ - "target_ra = 53.1246023\n", - "target_dec = -27.7404715\n", - "eff_wl = 622.1e-09\n", - "time1 = Time(60623.256, format=\"mjd\", scale=\"tai\")\n", - "time2 = Time(60623.259, format=\"mjd\", scale=\"tai\")" + "filter_names = ['u', 'g', 'r', 'i', 'z', 'y']\n", + "filter_colors = get_multiband_plot_colors()\n", + "filter_symbols = get_multiband_plot_symbols()" ] }, { "cell_type": "markdown", - "id": "a70872e5-de11-460c-b514-cbe7d908f0e3", + "id": "cc51bd61-5bea-47d8-b67b-30ff46f6e180", "metadata": {}, "source": [ - "### 2.1. Query for images with SIA" + "Set the `afwDisplay` package backend to `matplotlib`." ] }, { - "cell_type": "markdown", - "id": "258e5719-c116-4696-b916-ae598b64d866", + "cell_type": "code", + "execution_count": null, + "id": "a43c608f-cce8-4b0b-875c-5e733cda23de", "metadata": {}, + "outputs": [], "source": [ - "It is recommended to tightly constrain image queries, so that they return only the image data products needed for a given scientific analysis.\n", - "\n", - "Define the search position as a 0.05 degree circle, centered on the target." + "afwDisplay.setDefaultBackend('matplotlib')" ] }, { "cell_type": "code", "execution_count": null, - "id": "41389a0c-20f5-4706-81c1-33f88ed3ab39", + "id": "8ee25299-47ae-43aa-9ae3-163c771fe50d", "metadata": {}, "outputs": [], - "source": [ - "circle = (target_ra, target_dec, 0.05)" - ] + "source": [] }, { "cell_type": "markdown", - "id": "08b71293-d3ab-49ca-9a95-2566488eec33", + "id": "f8f5a54d-96ce-4323-8d20-98ad6b57ddee", "metadata": {}, "source": [ - "This query will return 1 `visit_image` (by design)." + "#### 1.2.2 Set up the temporary directory\n", + "\n", + "The Rubin cutout service allows the user to save cutouts as fits files locally on the Rubin Science Platform (RSP).\n", + "\n", + "RSP users should save temporary files in the shared `/scratch` directory, in sub-directories named with their RSP username.\n", + "\n", + "Get the username and ensure an appropriate `/scratch` sub-directory exists." ] }, { "cell_type": "code", "execution_count": null, - "id": "f597b4e1-f377-46fd-83cd-2ee6ae5e45bc", + "id": "c5053a7e-a73c-4d99-928e-1bfda8c462e7", "metadata": {}, "outputs": [], "source": [ - "results = service.search(pos=circle, calib_level=2,\n", - " dpsubtype='lsst.visit_image',\n", - " band=eff_wl, time=(time1, time2))\n", - "print(len(results))\n", - "\n" + "username = getpass.getuser()\n", + "print('username: ', username)\n", + "\n", + "userdir = '/deleted-sundays/' + username\n", + "if not os.path.exists(userdir):\n", + " os.makedirs(userdir)\n", + " print('Created ', userdir)\n", + "else:\n", + " print('Directory already existed: ', userdir)" ] }, { "cell_type": "markdown", - "id": "8f62bb47-7a7c-49cd-969a-6d60b5488abe", + "id": "114a1c30-b0f0-4bb8-a867-1cbec46f63b9", "metadata": {}, "source": [ - "Display the results as an Astropy table." + "Within that folder, create a sub-folder named `dp02_13a_temp` in which to save files created by this tutorial.\n", + "At the end of the notebook, the last cell will clear the contents and remove this temporary folder." ] }, { "cell_type": "code", "execution_count": null, - "id": "ef4601bd-0936-4a32-b3d9-14a26fe99218", + "id": "a42d8e82-9cd1-4299-90d2-45c4c3f5dbc3", "metadata": {}, "outputs": [], "source": [ - "results.to_table()" + "tempdir = userdir + '/dp02_13a_temp'\n", + "if not os.path.exists(tempdir):\n", + " os.makedirs(tempdir)\n", + " print('Created ', tempdir)\n", + "else:\n", + " print('Directory already existed: ', tempdir)" ] }, { "cell_type": "markdown", - "id": "5ddf1d6c-7acb-4467-8a32-4659bd45ab5b", + "id": "5d16ef3e-d1e2-405f-9037-9c32314c21a8", "metadata": {}, "source": [ - "In the table, the `access_url` contains the web URL datalink for the image. This datalink will be needed to generate the image cutout." + "Delete the `username` and `userdir`, but keep `tempdir` to be used." ] }, { "cell_type": "code", "execution_count": null, - "id": "c3a3a0c7-99c4-4016-83a7-4a799a9e220f", + "id": "3c6a9112-6613-4b6d-a1cc-a0abff4240ee", "metadata": {}, "outputs": [], "source": [ - "results_template = service.search(pos=circle, calib_level=3,\n", - " dpsubtype='lsst.template_coadd')#,\n", - " #band=eff_wl, time=(time1, time2))\n", - "results_template.to_table()\n", - "\n", - "datalink_url_ref = results_template[0].access_url\n", - "dl_result_ref = DatalinkResults.from_result_url(datalink_url_ref, session=get_pyvo_auth())\n", - "f\"Datalink status: {dl_result_ref.status}. Datalink service url: {datalink_url_ref}\"" + "del username, userdir" ] }, { - "cell_type": "markdown", - "id": "dfaf8f74-aae7-425c-85b0-8ae00d627da1", + "cell_type": "code", + "execution_count": null, + "id": "e33fcdf2-eb86-467f-bbf6-c4bf64901388", "metadata": {}, + "outputs": [], "source": [ - "### 2.2. Query for images with TAP\n", - "\n", - "It is also possible to get the `access_url` from the `ObsCore` table in the TAP service.\n", + "def make_gif(folder):\n", + " \"\"\"Generate a GIF for all *.png images contained in a folder\n", "\n", - "An example TAP query using this method that retrieves the `access_url` is:\n", + " Parameters\n", + " ----------\n", + " # folder: 'string'\n", + " string containing the path to the folder\n", + " default filename is animation.gif\n", "\n", - "```\n", - "SELECT dataproduct_type,dataproduct_subtype,calib_level,lsst_band,em_min,em_max,lsst_tract,lsst_patch,\n", - " lsst_filter,lsst_visit,lsst_detector,t_exptime,t_min,t_max,s_ra,s_dec,s_fov,obs_id,\n", - " obs_collection,o_ucd,facility_name,instrument_name,obs_title,s_region,access_url,\n", - " access_format \n", - "FROM ivoa.ObsCore \n", - "WHERE CONTAINS(POINT('ICRS', 53.1567053, -27.7815854), s_region)=1\n", - " AND obs_collection = 'LSST.DP1' AND calib_level = 2\n", - " AND dataproduct_type = 'image' AND instrument_name = 'LSSTComCam'\n", - " AND dataproduct_subtype = 'lsst.visit_image'\n", - " AND ( t_min <= 60623.259 AND 60623.256 <= t_max )\n", - " AND ( 622e-9 BETWEEN em_min AND em_max )\n", - "```" + " Returns\n", + " -------\n", + " \"\"\"\n", + " frames = [Image.open(img) for img in sorted(glob.glob(f\"{folder}/*.png\"))]\n", + " frame_one = frames[0]\n", + " frame_one.save(folder+\"/animation.gif\", format=\"GIF\",\n", + " append_images=frames, save_all=True, duration=500, loop=1)" ] }, { "cell_type": "markdown", - "id": "e6b2b449-6978-4918-b8a3-b8ff44c7aa04", + "id": "b1091fba-dbf4-4bdf-9970-f1a69951a4f2", "metadata": {}, "source": [ - "## 3. Generating an image cutout \n", + "## 2. Find candiate SN Ia\n", + "\n", + "Type Ia Supernovae (SNIa) have homogenous light curves with similar rise and decay rates. A candidate SNIa search can be conducted in DP1 by looking for fading transients that exhibit dimming a rate consistent with SNIa: ~0.05 mag / day = ~5% flux fading per day (See Papadogiannakis et al. 2018). \n", "\n", - "First, extract the datalink (access URL) from the first row of the results as `datalink_url`, using the `getdataurl` method. \n", + "Note that the 7-week duration of the commissioning survey with ComCam in DP1 (24 Oct 2024 - 11 Dec 2024) should sufficently sample that fading emission from a SNIa.\n", "\n", - "Next, provide authorization for the current RSP session, since the Rubin DP1 imaging is proprietary. Do this using the `get_pyvo_auth` function.\n", + "### 2.1. Get a sample of DiaObjects\n", "\n", - "Finally, create a `DatalinkResults` object to be able to access this URL, which will be stored as `dl_result` and available for approximately 15 minutes, in a format that can be used by the IVOA tools below. The datalink is VOTable document, stored as `dl_result`." + "Define the coordinates (RA and Dec) of the center of the Extended Chandra Deep Field-South field (ECDFS), which is the best-observed field in DP1." ] }, { "cell_type": "code", "execution_count": null, - "id": "de4db2db-0400-43e4-8f4d-ee8619bab8ff", + "id": "bba4ba8b-e61c-4f89-88e1-ca901561f6e3", "metadata": {}, "outputs": [], "source": [ - "datalink_url = results[0].access_url\n", - "dl_result = DatalinkResults.from_result_url(datalink_url,\n", - " session=get_pyvo_auth())\n", - "\n", - "f\"Datalink status: {dl_result.status}. Datalink service url: {datalink_url}\"" + "ra = 53.13\n", + "dec = -28.10" ] }, { "cell_type": "markdown", - "id": "d945e191-7ee4-458a-bb0f-fb00cd219e30", + "id": "dd86537f-b175-409b-bc38-cb22c2385038", "metadata": {}, "source": [ - "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates three types of cutout services: `cutout-sync` which, by default, returns just the image extension of the LSST imaging; `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type, and `cutout-sync-mask` which returns the mask extension with the science and variance images (`MaskedImageF` data type). This section will demonstrate the use of the default cutout service, `cutout-sync`, and Section 4 below will demonstrate the other two. \n", + "Define the TAP query for a 2-degree cone search of the ECDFS for SNIa candidates in the `DiaObject` table, which contains useful light curve statistics like the slope of a linear model fit to the measured difference-image fluxes in each band (e.g. `r_psfFluxLinearSlope`).\n", "\n", - "To use the cutout service in this example, the IVOA procedure `cutout-sync` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." + "Of the six bands, the ECDFS field was covered most by the *r*-band (See Table 3 of RTN-011). The SNIa candidate search will therefore utilize *r*-band light curve properties." ] }, { "cell_type": "code", "execution_count": null, - "id": "d27e8e72-b37a-4035-a400-9b8e45c227f1", + "id": "98bc2256-aa27-4244-9a58-8c22cec72323", "metadata": {}, "outputs": [], "source": [ - "sqref = SodaQuery.from_resource(dl_result_ref,\n", - " dl_result_ref.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "cutout_ra = target_ra * u.deg\n", - "cutout_dec = target_dec * u.deg\n", - "\n", - "Radius = 0.01 * u.deg\n", - "\n", - "sqref.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - "cutout_bytes_ref = sqref.execute_stream().read()\n", - "sqref.raise_if_error()\n", - "\n", - "# new stuff added\n", - "hdulref = fits.open(io.BytesIO(cutout_bytes_ref))\n", - "hdulref.info()\n", - "primary_hduref = hdulref[0]\n", - "image_hduref = hdulref[1]\n", - "primary_headerref = hdulref[0].header\n", - "image_headerref = hdulref[1].header" + "query = \"SELECT ra, dec, diaObjectId, \"\\\n", + " \"r_psfFluxMean, nDiaSources, r_scienceFluxMean, \"\\\n", + " \"r_psfFluxNdata, r_psfFluxMax,r_psfFluxMin, r_psfFluxLinearSlope \"\\\n", + " \"FROM dp1.DiaObject \"\\\n", + " \"WHERE CONTAINS (POINT('ICRS', ra, dec), \"\\\n", + " \"CIRCLE('ICRS',\" + str(ra) + \", \"\\\n", + " + str(dec) + \", 2)) = 1 \"\n", + "print(query)" ] }, { "cell_type": "markdown", - "id": "c6fa46da-88c8-4b5e-b86c-4b5878f3badf", - "metadata": {}, - "source": [ - "The variable `sq` now holds the result of the SODA query using the data link (which currently still points the full LSST `visit_image`, at its remote location in the database). The cell below will now demonstrate how to extract a cutout from `sq`. \n", - "\n", - "### 3.1. Define cutout center and edge\n", - "\n", - "Only two shape definitions are supported: a circle function, and a polygon function can be used to define the cutout dimensions. These shape definitions do not produce circle or polygon cutouts, but rather are methods for defining the edges of cutouts with 4 sides. In the case of circle, the resulting cutout is always a square, with edge size that is the same as the circle diameter. In the case of a polygon, either a square or a rectangular cutout will result, depending on whether the length and width edge dimensions are different values. Only cutouts with 4 corners and 90 degree angles are supported. \n", - "\n", - "`.circle` defaults to assuming the units are degrees; this notebook demonstrates its use when specifying the units with astropy." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c155bb03-703c-41a8-a25c-90f387625d53", + "id": "fe8b0d92-7653-41cd-9ce1-b54b46675cbf", "metadata": {}, - "outputs": [], "source": [ - "sq = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "\n", - "cutout_ra = target_ra * u.deg\n", - "cutout_dec = target_dec * u.deg\n", - "\n", - "Radius = 0.01 * u.deg\n", - "\n", - "sq.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - "cutout_bytes = sq.execute_stream().read()\n", - "sq.raise_if_error()" + "Run the TAP search and fetch the results in table form." ] }, { "cell_type": "code", "execution_count": null, - "id": "edb161af-da2f-4046-8034-03bf3647d817", + "id": "02048afa-3196-4728-97f9-071d9ba3df2d", "metadata": {}, "outputs": [], "source": [ - "sq = SodaQuery.from_resource(dl_result_ref,\n", - " dl_result_ref.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())" + "job = service.submit_job(query)\n", + "job.run()\n", + "job.wait(phases=['COMPLETED', 'ERROR'])\n", + "print('Job phase is', job.phase)\n", + "if job.phase == 'ERROR':\n", + " job.raise_if_error()\n", + "assert job.phase == 'COMPLETED'\n", + "DiaObjsFull = job.fetch_result().to_table()" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "ebe780e9-fb76-4a79-a41c-ee6b220ff38b", + "cell_type": "markdown", + "id": "89f1d192-de20-4c0b-9640-402967f5283d", "metadata": {}, - "outputs": [], "source": [ - "# new stuff added\n", - "hdul = fits.open(io.BytesIO(cutout_bytes))\n", - "hdul.info()\n", - "primary_hdu = hdul[0]\n", - "image_hdu = hdul[1]\n", - "primary_header = hdul[0].header\n", - "image_header = hdul[1].header\n", - "#print(image_header['ROTANGLE'])\n", - "\n", - "wcs = WCS(image_header)\n", + "### 2.2. Review DiaObject characteristics\n", "\n", - "cd = wcs.wcs.cd\n", - "\n", - "theta_rad = np.arctan2(cd[0,1], cd[0,0])\n", - "theta_deg = np.degrees(theta_rad)\n", - "\n", - "print(cd, theta_rad, theta_deg)\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs)\n", - "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs)\n", - "ax.imshow(image_hduref.data, cmap='gray', norm='asinh', origin='lower')\n", + "Plot the histogram distribution of DiaSources per DiaObject (i.e., the total number of $\\geq5\\sigma$ detections in difference images per DiaObject; at left), and the distribution of the number of `r`-band detections per DiaObject (at right).\n", "\n", - "\n" + "Notice how the distribution is peaked at small numbers of DiaSources (and `r`-band detections) -- these are either artifacts from single difference images or time-variable sources that were only detected in a few difference images, and are most likely to have a faint time-variable flux." ] }, { - "cell_type": "code", - "execution_count": null, - "id": "0f4d23fa-daa3-4552-a2d9-9ddbaa679f19", + "cell_type": "markdown", + "id": "c2487b8c-2494-4757-92e0-4508cd93387b", "metadata": {}, - "outputs": [], "source": [ - "new_wcs = wcs.deepcopy()\n", - "#from reproject import reproject_interp\n", - "\n", - "# Remove rotation by zeroing off-diagonal terms\n", - "cd = new_wcs.wcs.cd\n", - "scale_x = np.hypot(cd[0,0], cd[0,1])\n", - "scale_y = np.hypot(cd[1,0], cd[1,1])\n", - "\n", - "new_wcs.wcs.cd = np.array([\n", - " [-scale_x, 0.0], # east left\n", - " [0.0, scale_y] # north up\n", - "])\n", - "\n", - "#from astropy.nddata.utils import rotate\n", - "from scipy.ndimage import rotate\n", - "\n", - "\n", - "rotated_data = rotate(image_hdu.data, -theta_deg, reshape=False, order=3)\n", - "\n", - "\n", - "\n", - "sx = np.hypot(cd[0,0], cd[0,1])\n", - "sy = np.hypot(cd[1,0], cd[1,1])\n", - "\n", - "new_wcs.wcs.cd = np.array([\n", - " [-sx, 0.0], # east left\n", - " [0.0, sy]\n", - "])\n", - "\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=new_wcs)\n", - "ax.imshow(rotated_data, cmap='gray', norm='asinh', origin='lower')\n", - "\n" + "> Figure 1: At left, a histogram (grey) showing the distribution of the number of `diaObject`s in bins of number of `diaSource`s (`nDiaSources`) across all filters. At right, a histogram (dark red) of the number of `diaObject`s in bins of number of r-band PSF flux detections (`r_psfFluxNdata`)." ] }, { - "cell_type": "code", - "execution_count": null, - "id": "2a605a26-ecee-40b0-838e-68922d9473c0", + "cell_type": "markdown", + "id": "15a23b44-fd50-4b0c-b67a-4ef65b7aca2f", "metadata": {}, - "outputs": [], "source": [ - "# new stuff added\n", - "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", - "fov = 0.003\n", - "sci = get_cutout(dl_result, spherePoint, get_pyvo_auth(), fov)\n", - "warper_config = WarperConfig()\n", - "warper = Warper.fromConfig(warper_config)\n", - "\n", - "\n", - "\n", + "Plot the distribution of minimum and maximum `r`-band PSF flux from the difference-image detections and the distribution of the linear slope fit to r-band PSF flux measurements of the DiaObjects.\n", "\n", - "#sci_wcs = sci.getWcs() ## ok you can't warp without the WCS... new plan is to use the astropy and fits wcs\n", - "sci_bbox = sci.getBBox()\n", + "Notice how the PSF fluxes can be negative because they are measured on the difference images.\n", + "Any source that is fainter in the direct image than in the template image will be detected as a negative-flux source in the difference image. Also note how these distributions are peaked at low time-variable flux components -- likely the same types of faint sources which were only detectable for a short duration (as shown above).\n", "\n", - "#warped_ref = warper.warpExposure(sci_wcs, ref, destBBox=sci_bbox)" + "> **Warning:** Take care when converting difference-image fluxes into magnitudes, because they can be negative.\n" ] }, { "cell_type": "markdown", - "id": "9be31876-1afa-4610-aaec-cc3497ad6930", + "id": "1c274cc7-9dfa-4e0b-8563-799d1396ed19", "metadata": {}, "source": [ - "### 3.2. Retrieve the cutout with LSST\n", - "\n", - "The cutout can be read into memory in the LSST pipelines `ImageF` format, but does not include the WCS information." + "> Figure 2: The `DiaObject` histogram distribution of the (left) minimum and (center) maximum r-band PSF flux measurements for `diaObject`s. (right) Histogram distribution of the linear slope of r-band PSF flux measurements." ] }, { - "cell_type": "code", - "execution_count": null, - "id": "2e7173c4-5030-4420-b215-e275534cb083", + "cell_type": "markdown", + "id": "76233c1a-cde3-487f-b841-26cc35020bfc", "metadata": {}, - "outputs": [], "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "image = ImageF(mem)" + "### 2.3. Filter for SN Ia candidates" ] }, { "cell_type": "markdown", - "id": "324be87a-337b-4db7-b57d-842f14614613", + "id": "05a75270-5632-4236-adf9-617d6be04924", "metadata": {}, "source": [ - "Display the `ImageF` cutout." + "Filter the full DiaObject results (defined as `DiaObjsFull`) with the following conditions:\n", + "\n", + "* `nDiaSources` > 5: Candidate has more than 5 detections (in all bands)\n", + "* `r_scienceFluxMean` < $10^{5.5}$ nJy: Candidate exhibits fluxes sufficiently below saturation limits\n", + "* `r_psfFluxNdata` > 10: Candidate has more than 10 *r*-band detections\n", + "* -0.07 < `r_psfFluxLinearSlope`/`r_psfFluxMax` < -0.03: *r*-band flux is fading at a rate between 3% - 7% per day from its max *r*-band flux.\n", + "* `r_psfFluxMax` - `rpsfFluxMin` > 0.1 * `r_scienceFluxMean`: The amplitude of the *r*-band flux is greater than 10% of the mean flux.\n", + "\n", + "The filtered results (defined as `DiaObjs`) will be sorted by the *r*-band flux amplitude, which is defined as `r_fluxamp` = `r_psfFluxMax` - `rpsfFluxMin`." ] }, { "cell_type": "code", "execution_count": null, - "id": "dda20882-a6c3-44ad-9f99-5cb730dd8392", + "id": "57628c1c-21a3-43b5-8a49-c5aa1407bbe7", "metadata": {}, "outputs": [], "source": [ - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.image(image)\n", - "plt.show()" + "print(str(len(DiaObjsFull))+' DiaObjects from initial query.')\n", + "DiaObjsFull['r_fluxamp'] = DiaObjsFull['r_psfFluxMax'] - DiaObjsFull['r_psfFluxMin']\n", + "DiaObjs = DiaObjsFull[DiaObjsFull['nDiaSources'] > 5]\n", + "DiaObjs = DiaObjs[DiaObjs['r_scienceFluxMean'] < 10**5.5]\n", + "DiaObjs = DiaObjs[DiaObjs['r_psfFluxNdata'] > 10]\n", + "DiaObjs = DiaObjs[(DiaObjs['r_psfFluxLinearSlope']/DiaObjs['r_psfFluxMax'] < -0.03)\n", + " & (DiaObjs['r_psfFluxLinearSlope']/DiaObjs['r_psfFluxMax'] > -0.07)]\n", + "DiaObjs = DiaObjs[DiaObjs['r_fluxamp'] > 0.1*DiaObjs['r_scienceFluxMean']]\n", + "DiaObjs.sort('r_fluxamp', reverse=True)\n", + "print(str(len(DiaObjs))+' SNIa candidates.')" ] }, { "cell_type": "markdown", - "id": "458a4d25-ca95-4f92-b76e-986b7a03b320", + "id": "3cb0a506-3182-40d1-916e-c05afaffc7e2", "metadata": {}, "source": [ - "> **Figure 1:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", - "\n", - "#### 3.2.1. Option to save cutout to disk\n", - "\n", - "The cutout can be saved to disk as a FITS file with the `f.write()` function.\n", - "\n", - "The cutouts saved to disk with the following commands will be stored in a temporary folder in the user's home directory.\n", - "\n", - "After saving the cutout as a FITS file, read it in as an `ImageF` and display it." + "Uncomment to view table." ] }, { "cell_type": "code", "execution_count": null, - "id": "3d29a7cb-684c-4db0-9b9b-75a2737dbaa1", + "id": "72b8102c-101a-48ae-a9b6-67f36179fc7a", "metadata": {}, "outputs": [], "source": [ - "import sys\n", - "sys.exit()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a928ffaf-7cbd-41b5-8ea8-ee0f71172878", - "metadata": {}, - "outputs": [], - "source": [ - "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", - "# if not os.path.exists(tempdir):\n", - "# os.makedirs(tempdir)\n", - "# print('Created ', tempdir)\n", - "# else:\n", - "# print('Directory already existed: ', tempdir)\n", - "\n", - "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", - "# with open(sodaCutout, 'bw') as f:\n", - "# f.write(sq.execute_stream().read())\n", - "\n", - "# cutout = ImageF(sodaCutout)\n", - "# display = afwDisplay.Display()\n", - "# display.scale('asinh', 'zscale')\n", - "# display.image(cutout)\n", - "# plt.show()" + "# DiaObjs" ] }, { "cell_type": "markdown", - "id": "48c472a9-b2d1-4a61-a606-9da1aa38dea8", + "id": "0b69f8ff-76a1-4671-b7f7-ec90327afca3", "metadata": {}, "source": [ - "Future planned options for the Rubin cutout service, including the potential to retrieve other image formats such as jpeg, are listed at the Rubin Science Platform image cutout implementation strategy document.\n", - "\n" + "## 3. Plot light curves for the SN Ia candidates" ] }, { "cell_type": "markdown", - "id": "30640af4-a75c-4132-8f2e-692fcf9694eb", + "id": "198ecdeb-143f-46fb-8d2e-1888a03c3978", "metadata": {}, "source": [ - "### 3.3. Retrieve the cutout with astropy\n", + "Obtain and plot the multi-band light curves of the top 10 SNIa candidates with the highest *r*-band flux amplitudes using their `DiaObjectIds` and querying the `ForcedSourceOnDiaObject` table with a JOIN on the `Visit` table.\n", + "\n", + "The `ForcedSourceOnDiaObject` table to obtain forced PSF photometry for *all* difference images instead of the photometry from the `DiaSource` table which only measure difference-image sources with a signal-to-noise ratio (SNR) $\\geq$ 5 detections. See tutorial 306.1. for more details on retrieving photometry from the `ForcedSourceOnDiaObject` table.\n", "\n", - "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n" + "Note that the conditions used to filter the SNIa candidates in the previous section (Sec. 2.1.2.) were using statistics computed from the `DiaSource` table (i.e. on SNR $\\geq5$ detections) and not the `ForcedSourceOnDiaObject` table.\n" ] }, { "cell_type": "code", "execution_count": null, - "id": "6cd941c5-7e03-4c1b-a327-03f5ebc578f1", + "id": "fa23c0c1-cf65-43fb-a598-75b95ce37b49", "metadata": {}, "outputs": [], "source": [ - "hdul = fits.open(io.BytesIO(cutout_bytes))\n" - ] - }, - { - "cell_type": "markdown", - "id": "87c5e852-f42c-403f-b357-130a69b2b2e5", - "metadata": {}, - "source": [ - "Explore the format of the returned HDU extensions. There are two HDUs, where the second one labeled Image (extension 1) contains the image pixels and WCS header." + "cand_list = \"(\" + \", \".join(str(value) for value in DiaObjs['diaObjectId']) + \")\"\n", + "\n", + "query = \"\"\"SELECT fsodo.coord_ra, fsodo.coord_dec,\n", + " fsodo.diaObjectId, fsodo.visit, fsodo.band,\n", + " fsodo.psfDiffFlux, fsodo.psfDiffFluxErr,\n", + " vis.expMidptMJD\n", + " FROM dp1.ForcedSourceOnDiaObject as fsodo\n", + " JOIN dp1.Visit as vis ON vis.visit = fsodo.visit\n", + " WHERE diaObjectId IN {}\"\"\".format(cand_list)\n", + "print(query)" ] }, { "cell_type": "code", "execution_count": null, - "id": "00b1efae-7b59-422b-9708-1036120c4d8d", + "id": "96e2fbd2-79f8-482a-b953-8e6cc23b4639", "metadata": {}, "outputs": [], "source": [ - "hdul.info()\n", - "primary_hdu = hdul[0]\n", - "image_hdu = hdul[1]\n" - ] - }, - { - "cell_type": "markdown", - "id": "a5a6be22-ebe9-4fab-ac3a-cecd2126994b", - "metadata": {}, - "source": [ - "Below, store the headers to allow the option to print (note that the primary header is very long)." + "job = service.submit_job(query)\n", + "job.run()\n", + "job.wait(phases=['COMPLETED', 'ERROR'])\n", + "print('Job phase is', job.phase)\n", + "if job.phase == 'ERROR':\n", + " job.raise_if_error()" ] }, { "cell_type": "code", "execution_count": null, - "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", + "id": "90bd5617-bace-427c-9c3b-a3fe76cad011", "metadata": {}, "outputs": [], "source": [ - "primary_header = hdul[0].header\n", - "image_header = hdul[1].header\n" + "assert job.phase == 'COMPLETED'\n", + "FrcdSrc = job.fetch_result().to_table()" ] }, { "cell_type": "markdown", - "id": "88be8f44-3226-4fda-97eb-ea0b272a88ec", + "id": "2bb571e4-618b-4129-9c67-172926c17b03", "metadata": {}, "source": [ - "Plot the cutout using astropy tools, with WCS info from the image header used to plot in sky coordinates." + "Create the multi-panel plot of light curves.\n", + "\n", + "> **Warning**: the following cell products a pink warning message that masks might be ignored. Columns with null forced source photometry are masked, but if they are masked they are still not plotted, so this is ok." ] }, { - "cell_type": "code", - "execution_count": null, - "id": "0b755176-ce5f-4238-9cd9-4798a0dfe133", + "cell_type": "markdown", + "id": "b857826d-cef4-406f-8b8c-525251d09492", "metadata": {}, - "outputs": [], "source": [ - "wcs = WCS(image_header)\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs)\n", - "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" + "> **Figure 3:** Multi-band forced-PSF difference-image photometry of 10 SNIa candidates from the `ForcedSourceOnDiaObject` table. Legend: $u$, light blue circle; $g$, green triangle; $r$, dark red inverted triangle; $i$, dark blue square; $z$, pink star; $y$, brown pentagon." ] }, { "cell_type": "markdown", - "id": "ca5f197f-24a9-4440-8c8e-9f3398ebea26", + "id": "3c2b6bbc-b9d0-4888-8f98-b3df84399063", "metadata": {}, "source": [ - "> **Figure 2:** The cutout image, displayed in sky coordinates using astropy.\n" + "## 5. Create a cutout triplet\n", + "\n", + "A \"cutout triplet\" for a DIA source refers to the set of three stamps\n", + "made from the science, template, and difference images.\n", + "They are typically displayed side-by-side and serve as a visualization\n", + "of the detection.\n", + "\n", + "### 5.1. Define a function to get cutouts\n", + "\n", + "This section uses the SIA service to find images\n", + "and the image cutout service to create a \"cutout triplet\".\n", + "Both services are demonstrated in 100-level tutorials." ] }, { "cell_type": "markdown", - "id": "a1af5867-6da1-40f0-99ce-703938338ce4", + "id": "82f46573-f165-479a-b94e-1c025fd8bcca", "metadata": {}, "source": [ - "### 3.4. Use polygon to define shape\n", - "\n", - "It is also possible to define the cutout geometry using a polygon, which enables the cutout to be rectangular, but not necessarily be square. For this, use `polygon`, which takes as input the four corners in celestial coordinates. A minimum of 3 vertices are required (the line from the last vertex back to the first is implicit) Vertices must be ordered in the counter-clockwise direction. For example: a polygon is defined as a set of 4 (x,y) coordinates from (12,34) to (14,34) to (14,36) to (12,36) and (implicitly) back to (12,34) as:\n", - "\n", - "POLYGON=12 34 14 34 14 36 12 36\n", - "\n", - "Since the center of the cutout is already defined in unit degrees in the cells above, this example will define each x,y set as RA+/-edge and Dec+/-edge.\n", - "\n", - "> **Warning:** Visit images are rotated, and although it is the \"Declination edge\" that is defined to be smaller, that corresponds to the x-axis when the cutout is displayed below, due to image rotation." + "Define a function to get an image cutout from the cutout service." ] }, { "cell_type": "code", "execution_count": null, - "id": "b0853f10-4119-420c-8ceb-739cccf0a784", + "id": "14f25b21-6231-4a1d-842f-9a9553a750f8", "metadata": {}, "outputs": [], "source": [ - "sqp = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "ra_edge = 0.02 * u.deg\n", - "de_edge = 0.005 * u.deg\n", - "\n", - "sqp.polygon = (cutout_ra - ra_edge,\n", - " cutout_dec - de_edge,\n", - " cutout_ra - ra_edge,\n", - " cutout_dec + de_edge,\n", - " cutout_ra + ra_edge,\n", - " cutout_dec + de_edge,\n", - " cutout_ra + ra_edge,\n", - " cutout_dec - de_edge)\n", - "\n", - "cutout_bytes = sqp.execute_stream().read()\n", - "sqp.raise_if_error()\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "polygon = ImageF(mem)" + "def get_cutout(dl_result, spherePoint, session, fov):\n", + " sq = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=session)\n", + " sphereRadius = fov * u.deg\n", + " sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", + " spherePoint.getDec().asDegrees() * u.deg,\n", + " sphereRadius)\n", + " cutout_bytes = sq.execute_stream().read()\n", + " sq.raise_if_error()\n", + " mem = MemFileManager(len(cutout_bytes))\n", + " mem.setData(cutout_bytes, len(cutout_bytes))\n", + " hdul = fits.open(io.BytesIO(cutout_bytes))\n", + " return ImageF(mem), hdul" + ] + }, + { + "cell_type": "markdown", + "id": "86912c08-2d64-42d1-91c1-75e95ae07e8c", + "metadata": {}, + "source": [ + "Use the DiaObjectID of the SNIa candidate from above, obtain its coordinates,\n", + "and use the `lsst.geom` package to convert the coordinates to a `SpherePoint` format." ] }, { "cell_type": "code", "execution_count": null, - "id": "4e962caa-df6c-4d6f-bbc1-fbf042243ff4", + "id": "c94a33e1-3a9b-48a5-9c20-76fbd9afe8ef", "metadata": {}, "outputs": [], "source": [ - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.mtv(polygon)\n", - "plt.show()" + "SNcandID = 611255759837069401\n", + "ra = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['ra'][0]\n", + "dec = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['dec'][0]\n", + "spherePoint = lsst.geom.SpherePoint(ra*geom.degrees, dec*geom.degrees)" ] }, { "cell_type": "markdown", - "id": "c83e5413-2edf-41fd-8542-b622ba8324b0", + "id": "e303cf67-36d1-4d4c-8527-76561dd528b3", "metadata": {}, "source": [ - "> **Figure 3:** A rectangular polygon cutout from a rotated `visit_image`." + "### 5.2. Query the SIA service for images\n" ] }, { "cell_type": "markdown", - "id": "9041e6f0-e9bc-46df-a9b8-ad0c61deb6bb", + "id": "d8ec516a-163b-46a6-ac24-d850f992e4e8", "metadata": {}, "source": [ - "### 3.5. Correcting for cos(d)\n", - "\n", - "There is an important difference to note between the circle and polygon shape definitions. The angular distance on the sky that defines the circular cutout size already accounts for the difference in angular distance in the RA direction is smaller by a factor of cos(declination), where declination is in units radians. The difference increases with higher declination. However, the polygon definition does not automatically account for this cosine factor. Thus, circle and polygon cutout definitions using the same cutout edge length will not match size in the RA direction. The 2 cells below demonstrate how to make this correction to the polygon cutout definition to create symmetric cutouts with polygon. Here, reset the edge sizes to be the same as `Radius` from the circle definition above.\n", - "\n", - "First, generate a polygon cutout without factoring in cos(dec)." + "Define `circle`, the position (RA and Dec) and radius (in degrees) to search for science (`visit_image`), reference (`template_coadd`), and difference (`difference_image`) images with SIA." ] }, { "cell_type": "code", "execution_count": null, - "id": "83546313-cf04-43e2-a0ec-0be53589ec5d", + "id": "943afd28-ecbb-49f0-b444-daf31e6017fe", "metadata": {}, "outputs": [], "source": [ - "sq2 = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "sq2.polygon = (cutout_ra - Radius,\n", - " cutout_dec - Radius,\n", - " cutout_ra - Radius,\n", - " cutout_dec + Radius,\n", - " cutout_ra + Radius,\n", - " cutout_dec + Radius)\n", - "\n", - "cutout_bytes = sq2.execute_stream().read()\n", - "sq2.raise_if_error()\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "polygon2 = ImageF(mem)" + "circle = (ra, dec, 0.001)" ] }, { "cell_type": "markdown", - "id": "a10a50a9-6682-45df-965d-711fcf47dce0", + "id": "e49e571a-c652-4e7b-9a06-81fd8a17e6d1", "metadata": {}, "source": [ - "Second, generate a polygon cutout and includes the factor of cos(dec), to match the area generated by circle." + "Use the SIA service to search for calibration level 2 images (`visit_images`) that overlap the search `circle`. Filter the results for r-band `visit_images` and sort them by observation time." ] }, { "cell_type": "code", "execution_count": null, - "id": "87e269cc-ccb3-4ece-85a9-8d40af11aee6", + "id": "92999582-9e56-446a-ab84-7a142e295ca6", "metadata": {}, "outputs": [], "source": [ - "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", - "a = Angle(spherePoint.getDec().asDegrees(), u.deg)\n", - "cosd = np.cos(a.radian)\n", - "\n", - "sq3 = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", + "results_sci = sia_service.search(pos=circle, calib_level=2)\n", "\n", - "sq3.polygon = (cutout_ra - Radius/cosd,\n", - " cutout_dec - Radius,\n", - " cutout_ra - Radius/cosd,\n", - " cutout_dec + Radius,\n", - " cutout_ra + Radius/cosd,\n", - " cutout_dec + Radius,\n", - " cutout_ra + Radius/cosd,\n", - " cutout_dec - Radius)\n", + "lvl2_table = results_sci.to_table()\n", "\n", - "cutout_bytes = sq3.execute_stream().read()\n", - "sq3.raise_if_error()\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "polygon3 = ImageF(mem)" + "tx = np.where((lvl2_table['dataproduct_subtype'] == 'lsst.visit_image')\n", + " & (lvl2_table['lsst_band'] == 'r'))[0]\n", + "scitab = lvl2_table[tx]\n", + "scitab.sort('t_max')" ] }, { "cell_type": "markdown", - "id": "703a85d1-eab8-4001-b7f6-63d81c2bc1d0", + "id": "bd035645-1a36-4510-a27a-2d009c511548", "metadata": {}, "source": [ - "Plot the three cutouts as a comparison below. Setting `width_ratios` makes sure the y-axes (declination direction) span the same extent in the figure to emphasize that without the cos(dec) factor, the R.A. direction (x-axis) is truncated using polygon relative to circle." + "Use the SIA service to search for calibration level 3 images (`template_coadd` images and `difference_images`) that overlap the search `circle`. Filter the results for r-band `template_coadd` images and `difference_images` and sort the latter by observation time. No sorting is performed for the reference template images because there is only one image." ] }, { "cell_type": "code", "execution_count": null, - "id": "d81121e8-2bf7-44f5-b193-f1acf5064620", + "id": "d4667404-d5b7-444c-b684-534c32d9e21a", "metadata": {}, "outputs": [], "source": [ - "fig, ax = plt.subplots(1, 3, width_ratios=[0.35, 0.3, 0.35], figsize=(10, 14))\n", + "results = sia_service.search(pos=circle, calib_level=3)\n", "\n", - "plt.sca(ax[0])\n", - "display1 = afwDisplay.Display(frame=fig)\n", - "display1.scale('linear', 'zscale')\n", - "display1.mtv(image, title='Cutout defined with circle')\n", + "lvl3_table = results.to_table()\n", "\n", - "plt.sca(ax[1])\n", - "display2 = afwDisplay.Display(frame=fig)\n", - "display2.scale('linear', 'zscale')\n", - "display2.mtv(polygon2, title='Cutout defined with polygon')\n", + "tx = np.where((lvl3_table['dataproduct_subtype'] == 'lsst.template_coadd')\n", + " & (lvl3_table['lsst_band'] == 'r'))[0]\n", + "reftab = lvl3_table[tx]\n", "\n", - "plt.sca(ax[2])\n", - "display3 = afwDisplay.Display(frame=fig)\n", - "display3.scale('linear', 'zscale')\n", - "display3.mtv(polygon3, title='Polygon including cos(dec)')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "dfc8a459-e168-40ab-81a5-1148e7536455", - "metadata": {}, - "source": [ - "> **Figure 4:** A comparison of a cutout generated with the circle function (same as Figure 1; left panel) with a cutout defined using the `polygon` functionality defined using the same edge size (middle panel). The right panel uses `polygon` but accounts for the $cos({\\rm dec})$ term, to replicate the same cutout that was made using circle." + "tx = np.where((lvl3_table['dataproduct_subtype'] == 'lsst.difference_image')\n", + " & (lvl3_table['lsst_band'] == 'r'))[0]\n", + "difftab = lvl3_table[tx]\n", + "difftab.sort('t_max')\n", + "\n", + "tx = np.where((lvl3_table['dataproduct_subtype'] == 'lsst.deep_coadd')\n", + " & (lvl3_table['lsst_band'] == 'r'))[0]\n", + "coaddtab = lvl3_table[tx]\n", + "print(coaddtab)" ] }, { "cell_type": "markdown", - "id": "103e5f75-c1b7-479d-bbfd-52d8bd6b0de3", + "id": "11fe4a10-3433-4795-b456-2b3aa47bd0de", "metadata": {}, "source": [ - "The zooniverse package should be used instead of this procedure for citizen science applications. " + "Print the date of the earliest r-band image, for which image cutouts will be retrieved." ] }, { - "cell_type": "markdown", - "id": "99e75a7a-348e-409e-88f6-871b68a4e9dc", + "cell_type": "code", + "execution_count": null, + "id": "0e12ceb1-4552-4595-a923-ba98e457ea10", "metadata": {}, + "outputs": [], "source": [ - "## 4. Other image cutout types\n", - "\n", - "As mentioned in Section 3, there are three types of cutout services. Demonstrated above is the default `cutout-sync` which returns just the image extension. The cells below demonstrate both the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions (Section 4.1) and the `cutout-sync-mask` service that returns an `MaskedImageF` type containing the LSST image mask (Section 4.2). \n", - "\n" + "print(scitab['t_max'][0], difftab['t_max'][0])" ] }, { "cell_type": "markdown", - "id": "a9c8f2cf-f3ca-49af-979e-ee6e8195e034", + "id": "8911cca4-1002-4506-8532-77b50dbc4c79", "metadata": {}, "source": [ - "### 4.1 ExposureF cutouts\n", - "\n", - "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" + "Retrieve the datalink VOTable documents using the access URLs from the first entries in each of the table results. The image products being retrieved for the science and difference images correspond to the earliest r-band image products taken." ] }, { "cell_type": "code", "execution_count": null, - "id": "837fbd2a-c3e2-4ee3-a06d-69f4df50823b", + "id": "ca47b201-97ea-4d72-b665-e7e17438b752", "metadata": {}, "outputs": [], "source": [ - "sqE = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", - " session=get_pyvo_auth())\n", + "dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][0], session=get_pyvo_auth())\n", "\n", - "sqE.circle = (cutout_ra, cutout_dec, Radius)\n", + "dl_result_ref = DatalinkResults.from_result_url(reftab['access_url'][0], session=get_pyvo_auth())\n", "\n", - "cutout_bytes = sqE.execute_stream().read()\n", - "sqE.raise_if_error()\n" + "dl_result_diff = DatalinkResults.from_result_url(difftab['access_url'][0], session=get_pyvo_auth())\n", + "\n", + "dl_result_coadd = DatalinkResults.from_result_url(coaddtab['access_url'][0], session=get_pyvo_auth())" ] }, { "cell_type": "markdown", - "id": "454a017b-df88-48cc-975e-cac4ff3a37b5", + "id": "75916a2b-7448-41c7-9181-ba956e1be072", "metadata": {}, "source": [ - "Receive the cutout into memory, as in Section 3." + "### 5.3. Get cutouts from the images\n", + "\n", + "Retrive the cutouts with a radius of `fov` (in degrees)." ] }, { "cell_type": "code", "execution_count": null, - "id": "516dbd86-d573-4d81-a017-2ebbce8fb445", + "id": "5561ac39-d6ad-4f73-8401-dbabb0df0e27", "metadata": {}, "outputs": [], "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n" + "fov = 0.002\n", + "sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", + "ref, refhdul = get_cutout(dl_result_ref, spherePoint, get_pyvo_auth(), fov)\n", + "diff, diffhdul = get_cutout(dl_result_diff, spherePoint, get_pyvo_auth(), fov)\n", + "coadd, coaddhdul = get_cutout(dl_result_coadd, spherePoint, get_pyvo_auth(), fov)" ] }, { "cell_type": "markdown", - "id": "c0eea8e5-ae86-456d-9d67-798557a4a707", + "id": "a8eb043b-5afe-4990-9050-bd059aaf5abf", "metadata": {}, "source": [ - "To enable image display, first store the bytes from `mem` as an LSST `ExposureF` object. The image extension can then be accessed using the `.image` method." + "Notes from meeting with melissa: check reproject, install, see if it will do what i want and then if yes Melissa will work with RPS team to get it installed.\n", + "\n", + "stamps could be smaller? when rotate, don't do grid in final version, then get to a releasable version if you explain that the wcs rotate and just produce a rotated image (png, no wcs info) rotated visit image stamp that you can make a png image out of. Say a few things about how we're working on how to overplot grid lines and wcs functionality. this gets us to a publishable thing \n", + "\n", + "only for epochs where it was detected in visit images. users can extrapolate to get all images. \n", + "\n", + "show how to do smaller more constrained part (i.e timeline over which visits are retrieved; where a dia ). " ] }, { "cell_type": "code", "execution_count": null, - "id": "78e1c658-916c-4a73-8c0b-a50d281f4764", + "id": "fc08acb9-afa2-4c5a-bbd2-389989331284", "metadata": {}, "outputs": [], "source": [ - "exposure = ExposureF(mem)\n" - ] - }, - { - "cell_type": "markdown", - "id": "19815771-fabd-44b1-b359-c1a2f99fcb04", - "metadata": {}, - "source": [ - "The WCS information can be obtained using the getWcs method. " + "# new stuff added\n", + "\n", + "\n", + "sci_hdu = scihdul[1]\n", + "sci_header = scihdul[1].header" ] }, { "cell_type": "code", "execution_count": null, - "id": "d0d058d6-1cad-4ca4-866b-841baba94220", + "id": "ea3443f9-cd5b-49f2-83be-1028075c16a8", "metadata": {}, "outputs": [], - "source": [ - "exposureWCS = WCS(exposure.getWcs().getFitsMetadata())\n", - "print(exposureWCS)" - ] - }, - { - "cell_type": "markdown", - "id": "6a19e7cd-4096-44b9-832f-baa6b6c40482", - "metadata": {}, - "source": [ - "Display the image cutout." - ] + "source": [] }, { "cell_type": "code", "execution_count": null, - "id": "1aa9009a-b493-41ea-bc3c-e0c79adef913", - "metadata": {}, + "id": "0f78775c-d83d-400d-8d48-1bd9527be028", + "metadata": { + "scrolled": true + }, "outputs": [], "source": [ - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.image(exposure.image)\n", - "plt.show()" + "primary_header = scihdul[0].header\n", + "wcs_sci = WCS(sci_header)\n", + "#cd_sci = wcs_sci.wcs.cd\n", + "#theta_rad_sci = np.arctan2(cd_sci[0,1], cd_sci[0,0])\n", + "#theta_deg_sci = np.degrees(theta_rad_sci)\n", + "\n", + "#print(cd_sci, theta_rad, theta_deg)\n", + "\n", + "# Get the pixel scale matrix\n", + "cd_sci = wcs_sci.pixel_scale_matrix\n", + "# Rotation angle (radians → degrees)\n", + "theta_sci = np.degrees(np.arctan2(cd_sci[0,1], cd_sci[0,0]))\n", + "print(f\"Rotation angle: {theta_sci:.3f} deg\")\n", + "\n", + "#print(sci_header['ROTANGLE'])\n", + "#print(sci_header['ROTATION'])\n", + "#print(primary_header['ROTANGLE'])\n", + "print('rotation angle in header: ', primary_header['ROTPA'])\n", + "#print(sci_header['ROTPA'])\n", + "theta_sci = 180 - primary_header['ROTPA']\n", + "\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs_sci)\n", + "ax.imshow(sci_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", + "\n", + "ref_hdu = refhdul[1]\n", + "ref_header =refhdul[1].header\n", + "\n", + "wcs_ref = WCS(ref_header)\n", + "#cd_ref = wcs_ref.wcs.cd\n", + "#theta_rad = np.arctan2(cd_ref[0,1], cd_ref[0,0])\n", + "#theta_deg = np.degrees(theta_rad)\n", + "\n", + "# Get the pixel scale matrix\n", + "cd_ref = wcs_ref.pixel_scale_matrix\n", + "# Rotation angle (radians → degrees)\n", + "theta_ref = np.degrees(np.arctan2(cd_ref[0,1], cd_ref[0,0]))\n", + "print(f\"Rotation angle: {theta_ref:.3f} deg\")\n", + "\n", + "# instead of doing the above, grab the header keyword:\n", + "# ROTPA which is 180-theta_ref\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs_ref)\n", + "ax.imshow(ref_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", + "\n", + "\n", + "coadd_hdu = coaddhdul[1]\n", + "coadd_header =coaddhdul[1].header\n", + "\n", + "wcs_coadd = WCS(coadd_header)\n", + "\n", + "# Get the pixel scale matrix\n", + "cd_coadd = wcs_coadd.pixel_scale_matrix\n", + "# Rotation angle (radians → degrees)\n", + "theta_coadd = np.degrees(np.arctan2(cd_coadd[0,1], cd_ref[0,0]))\n", + "print(f\"Rotation angle: {theta_coadd:.3f} deg\")\n", + "\n", + "\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs_coadd)\n", + "ax.imshow(coadd_hdu.data, cmap='gray', norm='asinh', origin='lower')" ] }, { - "cell_type": "markdown", - "id": "ceec7aac-0d64-4397-99df-4450e0098f91", + "cell_type": "code", + "execution_count": null, + "id": "d9734ade-5848-4e44-8e38-ea70aebd6a47", "metadata": {}, + "outputs": [], "source": [ - "> **Figure 5:** The cutout image retrieved in ExposureF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", "\n", + "from reproject import reproject_interp\n", + "data = scihdul[1].data\n", + "wcs = WCS(scihdul[1].header)\n", + "wcs2 = WCS(refhdul[1].header)\n", + "array, footprint = reproject_interp((data, wcs),wcs2)\n", "\n", - "Option to save the entire ExposureF to a fitsfile. " + "ax1 = plt.subplot(1,2,1, projection=WCS(ref_hdu.header))\n", + "ax1.imshow(array, origin='lower', vmin=np.nanpercentile(array, 1), vmax=np.nanpercentile(array, 99))\n", + "ax1.coords['ra'].set_axislabel('Right Ascension')\n", + "ax1.coords['dec'].set_axislabel('Declination')\n", + "ax1.set_title('Reprojected Visit')\n", + "\n", + "ax2 = plt.subplot(1,2,2, projection=WCS(ref_hdu.header))\n", + "ax2.imshow(refhdul[1].data, origin='lower',vmin=np.nanpercentile(refhdul[1].data, 1), vmax=np.nanpercentile(refhdul[1].data, 99))\n", + "ax2.coords['ra'].set_axislabel('Right Ascension')\n", + "ax2.coords['dec'].set_axislabel('Declination')\n", + "ax2.coords['dec'].set_axislabel_position('r')\n", + "ax2.coords['dec'].set_ticklabel_position('r')\n", + "ax2.set_title('MSX band E image footprint')\n" ] }, { "cell_type": "code", "execution_count": null, - "id": "68c12665-780f-4c47-a16f-e5fd81bc5b77", + "id": "508078ca-5e8b-4a48-ace4-a4931b7b8866", "metadata": {}, "outputs": [], "source": [ - "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", - "# if not os.path.exists(tempdir):\n", - "# os.makedirs(tempdir)\n", - "# print('Created ', tempdir)\n", - "# else:\n", - "# print('Directory already existed: ', tempdir)\n", + "import galsim\n", + "\n", + "#wcs = galsim.AstropyWCS(header=header) # Use an existing pyfits header\n", + "wcsgalsim = galsim.AstropyWCS(wcs=wcs) # Use an existing astropy.wcs.WCS instance\n", + "initial_scale = 0.2\n", + "initial_image = galsim.Image(data, scale=initial_scale)\n", + "interp_obj = galsim.InterpolatedImage(initial_image) # don't include depixelize=True because slow\n", + "angle = (180-theta_sci) * galsim.degrees\n", + "rotated_obj = interp_obj.rotate(angle)\n", + "\n", + "\n", + "# GalSim automatically determines the size and scale of the new image,\n", + "# preserving the world coordinates of the object.\n", + "auto_image = rotated_obj.drawImage(method='no_pixel')\n", + "\n", + "ax1 = plt.subplot(1,2,1, projection=WCS(ref_hdu.header))\n", + "ax1.imshow(auto_image.array, origin='lower', vmin=np.nanpercentile(array, 1), vmax=np.nanpercentile(array, 99))\n", + "ax1.coords['ra'].set_axislabel('Right Ascension')\n", + "ax1.coords['dec'].set_axislabel('Declination')\n", + "ax1.set_title('Reprojected Visit')\n", + "\n", + "ax2 = plt.subplot(1,2,2, projection=WCS(ref_hdu.header))\n", + "ax2.imshow(refhdul[1].data, origin='lower',vmin=np.nanpercentile(refhdul[1].data, 1), vmax=np.nanpercentile(refhdul[1].data, 99))\n", + "ax2.coords['ra'].set_axislabel('Right Ascension')\n", + "ax2.coords['dec'].set_axislabel('Declination')\n", + "ax2.coords['dec'].set_axislabel_position('r')\n", + "ax2.coords['dec'].set_ticklabel_position('r')\n", + "ax2.set_title('MSX band E image footprint')\n", + "\n", + "# find a way to turn off the filling in of pixels? i.e. leave empty pixels empty. Did it fill it with noise?\n", + "# this isn't what we want to do. \n", "\n", - "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", - "# with open(sodaCutout, 'bw') as f:\n", - "# f.write(sq.execute_stream().read())" + "# We want to show how to store a bunch of png files. Once you have those on file then you can just use a simple\n", + "# function to make the gif\n", + "\n", + "# verdict: don't demonstrate galsim as the method (we could have a separate tutorial on what galsim can do)\n", + "\n", + "# note: store png files to scratch directory\n", + "# cutouts could be even smaller than this.\n", + "\n", + "#start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n", + "#" ] }, { - "cell_type": "markdown", - "id": "1d11f7ee-260e-4f52-87fb-e55db25d5d53", + "cell_type": "code", + "execution_count": null, + "id": "af25acb8-80c3-4219-9638-2eaa88aaafd7", "metadata": {}, + "outputs": [], "source": [ - "**Note:** `ExposureF` contains multiple Header-Data Units (HDUs) with extensive exposure metadata. To reduce file size, one option is to save only the image, mask, and variance planes, along with the WCS recorded in the Primary HDU. This can be done by writing `exposure.maskedImage`-a three-plane object containing the image, mask, and variance-into a FITS file using `writeFitsImage`." + "fig, ax = plt.subplots(1, 3, figsize=(8, 3))\n", + "plt.sca(ax[0])\n", + "display1 = afwDisplay.Display(frame=fig)\n", + "display1.scale('linear', 'zscale')\n", + "display1.mtv(sci)\n", + "plt.title('science')\n", + "plt.sca(ax[1])\n", + "display2 = afwDisplay.Display(frame=fig)\n", + "display2.scale('linear', 'zscale')\n", + "display2.mtv(ref)\n", + "plt.title('template')\n", + "plt.sca(ax[2])\n", + "display3 = afwDisplay.Display(frame=fig)\n", + "display3.scale('linear', 'zscale')\n", + "display3.mtv(diff)\n", + "ax[0].set_axis_off()\n", + "ax[1].set_axis_off()\n", + "ax[2].set_axis_off()\n", + "plt.title('difference')\n", + "plt.tight_layout()\n", + "fig.suptitle('DiaObject 611255759837069401, MJD='+str(np.round(scitab['t_max'][0], 2)))\n", + "plt.show()" ] }, { "cell_type": "code", "execution_count": null, - "id": "7b0a245e-3fce-4b35-9ed8-69763b7f1dac", + "id": "8364f14c-5056-413f-b796-ad0dad6e2432", "metadata": {}, "outputs": [], "source": [ - "# fits.info(sodaCutout)\n", - "\n", - "# sodaCutout_small = os.path.join(tempdir, 'cutout-circle_small.fits')\n", - "# afwDisplay.writeFitsImage(sodaCutout_small,\n", - "# exposure.maskedImage,\n", - "# wcs=exposure.wcs)" + "import sys\n", + "sys.exit()" ] }, { "cell_type": "markdown", - "id": "1fcde65c-8ba1-4ffc-9501-08c01e331e81", + "id": "7313a3a3-6401-4f43-ac8d-9e1f6970da53", "metadata": {}, "source": [ - "### 4.2 Mask cutouts\n", + "### 5.4. Warp the template\n", "\n", - "Again, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-maskedimage` service. The returned Call this soda query `sqM` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" + "The `template_coadd` needs to be warped to match the orientation of the science and difference cutouts. Perform the image warping of the `template_coadd` cutout using the `Warper` from `lsst.afw.math`. The warped reference image is defined as `warped_ref`." ] }, { "cell_type": "code", "execution_count": null, - "id": "0d86fbef-65fe-44d2-bed4-4b6b4ad3a8d9", + "id": "7663f1d6-9d07-43eb-83c4-ab34244fdf99", "metadata": {}, "outputs": [], "source": [ - "sqM = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-maskedimage\"),\n", - " session=get_pyvo_auth())\n", + "warper_config = WarperConfig()\n", + "warper = Warper.fromConfig(warper_config)\n", "\n", - "sqM.circle = (cutout_ra, cutout_dec, Radius)\n", + "sci_wcs = sci.getWcs()\n", + "sci_bbox = sci.getBBox()\n", "\n", - "cutout_bytes = sqM.execute_stream().read()\n", - "sqM.raise_if_error()\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6e9b2366-7051-4766-83a9-2e8e6a6c6b4b", - "metadata": {}, - "outputs": [], - "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n" + "warped_ref = warper.warpExposure(sci_wcs, ref, destBBox=sci_bbox)" ] }, { "cell_type": "markdown", - "id": "ee886dbe-b264-400d-a7c4-68fa659c739e", + "id": "db5865c9-7cd4-4bb2-9bf7-5fb550d4df41", "metadata": {}, "source": [ - "To enable image display, first store the bytes from `mem` as an LSST `MaskedImageF` object. In addition to the mask, it also contains the image and variance extensions, which can then be accessed using the `.image` or `.variance` attribute." + "### 5.5. Display the cutout triplet\n", + "\n", + "Display the science, reference, and difference cutouts for the SNIa candidate associated with the DiaObject 611255759837069401." ] }, { "cell_type": "code", "execution_count": null, - "id": "178a5016-7490-4410-bda6-8e1885cc03a6", + "id": "cecaaa36-ec2d-462c-b2ed-cc2f47100b36", "metadata": {}, "outputs": [], "source": [ - "mask = MaskedImageF(mem)\n", - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.image(mask)\n", + "fig, ax = plt.subplots(1, 3, figsize=(8, 3))\n", + "plt.sca(ax[0])\n", + "display1 = afwDisplay.Display(frame=fig)\n", + "display1.scale('linear', 'zscale')\n", + "display1.mtv(sci.image)\n", + "plt.title('science')\n", + "plt.sca(ax[1])\n", + "display2 = afwDisplay.Display(frame=fig)\n", + "display2.scale('linear', 'zscale')\n", + "display2.mtv(warped_ref.image)\n", + "plt.title('template')\n", + "plt.sca(ax[2])\n", + "display3 = afwDisplay.Display(frame=fig)\n", + "display3.scale('linear', 'zscale')\n", + "display3.mtv(diff.image)\n", + "ax[0].set_axis_off()\n", + "ax[1].set_axis_off()\n", + "ax[2].set_axis_off()\n", + "plt.title('difference')\n", + "plt.tight_layout()\n", + "fig.suptitle('DiaObject 611255759837069401, MJD='+str(np.round(scitab['t_max'][0], 2)))\n", "plt.show()" ] }, { - "attachments": { - "923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png": { - "image/png": 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" - } - }, "cell_type": "markdown", - "id": "acbe9638-e7b7-4229-8301-3f57eb0b0c5b", + "id": "6f6f513b-cb08-47ba-b8aa-ea18d18fa320", "metadata": {}, "source": [ - "> **Figure 6:** The cutout image retrieved in MaskedImageF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right. Mask is plotted on top of the image pixels in colors. \n", - "\n", - "## 5. Exercise for the learner\n", - "\n", - "Reproduce the cutout below, whose center is (ra, dec) = 59.1, -48.8 with 0.06 degrees on a side.\n", - "\n", - "
\n", - "\n", - "![img.png](attachment:923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png)\n", - "\n", - "
\n" + "> **Figure 4**: The cutout triplet for the first detection of this `DiaObject`, a candidate SN Ia." ] } ], From 2d24507a9ecc19b91c32a63acd03d31a4cfd7b76 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Sat, 31 Jan 2026 22:31:36 +0000 Subject: [PATCH 20/44] update new image stamps nb based on reproject --- .../103_5_Image_stamps.ipynb | 136 +++++------------- 1 file changed, 33 insertions(+), 103 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 2cf21425..b1c55bef 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -22,7 +22,7 @@ "Data Release: Data Preview 1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2025-12-11
\n", + "Last verified to run: 2026-01-31
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, @@ -116,7 +116,9 @@ "from astropy.io import fits\n", "import io\n", "import tempfile\n", - "import getpass" + "import getpass\n", + "\n", + "from reproject import reproject_interp" ] }, { @@ -333,8 +335,15 @@ "metadata": {}, "outputs": [], "source": [ - "ra = 53.13\n", - "dec = -28.10" + "# this comes from nb 306.2. \n", + "# Don't explain where it came from but update to simply target this galaxy\n", + "#SNcandID = 611255759837069401\n", + "\n", + "ra = 53.13 # exact ra/dec, to replace. 53.124767650110215 -27.739814591611168\n", + "dec = -28.10\n", + "\n", + "tstart = 60625 # subtract a few days so you catch before its rise\n", + "tend = 60650" ] }, { @@ -473,24 +482,6 @@ "print(str(len(DiaObjs))+' SNIa candidates.')" ] }, - { - "cell_type": "markdown", - "id": "3cb0a506-3182-40d1-916e-c05afaffc7e2", - "metadata": {}, - "source": [ - "Uncomment to view table." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "72b8102c-101a-48ae-a9b6-67f36179fc7a", - "metadata": {}, - "outputs": [], - "source": [ - "# DiaObjs" - ] - }, { "cell_type": "markdown", "id": "0b69f8ff-76a1-4671-b7f7-ec90327afca3", @@ -616,6 +607,9 @@ " sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", " spherePoint.getDec().asDegrees() * u.deg,\n", " sphereRadius)\n", + " # can remove spherepoint stuff using:\n", + " #sq.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", " cutout_bytes = sq.execute_stream().read()\n", " sq.raise_if_error()\n", " mem = MemFileManager(len(cutout_bytes))\n", @@ -640,6 +634,7 @@ "metadata": {}, "outputs": [], "source": [ + "# commenting these out doesn't work yet.\n", "SNcandID = 611255759837069401\n", "ra = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['ra'][0]\n", "dec = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['dec'][0]\n", @@ -669,7 +664,8 @@ "metadata": {}, "outputs": [], "source": [ - "circle = (ra, dec, 0.001)" + "circle = (ra, dec, 0.001)\n", + "print(ra, dec)" ] }, { @@ -723,12 +719,7 @@ "tx = np.where((lvl3_table['dataproduct_subtype'] == 'lsst.difference_image')\n", " & (lvl3_table['lsst_band'] == 'r'))[0]\n", "difftab = lvl3_table[tx]\n", - "difftab.sort('t_max')\n", - "\n", - "tx = np.where((lvl3_table['dataproduct_subtype'] == 'lsst.deep_coadd')\n", - " & (lvl3_table['lsst_band'] == 'r'))[0]\n", - "coaddtab = lvl3_table[tx]\n", - "print(coaddtab)" + "difftab.sort('t_max')\n" ] }, { @@ -746,7 +737,9 @@ "metadata": {}, "outputs": [], "source": [ - "print(scitab['t_max'][0], difftab['t_max'][0])" + "print('begin date:', scitab['t_max'][0], difftab['t_max'][0])\n", + "print('end date:', scitab['t_max'][len(scitab['t_max'])-1])#, difftab['t_max'][0])\n", + "print('number of visits:', len(scitab['t_max']))" ] }, { @@ -768,9 +761,7 @@ "\n", "dl_result_ref = DatalinkResults.from_result_url(reftab['access_url'][0], session=get_pyvo_auth())\n", "\n", - "dl_result_diff = DatalinkResults.from_result_url(difftab['access_url'][0], session=get_pyvo_auth())\n", - "\n", - "dl_result_coadd = DatalinkResults.from_result_url(coaddtab['access_url'][0], session=get_pyvo_auth())" + "dl_result_diff = DatalinkResults.from_result_url(difftab['access_url'][0], session=get_pyvo_auth())\n" ] }, { @@ -790,11 +781,10 @@ "metadata": {}, "outputs": [], "source": [ - "fov = 0.002\n", + "fov = 0.003\n", "sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", "ref, refhdul = get_cutout(dl_result_ref, spherePoint, get_pyvo_auth(), fov)\n", - "diff, diffhdul = get_cutout(dl_result_diff, spherePoint, get_pyvo_auth(), fov)\n", - "coadd, coaddhdul = get_cutout(dl_result_coadd, spherePoint, get_pyvo_auth(), fov)" + "diff, diffhdul = get_cutout(dl_result_diff, spherePoint, get_pyvo_auth(), fov)" ] }, { @@ -825,14 +815,6 @@ "sci_header = scihdul[1].header" ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "ea3443f9-cd5b-49f2-83be-1028075c16a8", - "metadata": {}, - "outputs": [], - "source": [] - }, { "cell_type": "code", "execution_count": null, @@ -844,11 +826,11 @@ "source": [ "primary_header = scihdul[0].header\n", "wcs_sci = WCS(sci_header)\n", - "#cd_sci = wcs_sci.wcs.cd\n", - "#theta_rad_sci = np.arctan2(cd_sci[0,1], cd_sci[0,0])\n", - "#theta_deg_sci = np.degrees(theta_rad_sci)\n", + "cd_sci = wcs_sci.wcs.cd\n", + "theta_rad = np.arctan2(cd_sci[0,1], cd_sci[0,0])\n", + "theta_deg = np.degrees(theta_rad)\n", "\n", - "#print(cd_sci, theta_rad, theta_deg)\n", + "print(\"method 1 for rot angle:\", theta_deg) #cd_sci, theta_rad, \n", "\n", "# Get the pixel scale matrix\n", "cd_sci = wcs_sci.pixel_scale_matrix\n", @@ -856,9 +838,6 @@ "theta_sci = np.degrees(np.arctan2(cd_sci[0,1], cd_sci[0,0]))\n", "print(f\"Rotation angle: {theta_sci:.3f} deg\")\n", "\n", - "#print(sci_header['ROTANGLE'])\n", - "#print(sci_header['ROTATION'])\n", - "#print(primary_header['ROTANGLE'])\n", "print('rotation angle in header: ', primary_header['ROTPA'])\n", "#print(sci_header['ROTPA'])\n", "theta_sci = 180 - primary_header['ROTPA']\n", @@ -872,9 +851,6 @@ "ref_header =refhdul[1].header\n", "\n", "wcs_ref = WCS(ref_header)\n", - "#cd_ref = wcs_ref.wcs.cd\n", - "#theta_rad = np.arctan2(cd_ref[0,1], cd_ref[0,0])\n", - "#theta_deg = np.degrees(theta_rad)\n", "\n", "# Get the pixel scale matrix\n", "cd_ref = wcs_ref.pixel_scale_matrix\n", @@ -887,25 +863,7 @@ "\n", "fig = plt.figure(figsize=(6, 6))\n", "ax = fig.add_subplot(111, projection=wcs_ref)\n", - "ax.imshow(ref_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", - "\n", - "\n", - "coadd_hdu = coaddhdul[1]\n", - "coadd_header =coaddhdul[1].header\n", - "\n", - "wcs_coadd = WCS(coadd_header)\n", - "\n", - "# Get the pixel scale matrix\n", - "cd_coadd = wcs_coadd.pixel_scale_matrix\n", - "# Rotation angle (radians → degrees)\n", - "theta_coadd = np.degrees(np.arctan2(cd_coadd[0,1], cd_ref[0,0]))\n", - "print(f\"Rotation angle: {theta_coadd:.3f} deg\")\n", - "\n", - "\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs_coadd)\n", - "ax.imshow(coadd_hdu.data, cmap='gray', norm='asinh', origin='lower')" + "ax.imshow(ref_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" ] }, { @@ -916,7 +874,7 @@ "outputs": [], "source": [ "\n", - "from reproject import reproject_interp\n", + "\n", "data = scihdul[1].data\n", "wcs = WCS(scihdul[1].header)\n", "wcs2 = WCS(refhdul[1].header)\n", @@ -944,35 +902,7 @@ "metadata": {}, "outputs": [], "source": [ - "import galsim\n", - "\n", - "#wcs = galsim.AstropyWCS(header=header) # Use an existing pyfits header\n", - "wcsgalsim = galsim.AstropyWCS(wcs=wcs) # Use an existing astropy.wcs.WCS instance\n", - "initial_scale = 0.2\n", - "initial_image = galsim.Image(data, scale=initial_scale)\n", - "interp_obj = galsim.InterpolatedImage(initial_image) # don't include depixelize=True because slow\n", - "angle = (180-theta_sci) * galsim.degrees\n", - "rotated_obj = interp_obj.rotate(angle)\n", - "\n", - "\n", - "# GalSim automatically determines the size and scale of the new image,\n", - "# preserving the world coordinates of the object.\n", - "auto_image = rotated_obj.drawImage(method='no_pixel')\n", - "\n", - "ax1 = plt.subplot(1,2,1, projection=WCS(ref_hdu.header))\n", - "ax1.imshow(auto_image.array, origin='lower', vmin=np.nanpercentile(array, 1), vmax=np.nanpercentile(array, 99))\n", - "ax1.coords['ra'].set_axislabel('Right Ascension')\n", - "ax1.coords['dec'].set_axislabel('Declination')\n", - "ax1.set_title('Reprojected Visit')\n", - "\n", - "ax2 = plt.subplot(1,2,2, projection=WCS(ref_hdu.header))\n", - "ax2.imshow(refhdul[1].data, origin='lower',vmin=np.nanpercentile(refhdul[1].data, 1), vmax=np.nanpercentile(refhdul[1].data, 99))\n", - "ax2.coords['ra'].set_axislabel('Right Ascension')\n", - "ax2.coords['dec'].set_axislabel('Declination')\n", - "ax2.coords['dec'].set_axislabel_position('r')\n", - "ax2.coords['dec'].set_ticklabel_position('r')\n", - "ax2.set_title('MSX band E image footprint')\n", - "\n", + "# notes from melissa\n", "# find a way to turn off the filling in of pixels? i.e. leave empty pixels empty. Did it fill it with noise?\n", "# this isn't what we want to do. \n", "\n", From 73b48b3351415399cc987b9c865d83eaab8497ce Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Sat, 31 Jan 2026 22:33:52 +0000 Subject: [PATCH 21/44] update new image stamps nb based on reproject --- .../103_Image_access_and_display/103_5_Image_stamps.ipynb | 6 ++++-- 1 file changed, 4 insertions(+), 2 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index b1c55bef..d0d15ec8 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -636,8 +636,10 @@ "source": [ "# commenting these out doesn't work yet.\n", "SNcandID = 611255759837069401\n", - "ra = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['ra'][0]\n", - "dec = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['dec'][0]\n", + "#ra = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['ra'][0]\n", + "#dec = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['dec'][0]\n", + "ra = 53.124767650110215 \n", + "dec = -27.739814591611168\n", "spherePoint = lsst.geom.SpherePoint(ra*geom.degrees, dec*geom.degrees)" ] }, From 760d1127830f0be6d4aef980a3e91bc80a9d312b Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Sat, 31 Jan 2026 22:38:34 +0000 Subject: [PATCH 22/44] update new image stamps nb based on reproject --- .../103_5_Image_stamps.ipynb | 318 +++--------------- 1 file changed, 40 insertions(+), 278 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index d0d15ec8..f8161bed 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -205,14 +205,6 @@ "afwDisplay.setDefaultBackend('matplotlib')" ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "8ee25299-47ae-43aa-9ae3-163c771fe50d", - "metadata": {}, - "outputs": [], - "source": [] - }, { "cell_type": "markdown", "id": "f8f5a54d-96ce-4323-8d20-98ad6b57ddee", @@ -287,6 +279,14 @@ "del username, userdir" ] }, + { + "cell_type": "markdown", + "id": "f52f721d-1983-4605-8161-8f29187b5757", + "metadata": {}, + "source": [ + "#### 1.2.3 make function to generate a gif from png files" + ] + }, { "cell_type": "code", "execution_count": null, @@ -314,255 +314,67 @@ }, { "cell_type": "markdown", - "id": "b1091fba-dbf4-4bdf-9970-f1a69951a4f2", - "metadata": {}, - "source": [ - "## 2. Find candiate SN Ia\n", - "\n", - "Type Ia Supernovae (SNIa) have homogenous light curves with similar rise and decay rates. A candidate SNIa search can be conducted in DP1 by looking for fading transients that exhibit dimming a rate consistent with SNIa: ~0.05 mag / day = ~5% flux fading per day (See Papadogiannakis et al. 2018). \n", - "\n", - "Note that the 7-week duration of the commissioning survey with ComCam in DP1 (24 Oct 2024 - 11 Dec 2024) should sufficently sample that fading emission from a SNIa.\n", - "\n", - "### 2.1. Get a sample of DiaObjects\n", - "\n", - "Define the coordinates (RA and Dec) of the center of the Extended Chandra Deep Field-South field (ECDFS), which is the best-observed field in DP1." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "bba4ba8b-e61c-4f89-88e1-ca901561f6e3", - "metadata": {}, - "outputs": [], - "source": [ - "# this comes from nb 306.2. \n", - "# Don't explain where it came from but update to simply target this galaxy\n", - "#SNcandID = 611255759837069401\n", - "\n", - "ra = 53.13 # exact ra/dec, to replace. 53.124767650110215 -27.739814591611168\n", - "dec = -28.10\n", - "\n", - "tstart = 60625 # subtract a few days so you catch before its rise\n", - "tend = 60650" - ] - }, - { - "cell_type": "markdown", - "id": "dd86537f-b175-409b-bc38-cb22c2385038", - "metadata": {}, - "source": [ - "Define the TAP query for a 2-degree cone search of the ECDFS for SNIa candidates in the `DiaObject` table, which contains useful light curve statistics like the slope of a linear model fit to the measured difference-image fluxes in each band (e.g. `r_psfFluxLinearSlope`).\n", - "\n", - "Of the six bands, the ECDFS field was covered most by the *r*-band (See Table 3 of RTN-011). The SNIa candidate search will therefore utilize *r*-band light curve properties." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "98bc2256-aa27-4244-9a58-8c22cec72323", - "metadata": {}, - "outputs": [], - "source": [ - "query = \"SELECT ra, dec, diaObjectId, \"\\\n", - " \"r_psfFluxMean, nDiaSources, r_scienceFluxMean, \"\\\n", - " \"r_psfFluxNdata, r_psfFluxMax,r_psfFluxMin, r_psfFluxLinearSlope \"\\\n", - " \"FROM dp1.DiaObject \"\\\n", - " \"WHERE CONTAINS (POINT('ICRS', ra, dec), \"\\\n", - " \"CIRCLE('ICRS',\" + str(ra) + \", \"\\\n", - " + str(dec) + \", 2)) = 1 \"\n", - "print(query)" - ] - }, - { - "cell_type": "markdown", - "id": "fe8b0d92-7653-41cd-9ce1-b54b46675cbf", + "id": "82f46573-f165-479a-b94e-1c025fd8bcca", "metadata": {}, "source": [ - "Run the TAP search and fetch the results in table form." + "#### 1.2.4. cutouts\n", + "Define a function to get an image cutout from the cutout service." ] }, { "cell_type": "code", "execution_count": null, - "id": "02048afa-3196-4728-97f9-071d9ba3df2d", + "id": "14f25b21-6231-4a1d-842f-9a9553a750f8", "metadata": {}, "outputs": [], "source": [ - "job = service.submit_job(query)\n", - "job.run()\n", - "job.wait(phases=['COMPLETED', 'ERROR'])\n", - "print('Job phase is', job.phase)\n", - "if job.phase == 'ERROR':\n", - " job.raise_if_error()\n", - "assert job.phase == 'COMPLETED'\n", - "DiaObjsFull = job.fetch_result().to_table()" - ] - }, - { - "cell_type": "markdown", - "id": "89f1d192-de20-4c0b-9640-402967f5283d", - "metadata": {}, - "source": [ - "### 2.2. Review DiaObject characteristics\n", - "\n", - "Plot the histogram distribution of DiaSources per DiaObject (i.e., the total number of $\\geq5\\sigma$ detections in difference images per DiaObject; at left), and the distribution of the number of `r`-band detections per DiaObject (at right).\n", - "\n", - "Notice how the distribution is peaked at small numbers of DiaSources (and `r`-band detections) -- these are either artifacts from single difference images or time-variable sources that were only detected in a few difference images, and are most likely to have a faint time-variable flux." - ] - }, - { - "cell_type": "markdown", - "id": "c2487b8c-2494-4757-92e0-4508cd93387b", - "metadata": {}, - "source": [ - "> Figure 1: At left, a histogram (grey) showing the distribution of the number of `diaObject`s in bins of number of `diaSource`s (`nDiaSources`) across all filters. At right, a histogram (dark red) of the number of `diaObject`s in bins of number of r-band PSF flux detections (`r_psfFluxNdata`)." - ] - }, - { - "cell_type": "markdown", - "id": "15a23b44-fd50-4b0c-b67a-4ef65b7aca2f", - "metadata": {}, - "source": [ - "Plot the distribution of minimum and maximum `r`-band PSF flux from the difference-image detections and the distribution of the linear slope fit to r-band PSF flux measurements of the DiaObjects.\n", - "\n", - "Notice how the PSF fluxes can be negative because they are measured on the difference images.\n", - "Any source that is fainter in the direct image than in the template image will be detected as a negative-flux source in the difference image. Also note how these distributions are peaked at low time-variable flux components -- likely the same types of faint sources which were only detectable for a short duration (as shown above).\n", + "def get_cutout(dl_result, spherePoint, session, fov):\n", + " sq = SodaQuery.from_resource(dl_result,\n", + " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", + " session=session)\n", + " sphereRadius = fov * u.deg\n", + " sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", + " spherePoint.getDec().asDegrees() * u.deg,\n", + " sphereRadius)\n", + " # can remove spherepoint stuff using:\n", + " #sq.circle = (cutout_ra, cutout_dec, Radius)\n", "\n", - "> **Warning:** Take care when converting difference-image fluxes into magnitudes, because they can be negative.\n" - ] - }, - { - "cell_type": "markdown", - "id": "1c274cc7-9dfa-4e0b-8563-799d1396ed19", - "metadata": {}, - "source": [ - "> Figure 2: The `DiaObject` histogram distribution of the (left) minimum and (center) maximum r-band PSF flux measurements for `diaObject`s. (right) Histogram distribution of the linear slope of r-band PSF flux measurements." - ] - }, - { - "cell_type": "markdown", - "id": "76233c1a-cde3-487f-b841-26cc35020bfc", - "metadata": {}, - "source": [ - "### 2.3. Filter for SN Ia candidates" + " cutout_bytes = sq.execute_stream().read()\n", + " sq.raise_if_error()\n", + " mem = MemFileManager(len(cutout_bytes))\n", + " mem.setData(cutout_bytes, len(cutout_bytes))\n", + " hdul = fits.open(io.BytesIO(cutout_bytes))\n", + " return ImageF(mem), hdul" ] }, { "cell_type": "markdown", - "id": "05a75270-5632-4236-adf9-617d6be04924", + "id": "b1091fba-dbf4-4bdf-9970-f1a69951a4f2", "metadata": {}, "source": [ - "Filter the full DiaObject results (defined as `DiaObjsFull`) with the following conditions:\n", + "## 2. Define target \n", "\n", - "* `nDiaSources` > 5: Candidate has more than 5 detections (in all bands)\n", - "* `r_scienceFluxMean` < $10^{5.5}$ nJy: Candidate exhibits fluxes sufficiently below saturation limits\n", - "* `r_psfFluxNdata` > 10: Candidate has more than 10 *r*-band detections\n", - "* -0.07 < `r_psfFluxLinearSlope`/`r_psfFluxMax` < -0.03: *r*-band flux is fading at a rate between 3% - 7% per day from its max *r*-band flux.\n", - "* `r_psfFluxMax` - `rpsfFluxMin` > 0.1 * `r_scienceFluxMean`: The amplitude of the *r*-band flux is greater than 10% of the mean flux.\n", + "Type Ia Supernovae (SNIa) have homogenous light curves with similar rise and decay rates. A candidate SNIa search can be conducted in DP1 by looking for fading transients that exhibit dimming a rate consistent with SNIa: ~0.05 mag / day = ~5% flux fading per day (See Papadogiannakis et al. 2018). \n", "\n", - "The filtered results (defined as `DiaObjs`) will be sorted by the *r*-band flux amplitude, which is defined as `r_fluxamp` = `r_psfFluxMax` - `rpsfFluxMin`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "57628c1c-21a3-43b5-8a49-c5aa1407bbe7", - "metadata": {}, - "outputs": [], - "source": [ - "print(str(len(DiaObjsFull))+' DiaObjects from initial query.')\n", - "DiaObjsFull['r_fluxamp'] = DiaObjsFull['r_psfFluxMax'] - DiaObjsFull['r_psfFluxMin']\n", - "DiaObjs = DiaObjsFull[DiaObjsFull['nDiaSources'] > 5]\n", - "DiaObjs = DiaObjs[DiaObjs['r_scienceFluxMean'] < 10**5.5]\n", - "DiaObjs = DiaObjs[DiaObjs['r_psfFluxNdata'] > 10]\n", - "DiaObjs = DiaObjs[(DiaObjs['r_psfFluxLinearSlope']/DiaObjs['r_psfFluxMax'] < -0.03)\n", - " & (DiaObjs['r_psfFluxLinearSlope']/DiaObjs['r_psfFluxMax'] > -0.07)]\n", - "DiaObjs = DiaObjs[DiaObjs['r_fluxamp'] > 0.1*DiaObjs['r_scienceFluxMean']]\n", - "DiaObjs.sort('r_fluxamp', reverse=True)\n", - "print(str(len(DiaObjs))+' SNIa candidates.')" - ] - }, - { - "cell_type": "markdown", - "id": "0b69f8ff-76a1-4671-b7f7-ec90327afca3", - "metadata": {}, - "source": [ - "## 3. Plot light curves for the SN Ia candidates" - ] - }, - { - "cell_type": "markdown", - "id": "198ecdeb-143f-46fb-8d2e-1888a03c3978", - "metadata": {}, - "source": [ - "Obtain and plot the multi-band light curves of the top 10 SNIa candidates with the highest *r*-band flux amplitudes using their `DiaObjectIds` and querying the `ForcedSourceOnDiaObject` table with a JOIN on the `Visit` table.\n", + "Note that the 7-week duration of the commissioning survey with ComCam in DP1 (24 Oct 2024 - 11 Dec 2024) should sufficently sample that fading emission from a SNIa.\n", "\n", - "The `ForcedSourceOnDiaObject` table to obtain forced PSF photometry for *all* difference images instead of the photometry from the `DiaSource` table which only measure difference-image sources with a signal-to-noise ratio (SNR) $\\geq$ 5 detections. See tutorial 306.1. for more details on retrieving photometry from the `ForcedSourceOnDiaObject` table.\n", "\n", - "Note that the conditions used to filter the SNIa candidates in the previous section (Sec. 2.1.2.) were using statistics computed from the `DiaSource` table (i.e. on SNR $\\geq5$ detections) and not the `ForcedSourceOnDiaObject` table.\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "fa23c0c1-cf65-43fb-a598-75b95ce37b49", - "metadata": {}, - "outputs": [], - "source": [ - "cand_list = \"(\" + \", \".join(str(value) for value in DiaObjs['diaObjectId']) + \")\"\n", - "\n", - "query = \"\"\"SELECT fsodo.coord_ra, fsodo.coord_dec,\n", - " fsodo.diaObjectId, fsodo.visit, fsodo.band,\n", - " fsodo.psfDiffFlux, fsodo.psfDiffFluxErr,\n", - " vis.expMidptMJD\n", - " FROM dp1.ForcedSourceOnDiaObject as fsodo\n", - " JOIN dp1.Visit as vis ON vis.visit = fsodo.visit\n", - " WHERE diaObjectId IN {}\"\"\".format(cand_list)\n", - "print(query)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "96e2fbd2-79f8-482a-b953-8e6cc23b4639", - "metadata": {}, - "outputs": [], - "source": [ - "job = service.submit_job(query)\n", - "job.run()\n", - "job.wait(phases=['COMPLETED', 'ERROR'])\n", - "print('Job phase is', job.phase)\n", - "if job.phase == 'ERROR':\n", - " job.raise_if_error()" + "Define the coordinates (RA and Dec) of the center of the Extended Chandra Deep Field-South field (ECDFS), which is the best-observed field in DP1." ] }, { "cell_type": "code", "execution_count": null, - "id": "90bd5617-bace-427c-9c3b-a3fe76cad011", + "id": "c94a33e1-3a9b-48a5-9c20-76fbd9afe8ef", "metadata": {}, "outputs": [], "source": [ - "assert job.phase == 'COMPLETED'\n", - "FrcdSrc = job.fetch_result().to_table()" - ] - }, - { - "cell_type": "markdown", - "id": "2bb571e4-618b-4129-9c67-172926c17b03", - "metadata": {}, - "source": [ - "Create the multi-panel plot of light curves.\n", - "\n", - "> **Warning**: the following cell products a pink warning message that masks might be ignored. Columns with null forced source photometry are masked, but if they are masked they are still not plotted, so this is ok." - ] - }, - { - "cell_type": "markdown", - "id": "b857826d-cef4-406f-8b8c-525251d09492", - "metadata": {}, - "source": [ - "> **Figure 3:** Multi-band forced-PSF difference-image photometry of 10 SNIa candidates from the `ForcedSourceOnDiaObject` table. Legend: $u$, light blue circle; $g$, green triangle; $r$, dark red inverted triangle; $i$, dark blue square; $z$, pink star; $y$, brown pentagon." + "SNcandID = 611255759837069401\n", + "#ra = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['ra'][0]\n", + "#dec = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['dec'][0]\n", + "ra = 53.124767650110215 \n", + "dec = -27.739814591611168\n", + "spherePoint = lsst.geom.SpherePoint(ra*geom.degrees, dec*geom.degrees)" ] }, { @@ -584,40 +396,6 @@ "Both services are demonstrated in 100-level tutorials." ] }, - { - "cell_type": "markdown", - "id": "82f46573-f165-479a-b94e-1c025fd8bcca", - "metadata": {}, - "source": [ - "Define a function to get an image cutout from the cutout service." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "14f25b21-6231-4a1d-842f-9a9553a750f8", - "metadata": {}, - "outputs": [], - "source": [ - "def get_cutout(dl_result, spherePoint, session, fov):\n", - " sq = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=session)\n", - " sphereRadius = fov * u.deg\n", - " sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", - " spherePoint.getDec().asDegrees() * u.deg,\n", - " sphereRadius)\n", - " # can remove spherepoint stuff using:\n", - " #sq.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - " cutout_bytes = sq.execute_stream().read()\n", - " sq.raise_if_error()\n", - " mem = MemFileManager(len(cutout_bytes))\n", - " mem.setData(cutout_bytes, len(cutout_bytes))\n", - " hdul = fits.open(io.BytesIO(cutout_bytes))\n", - " return ImageF(mem), hdul" - ] - }, { "cell_type": "markdown", "id": "86912c08-2d64-42d1-91c1-75e95ae07e8c", @@ -627,22 +405,6 @@ "and use the `lsst.geom` package to convert the coordinates to a `SpherePoint` format." ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "c94a33e1-3a9b-48a5-9c20-76fbd9afe8ef", - "metadata": {}, - "outputs": [], - "source": [ - "# commenting these out doesn't work yet.\n", - "SNcandID = 611255759837069401\n", - "#ra = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['ra'][0]\n", - "#dec = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['dec'][0]\n", - "ra = 53.124767650110215 \n", - "dec = -27.739814591611168\n", - "spherePoint = lsst.geom.SpherePoint(ra*geom.degrees, dec*geom.degrees)" - ] - }, { "cell_type": "markdown", "id": "e303cf67-36d1-4d4c-8527-76561dd528b3", From 4de2c20cf751ac46d9fb7710f4f777fe26980aae Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Mon, 9 Feb 2026 23:39:13 +0000 Subject: [PATCH 23/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 107 +++++++++--------- 1 file changed, 53 insertions(+), 54 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index f8161bed..d48bc49d 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -573,72 +573,23 @@ "outputs": [], "source": [ "# new stuff added\n", - "\n", - "\n", - "sci_hdu = scihdul[1]\n", - "sci_header = scihdul[1].header" + "\n" ] }, { "cell_type": "code", "execution_count": null, - "id": "0f78775c-d83d-400d-8d48-1bd9527be028", - "metadata": { - "scrolled": true - }, + "id": "d9734ade-5848-4e44-8e38-ea70aebd6a47", + "metadata": {}, "outputs": [], "source": [ - "primary_header = scihdul[0].header\n", - "wcs_sci = WCS(sci_header)\n", - "cd_sci = wcs_sci.wcs.cd\n", - "theta_rad = np.arctan2(cd_sci[0,1], cd_sci[0,0])\n", - "theta_deg = np.degrees(theta_rad)\n", - "\n", - "print(\"method 1 for rot angle:\", theta_deg) #cd_sci, theta_rad, \n", - "\n", - "# Get the pixel scale matrix\n", - "cd_sci = wcs_sci.pixel_scale_matrix\n", - "# Rotation angle (radians → degrees)\n", - "theta_sci = np.degrees(np.arctan2(cd_sci[0,1], cd_sci[0,0]))\n", - "print(f\"Rotation angle: {theta_sci:.3f} deg\")\n", - "\n", - "print('rotation angle in header: ', primary_header['ROTPA'])\n", - "#print(sci_header['ROTPA'])\n", - "theta_sci = 180 - primary_header['ROTPA']\n", "\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs_sci)\n", - "ax.imshow(sci_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", + "sci_hdu = scihdul[1]\n", + "sci_header = scihdul[1].header\n", "\n", "ref_hdu = refhdul[1]\n", "ref_header =refhdul[1].header\n", "\n", - "wcs_ref = WCS(ref_header)\n", - "\n", - "# Get the pixel scale matrix\n", - "cd_ref = wcs_ref.pixel_scale_matrix\n", - "# Rotation angle (radians → degrees)\n", - "theta_ref = np.degrees(np.arctan2(cd_ref[0,1], cd_ref[0,0]))\n", - "print(f\"Rotation angle: {theta_ref:.3f} deg\")\n", - "\n", - "# instead of doing the above, grab the header keyword:\n", - "# ROTPA which is 180-theta_ref\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs_ref)\n", - "ax.imshow(ref_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d9734ade-5848-4e44-8e38-ea70aebd6a47", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "\n", "data = scihdul[1].data\n", "wcs = WCS(scihdul[1].header)\n", "wcs2 = WCS(refhdul[1].header)\n", @@ -724,6 +675,54 @@ "sys.exit()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "0f78775c-d83d-400d-8d48-1bd9527be028", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "primary_header = scihdul[0].header\n", + "wcs_sci = WCS(sci_header)\n", + "cd_sci = wcs_sci.wcs.cd\n", + "theta_rad = np.arctan2(cd_sci[0,1], cd_sci[0,0])\n", + "theta_deg = np.degrees(theta_rad)\n", + "\n", + "print(\"method 1 for rot angle:\", theta_deg) #cd_sci, theta_rad, \n", + "\n", + "# Get the pixel scale matrix\n", + "cd_sci = wcs_sci.pixel_scale_matrix\n", + "# Rotation angle (radians → degrees)\n", + "theta_sci = np.degrees(np.arctan2(cd_sci[0,1], cd_sci[0,0]))\n", + "print(f\"Rotation angle: {theta_sci:.3f} deg\")\n", + "\n", + "print('rotation angle in header: ', primary_header['ROTPA'])\n", + "#print(sci_header['ROTPA'])\n", + "theta_sci = 180 - primary_header['ROTPA']\n", + "\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs_sci)\n", + "ax.imshow(sci_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", + "\n", + "wcs_ref = WCS(ref_header)\n", + "\n", + "# Get the pixel scale matrix\n", + "cd_ref = wcs_ref.pixel_scale_matrix\n", + "# Rotation angle (radians → degrees)\n", + "theta_ref = np.degrees(np.arctan2(cd_ref[0,1], cd_ref[0,0]))\n", + "print(f\"Rotation angle: {theta_ref:.3f} deg\")\n", + "\n", + "# instead of doing the above, grab the header keyword:\n", + "# ROTPA which is 180-theta_ref\n", + "\n", + "fig = plt.figure(figsize=(6, 6))\n", + "ax = fig.add_subplot(111, projection=wcs_ref)\n", + "ax.imshow(ref_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" + ] + }, { "cell_type": "markdown", "id": "7313a3a3-6401-4f43-ac8d-9e1f6970da53", From 4402ec237f6964cbcbef43ad081ed6459ab0ab93 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Mon, 9 Feb 2026 23:55:16 +0000 Subject: [PATCH 24/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 55 ++++++++----------- 1 file changed, 22 insertions(+), 33 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index d48bc49d..373e5bc7 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -562,18 +562,36 @@ "\n", "only for epochs where it was detected in visit images. users can extrapolate to get all images. \n", "\n", - "show how to do smaller more constrained part (i.e timeline over which visits are retrieved; where a dia ). " + "show how to do smaller more constrained part (i.e timeline over which visits are retrieved; where a dia ). \n", + "\n", + " notes from melissa\n", + " find a way to turn off the filling in of pixels? i.e. leave empty pixels empty. Did it fill it with noise?\n", + " this isn't what we want to do. \n", + "\n", + " We want to show how to store a bunch of png files. Once you have those on file then you can just use a simple\n", + " function to make the gif\n", + "\n", + " verdict: don't demonstrate galsim as the method (we could have a separate tutorial on what galsim can do)\n", + "\n", + " note: store png files to scratch directory\n", + " cutouts could be even smaller than this.\n", + "\n", + "start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n" ] }, { "cell_type": "code", "execution_count": null, - "id": "fc08acb9-afa2-4c5a-bbd2-389989331284", + "id": "a0e82f29-cd69-488e-b91f-90a7d200170d", "metadata": {}, "outputs": [], "source": [ - "# new stuff added\n", - "\n" + "\n", + "sci_hdu = scihdul[1]\n", + "sci_header = scihdul[1].header\n", + "\n", + "ref_hdu = refhdul[1]\n", + "ref_header =refhdul[1].header\n" ] }, { @@ -583,12 +601,6 @@ "metadata": {}, "outputs": [], "source": [ - "\n", - "sci_hdu = scihdul[1]\n", - "sci_header = scihdul[1].header\n", - "\n", - "ref_hdu = refhdul[1]\n", - "ref_header =refhdul[1].header\n", "\n", "data = scihdul[1].data\n", "wcs = WCS(scihdul[1].header)\n", @@ -610,29 +622,6 @@ "ax2.set_title('MSX band E image footprint')\n" ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "508078ca-5e8b-4a48-ace4-a4931b7b8866", - "metadata": {}, - "outputs": [], - "source": [ - "# notes from melissa\n", - "# find a way to turn off the filling in of pixels? i.e. leave empty pixels empty. Did it fill it with noise?\n", - "# this isn't what we want to do. \n", - "\n", - "# We want to show how to store a bunch of png files. Once you have those on file then you can just use a simple\n", - "# function to make the gif\n", - "\n", - "# verdict: don't demonstrate galsim as the method (we could have a separate tutorial on what galsim can do)\n", - "\n", - "# note: store png files to scratch directory\n", - "# cutouts could be even smaller than this.\n", - "\n", - "#start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n", - "#" - ] - }, { "cell_type": "code", "execution_count": null, From 6fa7049e920fec05111e013c38ae99551a412de9 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 10 Feb 2026 17:38:55 +0000 Subject: [PATCH 25/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 158 +++++++++++------- 1 file changed, 97 insertions(+), 61 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 373e5bc7..01430cca 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -382,15 +382,13 @@ "id": "3c2b6bbc-b9d0-4888-8f98-b3df84399063", "metadata": {}, "source": [ - "## 5. Create a cutout triplet\n", + "### 2.1 Create a cutout triplet\n", "\n", "A \"cutout triplet\" for a DIA source refers to the set of three stamps\n", "made from the science, template, and difference images.\n", "They are typically displayed side-by-side and serve as a visualization\n", "of the detection.\n", "\n", - "### 5.1. Define a function to get cutouts\n", - "\n", "This section uses the SIA service to find images\n", "and the image cutout service to create a \"cutout triplet\".\n", "Both services are demonstrated in 100-level tutorials." @@ -410,7 +408,7 @@ "id": "e303cf67-36d1-4d4c-8527-76561dd528b3", "metadata": {}, "source": [ - "### 5.2. Query the SIA service for images\n" + "### 2.1.1 Query the SIA service for images\n" ] }, { @@ -533,9 +531,11 @@ "id": "75916a2b-7448-41c7-9181-ba956e1be072", "metadata": {}, "source": [ - "### 5.3. Get cutouts from the images\n", + "### 2.2. Get cutouts from the images\n", + "\n", + "Retrive the cutouts with a radius of `fov` (in degrees). The `get_cutout` function returns both the image array (first parameter) and the corresponding Header Data Unit List (HDUL), a Python object used by astropy to contain one or more Header Data Units (HDUs) that contain astronomical image data, metadata, or tables.\n", "\n", - "Retrive the cutouts with a radius of `fov` (in degrees)." + "Define the image cutout to be 0.003 degrees (~10 arcseconds) on a side." ] }, { @@ -545,6 +545,8 @@ "metadata": {}, "outputs": [], "source": [ + "#stamps could be smaller? \n", + "\n", "fov = 0.003\n", "sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", "ref, refhdul = get_cutout(dl_result_ref, spherePoint, get_pyvo_auth(), fov)\n", @@ -553,30 +555,63 @@ }, { "cell_type": "markdown", - "id": "a8eb043b-5afe-4990-9050-bd059aaf5abf", + "id": "396186cf-6a20-4c43-b05e-058213db63a1", + "metadata": { + "execution": { + "iopub.execute_input": "2026-02-10T17:35:07.822427Z", + "iopub.status.busy": "2026-02-10T17:35:07.822228Z", + "iopub.status.idle": "2026-02-10T17:35:07.827359Z", + "shell.execute_reply": "2026-02-10T17:35:07.826471Z", + "shell.execute_reply.started": "2026-02-10T17:35:07.822410Z" + } + }, + "source": [ + "First, visualize the cutouts of the science, template, and difference images by displaying them side by side." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "af25acb8-80c3-4219-9638-2eaa88aaafd7", "metadata": {}, + "outputs": [], "source": [ - "Notes from meeting with melissa: check reproject, install, see if it will do what i want and then if yes Melissa will work with RPS team to get it installed.\n", - "\n", - "stamps could be smaller? when rotate, don't do grid in final version, then get to a releasable version if you explain that the wcs rotate and just produce a rotated image (png, no wcs info) rotated visit image stamp that you can make a png image out of. Say a few things about how we're working on how to overplot grid lines and wcs functionality. this gets us to a publishable thing \n", - "\n", - "only for epochs where it was detected in visit images. users can extrapolate to get all images. \n", - "\n", - "show how to do smaller more constrained part (i.e timeline over which visits are retrieved; where a dia ). \n", - "\n", - " notes from melissa\n", - " find a way to turn off the filling in of pixels? i.e. leave empty pixels empty. Did it fill it with noise?\n", - " this isn't what we want to do. \n", + "fig, ax = plt.subplots(1, 3, figsize=(8, 3))\n", + "plt.sca(ax[0])\n", + "display1 = afwDisplay.Display(frame=fig)\n", + "display1.scale('linear', 'zscale')\n", + "display1.mtv(sci)\n", + "plt.title('science')\n", + "plt.sca(ax[1])\n", + "display2 = afwDisplay.Display(frame=fig)\n", + "display2.scale('linear', 'zscale')\n", + "display2.mtv(ref)\n", + "plt.title('template')\n", + "plt.sca(ax[2])\n", + "display3 = afwDisplay.Display(frame=fig)\n", + "display3.scale('linear', 'zscale')\n", + "display3.mtv(diff)\n", + "ax[0].set_axis_off()\n", + "ax[1].set_axis_off()\n", + "ax[2].set_axis_off()\n", + "plt.title('difference')\n", + "plt.tight_layout()\n", + "fig.suptitle('DiaObject 611255759837069401, MJD='+str(np.round(scitab['t_max'][0], 2)))\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "c37ba588-0cdf-482d-b868-47c0aa8074cf", + "metadata": {}, + "source": [ + "> Figure 1: ...\n", "\n", - " We want to show how to store a bunch of png files. Once you have those on file then you can just use a simple\n", - " function to make the gif\n", + "### 2.3. Rotate visit images\n", "\n", - " verdict: don't demonstrate galsim as the method (we could have a separate tutorial on what galsim can do)\n", + "As Figure 1 shows, visit images are not aligned with the template image (North up, East left) since they are taken at many different telescope orientations. This section demonstrates how to align the visit image to match the orientation of the template and difference cutouts using the `reproject` python package. `reproject` requires the world coordinate system (WCS) of the existing and desired coordinate systems, and the image pixels of the image to reproject, in order to perform the calculation. \n", "\n", - " note: store png files to scratch directory\n", - " cutouts could be even smaller than this.\n", - "\n", - "start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n" + "The cell below extracts these from the HUDL. The structure of the ImageF object returned by the cutout service has two HDUL extensions. The extension 0 contains a primary header of telescope metadata and no image pixels, while the extension 1 contains the science header and the science image pixels. " ] }, { @@ -586,12 +621,17 @@ "metadata": {}, "outputs": [], "source": [ - "\n", + "sci_primary_header = scihdul[0].header\n", "sci_hdu = scihdul[1]\n", "sci_header = scihdul[1].header\n", + "scidata = scihdul[1].data\n", + "sciwcs = WCS(scihdul[1].header)\n", "\n", + "ref_primary_header = refhdul[0].header\n", "ref_hdu = refhdul[1]\n", - "ref_header =refhdul[1].header\n" + "ref_header =refhdul[1].header\n", + "refdata = refhdul[1].data\n", + "refwcs = WCS(refhdul[1].header)\n" ] }, { @@ -602,55 +642,51 @@ "outputs": [], "source": [ "\n", - "data = scihdul[1].data\n", - "wcs = WCS(scihdul[1].header)\n", - "wcs2 = WCS(refhdul[1].header)\n", - "array, footprint = reproject_interp((data, wcs),wcs2)\n", + "reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", "\n", "ax1 = plt.subplot(1,2,1, projection=WCS(ref_hdu.header))\n", - "ax1.imshow(array, origin='lower', vmin=np.nanpercentile(array, 1), vmax=np.nanpercentile(array, 99))\n", + "ax1.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", + " vmax=np.nanpercentile(reproj_scidata, 99))\n", "ax1.coords['ra'].set_axislabel('Right Ascension')\n", "ax1.coords['dec'].set_axislabel('Declination')\n", - "ax1.set_title('Reprojected Visit')\n", + "ax1.set_title('Reprojected Visit Image')\n", "\n", "ax2 = plt.subplot(1,2,2, projection=WCS(ref_hdu.header))\n", - "ax2.imshow(refhdul[1].data, origin='lower',vmin=np.nanpercentile(refhdul[1].data, 1), vmax=np.nanpercentile(refhdul[1].data, 99))\n", + "ax2.imshow(refdata, origin='lower',vmin=np.nanpercentile(refdata, 1), vmax=np.nanpercentile(refdata, 99))\n", "ax2.coords['ra'].set_axislabel('Right Ascension')\n", "ax2.coords['dec'].set_axislabel('Declination')\n", "ax2.coords['dec'].set_axislabel_position('r')\n", "ax2.coords['dec'].set_ticklabel_position('r')\n", - "ax2.set_title('MSX band E image footprint')\n" + "ax2.set_title('Template Image')\n" ] }, { - "cell_type": "code", - "execution_count": null, - "id": "af25acb8-80c3-4219-9638-2eaa88aaafd7", + "cell_type": "markdown", + "id": "93eaaaf9-62b1-496e-bed6-82d01be0fbb2", + "metadata": {}, + "source": [] + }, + { + "cell_type": "markdown", + "id": "a8eb043b-5afe-4990-9050-bd059aaf5abf", "metadata": {}, - "outputs": [], "source": [ - "fig, ax = plt.subplots(1, 3, figsize=(8, 3))\n", - "plt.sca(ax[0])\n", - "display1 = afwDisplay.Display(frame=fig)\n", - "display1.scale('linear', 'zscale')\n", - "display1.mtv(sci)\n", - "plt.title('science')\n", - "plt.sca(ax[1])\n", - "display2 = afwDisplay.Display(frame=fig)\n", - "display2.scale('linear', 'zscale')\n", - "display2.mtv(ref)\n", - "plt.title('template')\n", - "plt.sca(ax[2])\n", - "display3 = afwDisplay.Display(frame=fig)\n", - "display3.scale('linear', 'zscale')\n", - "display3.mtv(diff)\n", - "ax[0].set_axis_off()\n", - "ax[1].set_axis_off()\n", - "ax[2].set_axis_off()\n", - "plt.title('difference')\n", - "plt.tight_layout()\n", - "fig.suptitle('DiaObject 611255759837069401, MJD='+str(np.round(scitab['t_max'][0], 2)))\n", - "plt.show()" + "\n", + "when rotate, don't do grid in final version, then get to a releasable version if you explain that the wcs rotate and just produce a rotated image (png, no wcs info) rotated visit image stamp that you can make a png image out of. Say a few things about how we're working on how to overplot grid lines and wcs functionality. this gets us to a publishable thing \n", + "\n", + "only for epochs where it was detected in visit images. users can extrapolate to get all images. \n", + "\n", + "show how to do smaller more constrained part (i.e timeline over which visits are retrieved; where a dia ). \n", + "\n", + "\n", + " We want to show how to store a bunch of png files. Once you have those on file then you can just use a simple\n", + " function to make the gif\n", + "\n", + "\n", + " note: store png files to scratch directory\n", + " cutouts could be even smaller than this.\n", + "\n", + "start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n" ] }, { From b1585fa28480eee45986513ee61d6c8a873ac00c Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 10 Feb 2026 19:52:20 +0000 Subject: [PATCH 26/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 156 +++++++++++++++++- 1 file changed, 147 insertions(+), 9 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 01430cca..3be318f8 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -117,8 +117,12 @@ "import io\n", "import tempfile\n", "import getpass\n", + "import glob\n", "\n", - "from reproject import reproject_interp" + "from reproject import reproject_interp\n", + "\n", + "from IPython.display import Image as dimg\n", + "from PIL import Image" ] }, { @@ -253,7 +257,7 @@ "metadata": {}, "outputs": [], "source": [ - "tempdir = userdir + '/dp02_13a_temp'\n", + "tempdir = userdir + '/dp1_103_5_temp'\n", "if not os.path.exists(tempdir):\n", " os.makedirs(tempdir)\n", " print('Created ', tempdir)\n", @@ -452,7 +456,8 @@ "tx = np.where((lvl2_table['dataproduct_subtype'] == 'lsst.visit_image')\n", " & (lvl2_table['lsst_band'] == 'r'))[0]\n", "scitab = lvl2_table[tx]\n", - "scitab.sort('t_max')" + "scitab.sort('t_max')\n", + "print(scitab['t_max'])" ] }, { @@ -501,7 +506,7 @@ "source": [ "print('begin date:', scitab['t_max'][0], difftab['t_max'][0])\n", "print('end date:', scitab['t_max'][len(scitab['t_max'])-1])#, difftab['t_max'][0])\n", - "print('number of visits:', len(scitab['t_max']))" + "print('number of visits:', len(scitab['t_max']))\n" ] }, { @@ -605,7 +610,7 @@ "id": "c37ba588-0cdf-482d-b868-47c0aa8074cf", "metadata": {}, "source": [ - "> Figure 1: ...\n", + "> **Figure 1**: The cutout triplet for the first detection of this `DiaObject`, a candidate SN Ia.\n", "\n", "### 2.3. Rotate visit images\n", "\n", @@ -664,7 +669,130 @@ "cell_type": "markdown", "id": "93eaaaf9-62b1-496e-bed6-82d01be0fbb2", "metadata": {}, - "source": [] + "source": [ + "> **Figure 2**: The science visit image (left) after being reprojected onto the same WCS as the template image cutout (right).\n" + ] + }, + { + "cell_type": "markdown", + "id": "19ea5356-b986-42b1-9a88-5ffc2d2e90ba", + "metadata": {}, + "source": [ + "## 3. Bulk image cutouts\n", + "\n", + "Bulk image cutouts will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve (and save), and display many image cutouts." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "413fc23e-6c5e-47b6-997e-45d704d709a8", + "metadata": {}, + "outputs": [], + "source": [ + "import math\n", + "import matplotlib.pyplot as plt\n", + "\n", + "def make_subplot_grid(n_subplots, figsize_per_plot=(4, 3)):\n", + " \"\"\"\n", + " Create an optimal grid of subplots for n_subplots.\n", + "\n", + " Returns\n", + " -------\n", + " fig : matplotlib.figure.Figure\n", + " axes : list of matplotlib.axes.Axes\n", + " \"\"\"\n", + " n_cols = math.ceil(math.sqrt(n_subplots))\n", + " n_rows = math.ceil(n_subplots / n_cols)\n", + "\n", + " figsize = (figsize_per_plot[0] * n_cols,\n", + " figsize_per_plot[1] * n_rows)\n", + "\n", + " fig, axes = plt.subplots(n_rows, n_cols, figsize=figsize)\n", + " axes = axes.flatten() if n_subplots > 1 else [axes]\n", + "\n", + " # Hide unused axes\n", + " for ax in axes[n_subplots:]:\n", + " ax.set_visible(False)\n", + "\n", + " return fig, axes[:n_subplots]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "52fec53e-9f55-4c06-ac54-08005285878b", + "metadata": {}, + "outputs": [], + "source": [ + "num_visits = len(scitab['t_max'])\n", + "print('number of visits:', num_visits)\n", + "\n", + "fig, axes = make_subplot_grid(20)\n", + "for i, ax in enumerate(axes):\n", + "\n", + " j = i + 5\n", + " ax.set_title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", + "\n", + " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j], session=get_pyvo_auth())\n", + " #print(dl_result_sci)\n", + " sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", + " sci_hdu = scihdul[1]\n", + " sci_header = scihdul[1].header\n", + " scidata = scihdul[1].data\n", + " sciwcs = WCS(scihdul[1].header)\n", + " reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", + "\n", + " ax.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1), vmax=np.nanpercentile(reproj_scidata, 99))\n", + "\n", + "\n", + " #figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", + " #if os.path.isfile(figname):\n", + " # os.remove(figname)\n", + " #plt.savefig(figname)\n", + "\n", + "\n", + "plt.tight_layout()\n", + "plt.show()\n", + "\n", + "#for i in range(len(num_visits)):\n", + "\n", + "# " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7bf8ad75-a0ef-4546-9020-8fb6cde2c4d5", + "metadata": {}, + "outputs": [], + "source": [ + "for i in range(num_visits):\n", + " #ax.plot([0, 1, 2], [i, i + 1, i + 2])\n", + " j = i #+ 5\n", + " plt.title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", + "\n", + " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j], session=get_pyvo_auth())\n", + " #print(dl_result_sci)\n", + " sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", + " sci_hdu = scihdul[1]\n", + " sci_header = scihdul[1].header\n", + " scidata = scihdul[1].data\n", + " sciwcs = WCS(scihdul[1].header)\n", + " reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", + "\n", + " plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1), vmax=np.nanpercentile(reproj_scidata, 99))\n", + "\n", + "\n", + " figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", + " if os.path.isfile(figname):\n", + " os.remove(figname)\n", + " plt.savefig(figname)\n", + "\n", + "\n", + "#plt.tight_layout()\n", + "#plt.show()" + ] }, { "cell_type": "markdown", @@ -689,6 +817,18 @@ "start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "0257c6de-2296-4ed2-8173-ac3d74f99e2e", + "metadata": {}, + "outputs": [], + "source": [ + "print(tempdir)\n", + "make_gif(tempdir)\n", + "display(dimg(data=open(tempdir+'/animation.gif', 'rb').read()))" + ] + }, { "cell_type": "code", "execution_count": null, @@ -819,9 +959,7 @@ "cell_type": "markdown", "id": "6f6f513b-cb08-47ba-b8aa-ea18d18fa320", "metadata": {}, - "source": [ - "> **Figure 4**: The cutout triplet for the first detection of this `DiaObject`, a candidate SN Ia." - ] + "source": [] } ], "metadata": { From fb8868639cb684cb67c8e1063f551e52c13c055a Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 10 Feb 2026 19:55:35 +0000 Subject: [PATCH 27/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 143 ++---------------- 1 file changed, 11 insertions(+), 132 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 3be318f8..db601a97 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -718,6 +718,17 @@ " return fig, axes[:n_subplots]" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "96462574-05d0-4827-9c6e-95494307f316", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.exit()" + ] + }, { "cell_type": "code", "execution_count": null, @@ -828,138 +839,6 @@ "make_gif(tempdir)\n", "display(dimg(data=open(tempdir+'/animation.gif', 'rb').read()))" ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8364f14c-5056-413f-b796-ad0dad6e2432", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.exit()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0f78775c-d83d-400d-8d48-1bd9527be028", - "metadata": { - "scrolled": true - }, - "outputs": [], - "source": [ - "primary_header = scihdul[0].header\n", - "wcs_sci = WCS(sci_header)\n", - "cd_sci = wcs_sci.wcs.cd\n", - "theta_rad = np.arctan2(cd_sci[0,1], cd_sci[0,0])\n", - "theta_deg = np.degrees(theta_rad)\n", - "\n", - "print(\"method 1 for rot angle:\", theta_deg) #cd_sci, theta_rad, \n", - "\n", - "# Get the pixel scale matrix\n", - "cd_sci = wcs_sci.pixel_scale_matrix\n", - "# Rotation angle (radians → degrees)\n", - "theta_sci = np.degrees(np.arctan2(cd_sci[0,1], cd_sci[0,0]))\n", - "print(f\"Rotation angle: {theta_sci:.3f} deg\")\n", - "\n", - "print('rotation angle in header: ', primary_header['ROTPA'])\n", - "#print(sci_header['ROTPA'])\n", - "theta_sci = 180 - primary_header['ROTPA']\n", - "\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs_sci)\n", - "ax.imshow(sci_hdu.data, cmap='gray', norm='asinh', origin='lower')\n", - "\n", - "wcs_ref = WCS(ref_header)\n", - "\n", - "# Get the pixel scale matrix\n", - "cd_ref = wcs_ref.pixel_scale_matrix\n", - "# Rotation angle (radians → degrees)\n", - "theta_ref = np.degrees(np.arctan2(cd_ref[0,1], cd_ref[0,0]))\n", - "print(f\"Rotation angle: {theta_ref:.3f} deg\")\n", - "\n", - "# instead of doing the above, grab the header keyword:\n", - "# ROTPA which is 180-theta_ref\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs_ref)\n", - "ax.imshow(ref_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" - ] - }, - { - "cell_type": "markdown", - "id": "7313a3a3-6401-4f43-ac8d-9e1f6970da53", - "metadata": {}, - "source": [ - "### 5.4. Warp the template\n", - "\n", - "The `template_coadd` needs to be warped to match the orientation of the science and difference cutouts. Perform the image warping of the `template_coadd` cutout using the `Warper` from `lsst.afw.math`. The warped reference image is defined as `warped_ref`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7663f1d6-9d07-43eb-83c4-ab34244fdf99", - "metadata": {}, - "outputs": [], - "source": [ - "warper_config = WarperConfig()\n", - "warper = Warper.fromConfig(warper_config)\n", - "\n", - "sci_wcs = sci.getWcs()\n", - "sci_bbox = sci.getBBox()\n", - "\n", - "warped_ref = warper.warpExposure(sci_wcs, ref, destBBox=sci_bbox)" - ] - }, - { - "cell_type": "markdown", - "id": "db5865c9-7cd4-4bb2-9bf7-5fb550d4df41", - "metadata": {}, - "source": [ - "### 5.5. Display the cutout triplet\n", - "\n", - "Display the science, reference, and difference cutouts for the SNIa candidate associated with the DiaObject 611255759837069401." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "cecaaa36-ec2d-462c-b2ed-cc2f47100b36", - "metadata": {}, - "outputs": [], - "source": [ - "fig, ax = plt.subplots(1, 3, figsize=(8, 3))\n", - "plt.sca(ax[0])\n", - "display1 = afwDisplay.Display(frame=fig)\n", - "display1.scale('linear', 'zscale')\n", - "display1.mtv(sci.image)\n", - "plt.title('science')\n", - "plt.sca(ax[1])\n", - "display2 = afwDisplay.Display(frame=fig)\n", - "display2.scale('linear', 'zscale')\n", - "display2.mtv(warped_ref.image)\n", - "plt.title('template')\n", - "plt.sca(ax[2])\n", - "display3 = afwDisplay.Display(frame=fig)\n", - "display3.scale('linear', 'zscale')\n", - "display3.mtv(diff.image)\n", - "ax[0].set_axis_off()\n", - "ax[1].set_axis_off()\n", - "ax[2].set_axis_off()\n", - "plt.title('difference')\n", - "plt.tight_layout()\n", - "fig.suptitle('DiaObject 611255759837069401, MJD='+str(np.round(scitab['t_max'][0], 2)))\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "6f6f513b-cb08-47ba-b8aa-ea18d18fa320", - "metadata": {}, - "source": [] } ], "metadata": { From d7cccc2e5911a82ea23317fd6bd1ce90eef857cc Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 10 Feb 2026 20:02:52 +0000 Subject: [PATCH 28/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 46 ++++++++++++++----- 1 file changed, 35 insertions(+), 11 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index db601a97..5bb13328 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -718,17 +718,6 @@ " return fig, axes[:n_subplots]" ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "96462574-05d0-4827-9c6e-95494307f316", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.exit()" - ] - }, { "cell_type": "code", "execution_count": null, @@ -771,6 +760,25 @@ "# " ] }, + { + "cell_type": "markdown", + "id": "2b54d1d3-9564-4836-8265-4c8eedc4502a", + "metadata": {}, + "source": [ + "> **Figure 3**: Many cutouts of the science visit images of the DIA object, in chronological order, after being reprojected onto the same WCS as the template image cutout (right). Every Nth visit of the 117 existing visits is plotted for brevity.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "96462574-05d0-4827-9c6e-95494307f316", + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "sys.exit()" + ] + }, { "cell_type": "code", "execution_count": null, @@ -805,6 +813,14 @@ "#plt.show()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "172dc7bb-67ee-49f9-bee1-a6f50ad96c89", + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "markdown", "id": "a8eb043b-5afe-4990-9050-bd059aaf5abf", @@ -839,6 +855,14 @@ "make_gif(tempdir)\n", "display(dimg(data=open(tempdir+'/animation.gif', 'rb').read()))" ] + }, + { + "cell_type": "markdown", + "id": "1c07a8b1-f24a-4c03-a56b-515a381cfa42", + "metadata": {}, + "source": [ + "> **Figure 4**: A gif animation generated from the reproject visit images in Figure 3." + ] } ], "metadata": { From fee8e68aaecd481ed77a230afb8af69e95baed47 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 10 Feb 2026 21:13:27 +0000 Subject: [PATCH 29/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 162 ++++++++++-------- 1 file changed, 86 insertions(+), 76 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 5bb13328..03535d0f 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -22,7 +22,7 @@ "Data Release: Data Preview 1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-01-31
\n", + "Last verified to run: 2026-02-10
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, @@ -33,9 +33,9 @@ "source": [ "**Learning objective:** An overview of candidate transient (Ia Supernovae) identification in DP1.\n", "\n", - "**LSST data products:** `DiaObject`, `ForcedSourceOnDiaObject`, `Visit`, `visit_image`, `template_coadd`, `difference_image`\n", + "**LSST data products:** `DiaObject`, `Visit`, `visit_image`, `template_coadd`, `difference_image`\n", "\n", - "**Packages:** `matplotlib`, `numpy`, `lsst.rsp`,`lsst.afw`, `lsst.geom`, `lsst.resources`, `lsst.utils.plotting`, `pyvo.dal.adhoc`\n", + "**Packages:** `matplotlib`, `numpy`, `lsst.rsp`,`lsst.afw`, `lsst.geom`, `lsst.resources`, `lsst.utils.plotting`, `pyvo.dal.adhoc`, `reproject`\n", "\n", "**Credit:**\n", "Originally developed by the Rubin Community Science team with feedback from Eric Bellm. This notebook also utilizes a transient detection from LSSTComCam first identified by Dan Taranu.\n", @@ -56,9 +56,9 @@ "source": [ "## 1. Introduction\n", "\n", - "This notebook demonstrates how to use the light curve statistics in the DiaObject table to identify candidate transients. The specific case in this notebook is for Ia Supernova candidates.\n", + "This notebook demonstrates how to produce bulk image cutouts using the Rubin cutout service.\n", "\n", - "**Related tutorials**: There are 200-level tutorials on `difference_images` as well as the `DiaSource`, `DiaObject` and `ForcedSourceOnDiaObject` catalogs. Use of the image cutout service is covered in the 100-level tutorials. There is another notebook in this 306 series (306.1) that presents how to make a light curve of an extragalactic transient." + "**Related tutorials**: This is the second of two 100-level tutorials demonstrating use of the image cutout service. Tutorial notebook 103.4 demonstrates the return of cutouts of Rubin LSST image type ExposureF and MaskedImageF." ] }, { @@ -82,7 +82,8 @@ "\n", "From the `lsst` package, import modules for accessing the Table Access Protocol (TAP) service, image display functions, and the Simple Image Access (SIA) service from the LSST Science Pipelines (pipelines.lsst.io).\n", "\n", - "Functions from `pyvo` are imported to perform and parse results from Datalink and SODA queries. This is used to obtain image products cutouts from the SIA service." + "Functions from `pyvo` are imported to perform and parse results from Datalink and SODA queries. This is used to obtain image products cutouts from the SIA service.\n", + "\n" ] }, { @@ -93,6 +94,8 @@ "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", + "import math\n", + "\n", "import numpy as np\n", "from astropy import units as u\n", "\n", @@ -104,8 +107,7 @@ " get_multiband_plot_symbols)\n", "\n", "import lsst.afw.display as afwDisplay\n", - "from lsst.afw.image import ExposureF, ImageF\n", - "from lsst.afw.math import Warper, WarperConfig\n", + "from lsst.afw.image import ImageF\n", "from lsst.afw.fits import MemFileManager\n", "import lsst.geom as geom\n", "import lsst.resources\n", @@ -115,9 +117,9 @@ "from astropy.wcs import WCS\n", "from astropy.io import fits\n", "import io\n", - "import tempfile\n", "import getpass\n", "import glob\n", + "import os\n", "\n", "from reproject import reproject_interp\n", "\n", @@ -351,6 +353,34 @@ " return ImageF(mem), hdul" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "413fc23e-6c5e-47b6-997e-45d704d709a8", + "metadata": {}, + "outputs": [], + "source": [ + "def make_subplot_grid(n_subplots, figsize_per_plot=(4, 3)):\n", + " \"\"\"\n", + " Create an optimal grid of subplots for n_subplots.\n", + "\n", + " Returns\n", + " -------\n", + " fig : matplotlib.figure.Figure\n", + " axes : list of matplotlib.axes.Axes\n", + " \"\"\"\n", + " n_cols = math.ceil(math.sqrt(n_subplots))\n", + " n_rows = math.ceil(n_subplots / n_cols)\n", + "\n", + " figsize = (figsize_per_plot[0] * n_cols,\n", + " figsize_per_plot[1] * n_rows)\n", + "\n", + " fig, axes = plt.subplots(n_rows, n_cols, figsize=figsize)\n", + " axes = axes.flatten() if n_subplots > 1 else [axes]\n", + "\n", + " return fig, axes[:n_subplots]" + ] + }, { "cell_type": "markdown", "id": "b1091fba-dbf4-4bdf-9970-f1a69951a4f2", @@ -373,10 +403,8 @@ "metadata": {}, "outputs": [], "source": [ - "SNcandID = 611255759837069401\n", - "#ra = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['ra'][0]\n", - "#dec = DiaObjs[DiaObjs['diaObjectId'] == SNcandID]['dec'][0]\n", - "ra = 53.124767650110215 \n", + "#SNcandID = 611255759837069401\n", + "ra = 53.124767650110215\n", "dec = -27.739814591611168\n", "spherePoint = lsst.geom.SpherePoint(ra*geom.degrees, dec*geom.degrees)" ] @@ -505,8 +533,8 @@ "outputs": [], "source": [ "print('begin date:', scitab['t_max'][0], difftab['t_max'][0])\n", - "print('end date:', scitab['t_max'][len(scitab['t_max'])-1])#, difftab['t_max'][0])\n", - "print('number of visits:', len(scitab['t_max']))\n" + "print('end date:', scitab['t_max'][len(scitab['t_max'])-1])\n", + "print('number of visits:', len(scitab['t_max']))" ] }, { @@ -550,9 +578,7 @@ "metadata": {}, "outputs": [], "source": [ - "#stamps could be smaller? \n", - "\n", - "fov = 0.003\n", + "fov = 0.002\n", "sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", "ref, refhdul = get_cutout(dl_result_ref, spherePoint, get_pyvo_auth(), fov)\n", "diff, diffhdul = get_cutout(dl_result_diff, spherePoint, get_pyvo_auth(), fov)" @@ -634,11 +660,37 @@ "\n", "ref_primary_header = refhdul[0].header\n", "ref_hdu = refhdul[1]\n", - "ref_header =refhdul[1].header\n", + "ref_header = refhdul[1].header\n", "refdata = refhdul[1].data\n", "refwcs = WCS(refhdul[1].header)\n" ] }, + { + "cell_type": "markdown", + "id": "02974977-001b-467e-ae0d-dc44f105872c", + "metadata": {}, + "source": [ + "Use the `reproject_interp` function to put the science visit image onto the WCS of the template image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "635013a0-e962-4958-bb09-007ac1cb169e", + "metadata": {}, + "outputs": [], + "source": [ + "reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)" + ] + }, + { + "cell_type": "markdown", + "id": "6b3360a9-ccc6-47bb-bc45-b87f208dacda", + "metadata": {}, + "source": [ + "Plot the reprojected science visit image together with the template image to compare." + ] + }, { "cell_type": "code", "execution_count": null, @@ -646,18 +698,16 @@ "metadata": {}, "outputs": [], "source": [ - "\n", - "reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", - "\n", - "ax1 = plt.subplot(1,2,1, projection=WCS(ref_hdu.header))\n", + "ax1 = plt.subplot(1, 2, 1, projection=WCS(ref_hdu.header))\n", "ax1.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", " vmax=np.nanpercentile(reproj_scidata, 99))\n", "ax1.coords['ra'].set_axislabel('Right Ascension')\n", "ax1.coords['dec'].set_axislabel('Declination')\n", "ax1.set_title('Reprojected Visit Image')\n", "\n", - "ax2 = plt.subplot(1,2,2, projection=WCS(ref_hdu.header))\n", - "ax2.imshow(refdata, origin='lower',vmin=np.nanpercentile(refdata, 1), vmax=np.nanpercentile(refdata, 99))\n", + "ax2 = plt.subplot(1, 2, 2, projection=WCS(ref_hdu.header))\n", + "ax2.imshow(refdata, origin='lower', vmin=np.nanpercentile(refdata, 1),\n", + " vmax=np.nanpercentile(refdata, 99))\n", "ax2.coords['ra'].set_axislabel('Right Ascension')\n", "ax2.coords['dec'].set_axislabel('Declination')\n", "ax2.coords['dec'].set_axislabel_position('r')\n", @@ -683,41 +733,6 @@ "Bulk image cutouts will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve (and save), and display many image cutouts." ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "413fc23e-6c5e-47b6-997e-45d704d709a8", - "metadata": {}, - "outputs": [], - "source": [ - "import math\n", - "import matplotlib.pyplot as plt\n", - "\n", - "def make_subplot_grid(n_subplots, figsize_per_plot=(4, 3)):\n", - " \"\"\"\n", - " Create an optimal grid of subplots for n_subplots.\n", - "\n", - " Returns\n", - " -------\n", - " fig : matplotlib.figure.Figure\n", - " axes : list of matplotlib.axes.Axes\n", - " \"\"\"\n", - " n_cols = math.ceil(math.sqrt(n_subplots))\n", - " n_rows = math.ceil(n_subplots / n_cols)\n", - "\n", - " figsize = (figsize_per_plot[0] * n_cols,\n", - " figsize_per_plot[1] * n_rows)\n", - "\n", - " fig, axes = plt.subplots(n_rows, n_cols, figsize=figsize)\n", - " axes = axes.flatten() if n_subplots > 1 else [axes]\n", - "\n", - " # Hide unused axes\n", - " for ax in axes[n_subplots:]:\n", - " ax.set_visible(False)\n", - "\n", - " return fig, axes[:n_subplots]" - ] - }, { "cell_type": "code", "execution_count": null, @@ -734,8 +749,9 @@ " j = i + 5\n", " ax.set_title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", "\n", - " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j], session=get_pyvo_auth())\n", - " #print(dl_result_sci)\n", + " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", + " session=get_pyvo_auth())\n", + "\n", " sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", " sci_hdu = scihdul[1]\n", " sci_header = scihdul[1].header\n", @@ -743,21 +759,16 @@ " sciwcs = WCS(scihdul[1].header)\n", " reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", "\n", - " ax.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1), vmax=np.nanpercentile(reproj_scidata, 99))\n", - "\n", + " ax.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", + " vmax=np.nanpercentile(reproj_scidata, 99))\n", "\n", " #figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", " #if os.path.isfile(figname):\n", " # os.remove(figname)\n", " #plt.savefig(figname)\n", "\n", - "\n", "plt.tight_layout()\n", - "plt.show()\n", - "\n", - "#for i in range(len(num_visits)):\n", - "\n", - "# " + "plt.show()" ] }, { @@ -787,12 +798,12 @@ "outputs": [], "source": [ "for i in range(num_visits):\n", - " #ax.plot([0, 1, 2], [i, i + 1, i + 2])\n", " j = i #+ 5\n", " plt.title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", "\n", - " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j], session=get_pyvo_auth())\n", - " #print(dl_result_sci)\n", + " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", + " session=get_pyvo_auth())\n", + "\n", " sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", " sci_hdu = scihdul[1]\n", " sci_header = scihdul[1].header\n", @@ -800,15 +811,14 @@ " sciwcs = WCS(scihdul[1].header)\n", " reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", "\n", - " plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1), vmax=np.nanpercentile(reproj_scidata, 99))\n", - "\n", + " plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", + " vmax=np.nanpercentile(reproj_scidata, 99))\n", "\n", " figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", " if os.path.isfile(figname):\n", " os.remove(figname)\n", " plt.savefig(figname)\n", "\n", - "\n", "#plt.tight_layout()\n", "#plt.show()" ] From 2c3b25ef671a7b06ca17aa06c743df88fbd03f3d Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 10 Feb 2026 21:58:16 +0000 Subject: [PATCH 30/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 67 ++++++------------- 1 file changed, 22 insertions(+), 45 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 03535d0f..0e07e349 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -31,14 +31,14 @@ "id": "ae760c59-bf94-45b3-9f8e-b4551b22e193", "metadata": {}, "source": [ - "**Learning objective:** An overview of candidate transient (Ia Supernovae) identification in DP1.\n", + "**Learning objective:** Generate many image cutouts using the Rubin image cutout service.\n", "\n", "**LSST data products:** `DiaObject`, `Visit`, `visit_image`, `template_coadd`, `difference_image`\n", "\n", "**Packages:** `matplotlib`, `numpy`, `lsst.rsp`,`lsst.afw`, `lsst.geom`, `lsst.resources`, `lsst.utils.plotting`, `pyvo.dal.adhoc`, `reproject`\n", "\n", "**Credit:**\n", - "Originally developed by the Rubin Community Science team with feedback from Eric Bellm. This notebook also utilizes a transient detection from LSSTComCam first identified by Dan Taranu.\n", + "Originally developed by the Rubin Community Science team with feedback from Gregory Dubois-Feldman. This notebook also utilizes a transient detection from LSSTComCam first identified by Dan Taranu.\n", "Please consider acknowledging them if this notebook is used for the preparation of journal articles, software releases, or other notebooks.\n", "\n", "**Get Support:**\n", @@ -95,25 +95,20 @@ "source": [ "import matplotlib.pyplot as plt\n", "import math\n", - "\n", "import numpy as np\n", - "from astropy import units as u\n", "\n", "from lsst.rsp import get_tap_service\n", "from lsst.rsp.service import get_siav2_service\n", "from lsst.rsp.utils import get_pyvo_auth\n", "\n", - "from lsst.utils.plotting import (get_multiband_plot_colors,\n", - " get_multiband_plot_symbols)\n", "\n", "import lsst.afw.display as afwDisplay\n", "from lsst.afw.image import ImageF\n", "from lsst.afw.fits import MemFileManager\n", - "import lsst.geom as geom\n", - "import lsst.resources\n", "\n", "from pyvo.dal.adhoc import DatalinkResults, SodaQuery\n", "\n", + "from astropy import units as u\n", "from astropy.wcs import WCS\n", "from astropy.io import fits\n", "import io\n", @@ -173,26 +168,6 @@ "assert sia_service is not None" ] }, - { - "cell_type": "markdown", - "id": "9b02d9d2-23ce-48c4-8265-460604817467", - "metadata": {}, - "source": [ - "Define filter names, plot markers, linestyles, and colors for plotting" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c5f87c79-8798-4306-bb82-495edb1463b2", - "metadata": {}, - "outputs": [], - "source": [ - "filter_names = ['u', 'g', 'r', 'i', 'z', 'y']\n", - "filter_colors = get_multiband_plot_colors()\n", - "filter_symbols = get_multiband_plot_symbols()" - ] - }, { "cell_type": "markdown", "id": "cc51bd61-5bea-47d8-b67b-30ff46f6e180", @@ -334,16 +309,12 @@ "metadata": {}, "outputs": [], "source": [ - "def get_cutout(dl_result, spherePoint, session, fov):\n", + "def get_cutout(dl_result, ra, dec, session, fov):\n", " sq = SodaQuery.from_resource(dl_result,\n", " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=session)\n", - " sphereRadius = fov * u.deg\n", - " sq.circle = (spherePoint.getRa().asDegrees() * u.deg,\n", - " spherePoint.getDec().asDegrees() * u.deg,\n", - " sphereRadius)\n", - " # can remove spherepoint stuff using:\n", - " #sq.circle = (cutout_ra, cutout_dec, Radius)\n", + "\n", + " sq.circle = (ra * u.deg, dec * u.deg, fov * u.deg)\n", "\n", " cutout_bytes = sq.execute_stream().read()\n", " sq.raise_if_error()\n", @@ -353,6 +324,15 @@ " return ImageF(mem), hdul" ] }, + { + "cell_type": "markdown", + "id": "3d998864-d33a-449d-a28a-42e94607f901", + "metadata": {}, + "source": [ + "#### 1.2.4. subplots\n", + "Define a function to organize the display with matplotlib of many cutouts." + ] + }, { "cell_type": "code", "execution_count": null, @@ -403,10 +383,8 @@ "metadata": {}, "outputs": [], "source": [ - "#SNcandID = 611255759837069401\n", "ra = 53.124767650110215\n", - "dec = -27.739814591611168\n", - "spherePoint = lsst.geom.SpherePoint(ra*geom.degrees, dec*geom.degrees)" + "dec = -27.739814591611168" ] }, { @@ -484,8 +462,7 @@ "tx = np.where((lvl2_table['dataproduct_subtype'] == 'lsst.visit_image')\n", " & (lvl2_table['lsst_band'] == 'r'))[0]\n", "scitab = lvl2_table[tx]\n", - "scitab.sort('t_max')\n", - "print(scitab['t_max'])" + "scitab.sort('t_max')" ] }, { @@ -579,9 +556,9 @@ "outputs": [], "source": [ "fov = 0.002\n", - "sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", - "ref, refhdul = get_cutout(dl_result_ref, spherePoint, get_pyvo_auth(), fov)\n", - "diff, diffhdul = get_cutout(dl_result_diff, spherePoint, get_pyvo_auth(), fov)" + "sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", + "ref, refhdul = get_cutout(dl_result_ref, ra, dec, get_pyvo_auth(), fov)\n", + "diff, diffhdul = get_cutout(dl_result_diff, ra, dec, get_pyvo_auth(), fov)" ] }, { @@ -752,7 +729,7 @@ " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", " session=get_pyvo_auth())\n", "\n", - " sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", + " sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", " sci_hdu = scihdul[1]\n", " sci_header = scihdul[1].header\n", " scidata = scihdul[1].data\n", @@ -804,7 +781,7 @@ " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", " session=get_pyvo_auth())\n", "\n", - " sci, scihdul = get_cutout(dl_result_sci, spherePoint, get_pyvo_auth(), fov)\n", + " sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", " sci_hdu = scihdul[1]\n", " sci_header = scihdul[1].header\n", " scidata = scihdul[1].data\n", From e17a593bb26a59e7029dfa6123d1fd83f20030b7 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 10 Feb 2026 23:52:18 +0000 Subject: [PATCH 31/44] updating image stamps nb --- .../103_5_Image_stamps.ipynb | 148 ++++++++++-------- 1 file changed, 82 insertions(+), 66 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb index 0e07e349..28558e52 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb @@ -94,6 +94,8 @@ "outputs": [], "source": [ "import matplotlib.pyplot as plt\n", + "import matplotlib.image as mpimg\n", + "\n", "import math\n", "import numpy as np\n", "\n", @@ -354,10 +356,25 @@ "\n", " figsize = (figsize_per_plot[0] * n_cols,\n", " figsize_per_plot[1] * n_rows)\n", + " fig, axes = plt.subplots(\n", + " n_rows,\n", + " n_cols,\n", + " figsize=figsize,\n", + " gridspec_kw={\n", + " \"wspace\": 0,\n", + " \"hspace\": 0})\n", + "\n", + " axes = axes.flatten()\n", + " #fig, axes = plt.subplots(n_rows, n_cols, figsize=figsize)\n", + " #axes = axes.flatten() if n_subplots > 1 else [axes]\n", "\n", - " fig, axes = plt.subplots(n_rows, n_cols, figsize=figsize)\n", - " axes = axes.flatten() if n_subplots > 1 else [axes]\n", + " for ax in axes:\n", + " ax.axis(\"off\") # ← removes frame, ticks, labels, everything\n", "\n", + " for ax in axes[n_subplots:]:\n", + " ax.remove()\n", + "\n", + " \n", " return fig, axes[:n_subplots]" ] }, @@ -707,37 +724,80 @@ "source": [ "## 3. Bulk image cutouts\n", "\n", - "Bulk image cutouts will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve (and save), and display many image cutouts." + "Bulk image cutouts will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve many image cutouts (and save as png files)." ] }, { "cell_type": "code", "execution_count": null, - "id": "52fec53e-9f55-4c06-ac54-08005285878b", + "id": "7bf8ad75-a0ef-4546-9020-8fb6cde2c4d5", "metadata": {}, "outputs": [], "source": [ "num_visits = len(scitab['t_max'])\n", - "print('number of visits:', num_visits)\n", + "#print('number of visits:', num_visits)\n", + "#for i in range(num_visits):\n", + "# plt.title(f\"MJD {np.round(scitab['t_max'][i], 4)}\")\n", + "\n", + "# dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][i],\n", + "# session=get_pyvo_auth())\n", + "\n", + "# sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", + "# sci_hdu = scihdul[1]\n", + "# sci_header = scihdul[1].header\n", + "# scidata = scihdul[1].data\n", + "# sciwcs = WCS(scihdul[1].header)\n", + "# reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", + "\n", + "# plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", + "# vmax=np.nanpercentile(reproj_scidata, 99))\n", "\n", - "fig, axes = make_subplot_grid(20)\n", + "# figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", + "# if os.path.isfile(figname):\n", + "# os.remove(figname)\n", + "# plt.savefig(figname)\n" + ] + }, + { + "cell_type": "markdown", + "id": "357dc241-c5bd-4e58-947c-ce7181c35518", + "metadata": {}, + "source": [ + "Below, visualize the cutouts that were saved to disk." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "52fec53e-9f55-4c06-ac54-08005285878b", + "metadata": {}, + "outputs": [], + "source": [ + "fig, axes = make_subplot_grid(100)\n", "for i, ax in enumerate(axes):\n", "\n", - " j = i + 5\n", - " ax.set_title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", + " j = i #+ 5\n", + " figname = os.path.join(tempdir, 'cutout_' + str(j) + '.png')\n", + " img = mpimg.imread(figname)\n", + "\n", + "# 2. Display the image\n", + "# imshow interprets the array as an image\n", + " ax.imshow(img)\n", + "\n", + " #ax.set_title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", "\n", - " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", - " session=get_pyvo_auth())\n", + " #dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", + " # session=get_pyvo_auth())\n", "\n", - " sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", - " sci_hdu = scihdul[1]\n", - " sci_header = scihdul[1].header\n", - " scidata = scihdul[1].data\n", - " sciwcs = WCS(scihdul[1].header)\n", - " reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", + " #sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", + " #sci_hdu = scihdul[1]\n", + " #sci_header = scihdul[1].header\n", + " #scidata = scihdul[1].data\n", + " #sciwcs = WCS(scihdul[1].header)\n", + " #reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", "\n", - " ax.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", - " vmax=np.nanpercentile(reproj_scidata, 99))\n", + " #ax.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", + " # vmax=np.nanpercentile(reproj_scidata, 99))\n", "\n", " #figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", " #if os.path.isfile(figname):\n", @@ -759,45 +819,13 @@ { "cell_type": "code", "execution_count": null, - "id": "96462574-05d0-4827-9c6e-95494307f316", - "metadata": {}, - "outputs": [], - "source": [ - "import sys\n", - "sys.exit()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7bf8ad75-a0ef-4546-9020-8fb6cde2c4d5", + "id": "0257c6de-2296-4ed2-8173-ac3d74f99e2e", "metadata": {}, "outputs": [], "source": [ - "for i in range(num_visits):\n", - " j = i #+ 5\n", - " plt.title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", - "\n", - " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", - " session=get_pyvo_auth())\n", - "\n", - " sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", - " sci_hdu = scihdul[1]\n", - " sci_header = scihdul[1].header\n", - " scidata = scihdul[1].data\n", - " sciwcs = WCS(scihdul[1].header)\n", - " reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", - "\n", - " plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", - " vmax=np.nanpercentile(reproj_scidata, 99))\n", - "\n", - " figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", - " if os.path.isfile(figname):\n", - " os.remove(figname)\n", - " plt.savefig(figname)\n", - "\n", - "#plt.tight_layout()\n", - "#plt.show()" + "print(tempdir)\n", + "make_gif(tempdir)\n", + "display(dimg(data=open(tempdir+'/animation.gif', 'rb').read()))" ] }, { @@ -831,18 +859,6 @@ "start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n" ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "0257c6de-2296-4ed2-8173-ac3d74f99e2e", - "metadata": {}, - "outputs": [], - "source": [ - "print(tempdir)\n", - "make_gif(tempdir)\n", - "display(dimg(data=open(tempdir+'/animation.gif', 'rb').read()))" - ] - }, { "cell_type": "markdown", "id": "1c07a8b1-f24a-4c03-a56b-515a381cfa42", From 93bbd9f2cd833016eae37caa235124731ca75aad Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Mon, 23 Mar 2026 21:39:55 +0000 Subject: [PATCH 32/44] renaming image stamps nb and realizing reproject is no longer installed --- .../{103_5_Image_stamps.ipynb => 103_9_Image_stamps.ipynb} | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) rename DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/{103_5_Image_stamps.ipynb => 103_9_Image_stamps.ipynb} (99%) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb similarity index 99% rename from DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb rename to DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index 28558e52..a4b6bc6f 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_5_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -10,7 +10,7 @@ "id": "325aa8a5-92fd-4913-a471-ad1617343be6", "metadata": {}, "source": [ - "# 103.5. Image stamps\n", + "# 103.9. Image stamps\n", "\n", "
\n", "\n", From 47d14bbdb90f6c5e3f1354bd67dc674fff3a776c Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Tue, 24 Mar 2026 00:26:09 +0000 Subject: [PATCH 33/44] updating stamps nb --- .../103_9_Image_stamps.ipynb | 109 +++++++----------- 1 file changed, 41 insertions(+), 68 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index a4b6bc6f..00a56eb0 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -225,7 +225,7 @@ "id": "114a1c30-b0f0-4bb8-a867-1cbec46f63b9", "metadata": {}, "source": [ - "Within that folder, create a sub-folder named `dp02_13a_temp` in which to save files created by this tutorial.\n", + "Within that folder, create a sub-folder named `dp1_103_9_temp` in which to save files created by this tutorial.\n", "At the end of the notebook, the last cell will clear the contents and remove this temporary folder." ] }, @@ -236,7 +236,7 @@ "metadata": {}, "outputs": [], "source": [ - "tempdir = userdir + '/dp1_103_5_temp'\n", + "tempdir = userdir + '/dp1_103_9_temp'\n", "if not os.path.exists(tempdir):\n", " os.makedirs(tempdir)\n", " print('Created ', tempdir)\n", @@ -369,12 +369,11 @@ " #axes = axes.flatten() if n_subplots > 1 else [axes]\n", "\n", " for ax in axes:\n", - " ax.axis(\"off\") # ← removes frame, ticks, labels, everything\n", + " ax.axis(\"off\")\n", "\n", " for ax in axes[n_subplots:]:\n", " ax.remove()\n", "\n", - " \n", " return fig, axes[:n_subplots]" ] }, @@ -706,7 +705,8 @@ "ax2.coords['dec'].set_axislabel('Declination')\n", "ax2.coords['dec'].set_axislabel_position('r')\n", "ax2.coords['dec'].set_ticklabel_position('r')\n", - "ax2.set_title('Template Image')\n" + "ax2.set_title('Template Image')\n", + "plt.show()" ] }, { @@ -734,28 +734,28 @@ "metadata": {}, "outputs": [], "source": [ - "num_visits = len(scitab['t_max'])\n", - "#print('number of visits:', num_visits)\n", - "#for i in range(num_visits):\n", - "# plt.title(f\"MJD {np.round(scitab['t_max'][i], 4)}\")\n", + "num_visits = 20 #len(scitab['t_max'])\n", + "print('number of visits:', num_visits)\n", + "for i in range(num_visits):\n", + " plt.title(f\"MJD {np.round(scitab['t_max'][i], 4)}\")\n", "\n", - "# dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][i],\n", - "# session=get_pyvo_auth())\n", + " dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][i],\n", + " session=get_pyvo_auth())\n", "\n", - "# sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", - "# sci_hdu = scihdul[1]\n", - "# sci_header = scihdul[1].header\n", - "# scidata = scihdul[1].data\n", - "# sciwcs = WCS(scihdul[1].header)\n", - "# reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", + " sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", + " sci_hdu = scihdul[1]\n", + " sci_header = scihdul[1].header\n", + " scidata = scihdul[1].data\n", + " sciwcs = WCS(scihdul[1].header)\n", + " reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", "\n", - "# plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", - "# vmax=np.nanpercentile(reproj_scidata, 99))\n", + " plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", + " vmax=np.nanpercentile(reproj_scidata, 99))\n", "\n", - "# figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", - "# if os.path.isfile(figname):\n", - "# os.remove(figname)\n", - "# plt.savefig(figname)\n" + " figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", + " if os.path.isfile(figname):\n", + " os.remove(figname)\n", + " plt.savefig(figname)\n" ] }, { @@ -773,37 +773,15 @@ "metadata": {}, "outputs": [], "source": [ - "fig, axes = make_subplot_grid(100)\n", + "fig, axes = make_subplot_grid(num_visits)\n", "for i, ax in enumerate(axes):\n", "\n", - " j = i #+ 5\n", + " j = i\n", " figname = os.path.join(tempdir, 'cutout_' + str(j) + '.png')\n", " img = mpimg.imread(figname)\n", "\n", - "# 2. Display the image\n", - "# imshow interprets the array as an image\n", " ax.imshow(img)\n", "\n", - " #ax.set_title(f\"MJD {np.round(scitab['t_max'][j], 4)}\")\n", - "\n", - " #dl_result_sci = DatalinkResults.from_result_url(scitab['access_url'][j],\n", - " # session=get_pyvo_auth())\n", - "\n", - " #sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", - " #sci_hdu = scihdul[1]\n", - " #sci_header = scihdul[1].header\n", - " #scidata = scihdul[1].data\n", - " #sciwcs = WCS(scihdul[1].header)\n", - " #reproj_scidata, footprint = reproject_interp((scidata, sciwcs), refwcs)\n", - "\n", - " #ax.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", - " # vmax=np.nanpercentile(reproj_scidata, 99))\n", - "\n", - " #figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", - " #if os.path.isfile(figname):\n", - " # os.remove(figname)\n", - " #plt.savefig(figname)\n", - "\n", "plt.tight_layout()\n", "plt.show()" ] @@ -813,7 +791,7 @@ "id": "2b54d1d3-9564-4836-8265-4c8eedc4502a", "metadata": {}, "source": [ - "> **Figure 3**: Many cutouts of the science visit images of the DIA object, in chronological order, after being reprojected onto the same WCS as the template image cutout (right). Every Nth visit of the 117 existing visits is plotted for brevity.\n" + "> **Figure 3**: Many cutouts of the science visit images of the DIA object, in chronological order, after being reprojected onto the same WCS as the template image cutout (right). " ] }, { @@ -829,12 +807,22 @@ ] }, { - "cell_type": "code", - "execution_count": null, + "cell_type": "markdown", + "id": "1c07a8b1-f24a-4c03-a56b-515a381cfa42", + "metadata": {}, + "source": [ + "> **Figure 4**: A gif animation generated from the reproject visit images in Figure 3." + ] + }, + { + "cell_type": "markdown", "id": "172dc7bb-67ee-49f9-bee1-a6f50ad96c89", "metadata": {}, - "outputs": [], - "source": [] + "source": [ + "## 4. Future functionality\n", + "\n", + "when rotate, don't do grid in final version, then get to a releasable version if you explain that the wcs rotate and just produce a rotated image (png, no wcs info) rotated visit image stamp that you can make a png image out of. Say a few things about how we're working on how to overplot grid lines and wcs functionality. this gets us to a publishable thing " + ] }, { "cell_type": "markdown", @@ -842,30 +830,15 @@ "metadata": {}, "source": [ "\n", - "when rotate, don't do grid in final version, then get to a releasable version if you explain that the wcs rotate and just produce a rotated image (png, no wcs info) rotated visit image stamp that you can make a png image out of. Say a few things about how we're working on how to overplot grid lines and wcs functionality. this gets us to a publishable thing \n", + "\n", "\n", "only for epochs where it was detected in visit images. users can extrapolate to get all images. \n", "\n", "show how to do smaller more constrained part (i.e timeline over which visits are retrieved; where a dia ). \n", "\n", "\n", - " We want to show how to store a bunch of png files. Once you have those on file then you can just use a simple\n", - " function to make the gif\n", - "\n", - "\n", - " note: store png files to scratch directory\n", - " cutouts could be even smaller than this.\n", - "\n", "start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n" ] - }, - { - "cell_type": "markdown", - "id": "1c07a8b1-f24a-4c03-a56b-515a381cfa42", - "metadata": {}, - "source": [ - "> **Figure 4**: A gif animation generated from the reproject visit images in Figure 3." - ] } ], "metadata": { From 8d8ffc6d179ccfc96c65248854e717c03fa4807d Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Wed, 25 Mar 2026 22:19:16 +0000 Subject: [PATCH 34/44] removing old small image cutout nb --- .../103_4_Small_Image_Cutout.ipynb | 1028 ----------------- 1 file changed, 1028 deletions(-) delete mode 100644 DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb deleted file mode 100644 index aece252a..00000000 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Small_Image_Cutout.ipynb +++ /dev/null @@ -1,1028 +0,0 @@ -{ - "cells": [ - { - "attachments": { - "d5f03413-ecf1-47ca-8d6d-0185992158c5.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "id": "e0de3506-06ec-4f46-92b3-a6f01753d9fc", - "metadata": {}, - "source": [ - "# 103.4. Rubin Cutout Service\n", - "\n", - "
\n", - "\n", - "![logo.png](attachment:d5f03413-ecf1-47ca-8d6d-0185992158c5.png)\n", - "\n", - "
\n", - "\n", - "For the Rubin Science Platform at data.lsst.cloud.
\n", - "Data Release: DP1
\n", - "Container Size: large
\n", - "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-01-15
\n", - "Repository: github.com/lsst/tutorial-notebooks
" - ] - }, - { - "cell_type": "markdown", - "id": "9da1a210-d858-42fe-8591-570965b8be1a", - "metadata": {}, - "source": [ - "**Learning objective:** How to use the Rubin image cutout service with DP1.\n", - "\n", - "**LSST data products:** `visit_image`\n", - "\n", - "**Packages:** `lsst.rsp.utils`, `pyvo`, `lsst.rsp.service`, `lsst.afw.display`\n", - "\n", - "**Credit:** Originally developed by the Rubin Community Science team.\n", - "Please consider acknowledging them if this notebook is used for the preparation of journal articles, software releases, or other notebooks.\n", - "\n", - "**Get Support:**\n", - "Everyone is encouraged to ask questions or raise issues in the \n", - "Support Category \n", - "of the Rubin Community Forum.\n", - "Rubin staff will respond to all questions posted there." - ] - }, - { - "attachments": {}, - "cell_type": "markdown", - "id": "cfc73be0", - "metadata": {}, - "source": [ - "## 1. Introduction\n", - "\n", - "This notebook demonstrates how to use the image cutout service with DP1 images. The cutout service performs image cutouts remotely on the server using a protocol for remote data processing operations provided by the International Virtual Observatory Alliance (IVOA). \n", - "The International Virtual Observatory Alliance (IVOA) co-ordinates the community efforts of astronomical missions and archives to develop and maintain the Virtual Observatory (VO) standards. The VO standards enable interoperability between astronomical archives. \n", - "\n", - "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecssary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", - "\n", - "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transfering the cutout to the user on the Rubin Science Platform.\n", - "\n", - "Further details and information can be found at the IVOA data link documentation, where it says Access Data Services. Rubin-specific documentation for these can also be found in this document describing the RSP DataLink service implementation strategy. \n", - "\n", - "To identify the remote location of the image, use Simple Image Access (SIA; see 100-level tutorial notebook on the SIA service). SIA is a protocol of the International Virtual Observatory Alliance (IVOA). It provides a standardized model for image metadata, and the capability to query and retrieve image datasets. Learn more in the [IVOA SIA documentation](https://www.ivoa.net/documents/SIA/).\n" - ] - }, - { - "cell_type": "markdown", - "id": "72fa86ab-0996-4637-9a99-d94b2084b786", - "metadata": {}, - "source": [ - "**Related tutorials:** The 100-level tutorials on accessing images with the Simple Image Access (SIA) service, the Table Access Protocol (TAP) service, and the Butler." - ] - }, - { - "cell_type": "markdown", - "id": "ec4a73af-7f32-46f2-823d-c344c6de6152", - "metadata": {}, - "source": [ - "### 1.1. Import packages\n", - "\n", - "Import common scientific analysis packages `numpy` and `astropy`.\n", - "\n", - "Import LSST Science Pipelines packages for image display `lsst.afw`, and utilities for remote data access `lsst.rsp`.\n", - "\n", - "Import `pyvo` packages for working with the virtual observatory cutout service." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a8cb5fea-ab37-42c0-a9d1-29a16a5a8315", - "metadata": {}, - "outputs": [], - "source": [ - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "\n", - "import lsst.afw.display as afwDisplay\n", - "from lsst.afw.image import ExposureF, ImageF, MaskedImageF\n", - "from lsst.afw.fits import MemFileManager\n", - "\n", - "from lsst.rsp.utils import get_pyvo_auth\n", - "from lsst.rsp.service import get_siav2_service\n", - "\n", - "import lsst.geom as geom\n", - "\n", - "from pyvo.dal.adhoc import DatalinkResults, SodaQuery\n", - "\n", - "from astropy import units as u\n", - "from astropy.coordinates import Angle\n", - "from astropy.time import Time\n", - "from astropy.wcs import WCS\n", - "from astropy.io import fits\n", - "import io\n" - ] - }, - { - "cell_type": "markdown", - "id": "5c728c77-d967-4843-8328-5a6cf1c9ec2d", - "metadata": {}, - "source": [ - "### 1.2. Define parameters\n", - "\n", - "Set the backend for `afwDisplay` to `matplotlib`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "af5598bd-8d37-4c12-bad5-ce84e5a9002e", - "metadata": {}, - "outputs": [], - "source": [ - "afwDisplay.setDefaultBackend('matplotlib')" - ] - }, - { - "cell_type": "markdown", - "id": "6561dcc9-cb51-4663-af36-55b4a1cad179", - "metadata": {}, - "source": [ - "### 1.3. Initiate the SIA service\n", - "\n", - "SIAv2 is an IVOA standard for querying and retrieving image data from astronomical archives. This is used to retrieve a datalink that uniquely identifies DP1 images (in the format of a web URL identifying where the data is hosted).\n", - "\n", - "Instantiate the SIA service. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "8e6d3698-9c21-4647-8355-0c08360f5ea8", - "metadata": {}, - "outputs": [], - "source": [ - "service = get_siav2_service(\"dp1\")\n", - "assert service is not None" - ] - }, - { - "cell_type": "markdown", - "id": "3d4d9571-2f48-440e-9c40-90f14f6eac8c", - "metadata": {}, - "source": [ - "## 2. Find the visit image\n", - "\n", - "The cutout services needs the `access_url` for the image from which a cutout is desired.\n", - "The SIA or TAP services can be used to find the desired image and retrieve its `access_url`.\n", - "\n", - "For this example, make an r-band (effective wavelength 622.1 nm) cutout centered on a set of coordinates in the ECDFS field,\n", - "for a visit image that was obtained between MJD 60623.256 and 60623.259.\n", - "\n", - "Define the coordinates right ascension (`target_ra`) and declination (`target_dec`) in degrees.\n", - "Define the band and the start and end times." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6ff8d0e0-ca0d-484b-b3db-de99235c81c4", - "metadata": {}, - "outputs": [], - "source": [ - "target_ra = 53.1246023\n", - "target_dec = -27.7404715\n", - "eff_wl = 622.1e-09\n", - "time1 = Time(60623.256, format=\"mjd\", scale=\"tai\")\n", - "time2 = Time(60623.259, format=\"mjd\", scale=\"tai\")" - ] - }, - { - "cell_type": "markdown", - "id": "a70872e5-de11-460c-b514-cbe7d908f0e3", - "metadata": {}, - "source": [ - "### 2.1. Query for images with SIA" - ] - }, - { - "cell_type": "markdown", - "id": "258e5719-c116-4696-b916-ae598b64d866", - "metadata": {}, - "source": [ - "It is recommended to tightly constrain image queries, so that they return only the image data products needed for a given scientific analysis.\n", - "\n", - "Define the search position as a 0.05 degree circle, centered on the target." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "41389a0c-20f5-4706-81c1-33f88ed3ab39", - "metadata": {}, - "outputs": [], - "source": [ - "circle = (target_ra, target_dec, 0.05)" - ] - }, - { - "cell_type": "markdown", - "id": "08b71293-d3ab-49ca-9a95-2566488eec33", - "metadata": {}, - "source": [ - "This query will return 1 `visit_image` (by design)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "f597b4e1-f377-46fd-83cd-2ee6ae5e45bc", - "metadata": {}, - "outputs": [], - "source": [ - "results = service.search(pos=circle, calib_level=2,\n", - " dpsubtype='lsst.visit_image',\n", - " band=eff_wl, time=(time1, time2))\n", - "print(len(results))" - ] - }, - { - "cell_type": "markdown", - "id": "8f62bb47-7a7c-49cd-969a-6d60b5488abe", - "metadata": {}, - "source": [ - "Display the results as an Astropy table." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "ef4601bd-0936-4a32-b3d9-14a26fe99218", - "metadata": {}, - "outputs": [], - "source": [ - "results.to_table()" - ] - }, - { - "cell_type": "markdown", - "id": "5ddf1d6c-7acb-4467-8a32-4659bd45ab5b", - "metadata": {}, - "source": [ - "In the table, the `access_url` contains the web URL datalink for the image. This datalink will be needed to generate the image cutout." - ] - }, - { - "cell_type": "markdown", - "id": "dfaf8f74-aae7-425c-85b0-8ae00d627da1", - "metadata": {}, - "source": [ - "### 2.2. Query for images with TAP\n", - "\n", - "It is also possible to get the `access_url` from the `ObsCore` table in the TAP service.\n", - "\n", - "An example TAP query using this method that retrieves the `access_url` is:\n", - "\n", - "```\n", - "SELECT dataproduct_type,dataproduct_subtype,calib_level,lsst_band,em_min,em_max,lsst_tract,lsst_patch,\n", - " lsst_filter,lsst_visit,lsst_detector,t_exptime,t_min,t_max,s_ra,s_dec,s_fov,obs_id,\n", - " obs_collection,o_ucd,facility_name,instrument_name,obs_title,s_region,access_url,\n", - " access_format \n", - "FROM ivoa.ObsCore \n", - "WHERE CONTAINS(POINT('ICRS', 53.1567053, -27.7815854), s_region)=1\n", - " AND obs_collection = 'LSST.DP1' AND calib_level = 2\n", - " AND dataproduct_type = 'image' AND instrument_name = 'LSSTComCam'\n", - " AND dataproduct_subtype = 'lsst.visit_image'\n", - " AND ( t_min <= 60623.259 AND 60623.256 <= t_max )\n", - " AND ( 622e-9 BETWEEN em_min AND em_max )\n", - "```" - ] - }, - { - "cell_type": "markdown", - "id": "e6b2b449-6978-4918-b8a3-b8ff44c7aa04", - "metadata": {}, - "source": [ - "## 3. Generating an image cutout \n", - "\n", - "First, extract the datalink (access URL) from the first row of the results as `datalink_url`, using the `getdataurl` method. \n", - "\n", - "Next, provide authorization for the current RSP session, since the Rubin DP1 imaging is proprietary. Do this using the `get_pyvo_auth` function.\n", - "\n", - "Finally, create a `DatalinkResults` object to be able to access this URL, which will be stored as `dl_result` and available for approximately 15 minutes, in a format that can be used by the IVOA tools below. The datalink is VOTable document, stored as `dl_result`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "de4db2db-0400-43e4-8f4d-ee8619bab8ff", - "metadata": {}, - "outputs": [], - "source": [ - "datalink_url = results[0].access_url\n", - "dl_result = DatalinkResults.from_result_url(datalink_url,\n", - " session=get_pyvo_auth())\n", - "\n", - "f\"Datalink status: {dl_result.status}. Datalink service url: {datalink_url}\"" - ] - }, - { - "cell_type": "markdown", - "id": "d945e191-7ee4-458a-bb0f-fb00cd219e30", - "metadata": {}, - "source": [ - "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates three types of cutout services: `cutout-sync` which, by default, returns just the image extension of the LSST imaging; `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type, and `cutout-sync-mask` which returns the mask extension with the science and variance images (`MaskedImageF` data type). This section will demonstrate the use of the default cutout service, `cutout-sync`, and Section 4 below will demonstrate the other two. \n", - "\n", - "To use the cutout service in this example, the IVOA procedure `cutout-sync` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d27e8e72-b37a-4035-a400-9b8e45c227f1", - "metadata": {}, - "outputs": [], - "source": [ - "sq = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())" - ] - }, - { - "cell_type": "markdown", - "id": "c6fa46da-88c8-4b5e-b86c-4b5878f3badf", - "metadata": {}, - "source": [ - "The variable `sq` now holds the result of the SODA query using the data link (which currently still points the full LSST `visit_image`, at its remote location in the database). The cell below will now demonstrate how to extract a cutout from `sq`. \n", - "\n", - "### 3.1. Define cutout center and edge\n", - "\n", - "Only two shape definitions are supported: a circle function, and a polygon function can be used to define the cutout dimensions. These shape definitions do not produce circle or polygon cutouts, but rather are methods for defining the edges of cutouts with 4 sides. In the case of circle, the resulting cutout is always a square, with edge size that is the same as the circle diameter. In the case of a polygon, either a square or a rectangular cutout will result, depending on whether the length and width edge dimensions are different values. Only cutouts with 4 corners and 90 degree angles are supported. \n", - "\n", - "`.circle` defaults to assuming the units are degrees; this notebook demonstrates its use when specifying the units with astropy." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c155bb03-703c-41a8-a25c-90f387625d53", - "metadata": {}, - "outputs": [], - "source": [ - "cutout_ra = target_ra * u.deg\n", - "cutout_dec = target_dec * u.deg\n", - "\n", - "Radius = 0.01 * u.deg\n", - "\n", - "sq.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - "cutout_bytes = sq.execute_stream().read()\n", - "sq.raise_if_error()" - ] - }, - { - "cell_type": "markdown", - "id": "9be31876-1afa-4610-aaec-cc3497ad6930", - "metadata": {}, - "source": [ - "### 3.2. Retrieve the cutout with LSST\n", - "\n", - "The cutout can be read into memory in the LSST pipelines `ImageF` format, but does not include the WCS information." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "2e7173c4-5030-4420-b215-e275534cb083", - "metadata": {}, - "outputs": [], - "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "image = ImageF(mem)" - ] - }, - { - "cell_type": "markdown", - "id": "324be87a-337b-4db7-b57d-842f14614613", - "metadata": {}, - "source": [ - "Display the `ImageF` cutout." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "dda20882-a6c3-44ad-9f99-5cb730dd8392", - "metadata": {}, - "outputs": [], - "source": [ - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.image(image)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "458a4d25-ca95-4f92-b76e-986b7a03b320", - "metadata": {}, - "source": [ - "> **Figure 1:** The cutout image, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", - "\n", - "#### 3.2.1. Option to save cutout to disk\n", - "\n", - "The cutout can be saved to disk as a FITS file with the `f.write()` function.\n", - "\n", - "The cutouts saved to disk with the following commands will be stored in a temporary folder in the user's home directory.\n", - "\n", - "After saving the cutout as a FITS file, read it in as an `ImageF` and display it." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a928ffaf-7cbd-41b5-8ea8-ee0f71172878", - "metadata": {}, - "outputs": [], - "source": [ - "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", - "# if not os.path.exists(tempdir):\n", - "# os.makedirs(tempdir)\n", - "# print('Created ', tempdir)\n", - "# else:\n", - "# print('Directory already existed: ', tempdir)\n", - "\n", - "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", - "# with open(sodaCutout, 'bw') as f:\n", - "# f.write(sq.execute_stream().read())\n", - "\n", - "# cutout = ImageF(sodaCutout)\n", - "# display = afwDisplay.Display()\n", - "# display.scale('asinh', 'zscale')\n", - "# display.image(cutout)\n", - "# plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "48c472a9-b2d1-4a61-a606-9da1aa38dea8", - "metadata": {}, - "source": [ - "Future planned options for the Rubin cutout service, including the potential to retrieve other image formats such as jpeg, are listed at the Rubin Science Platform image cutout implementation strategy document.\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "30640af4-a75c-4132-8f2e-692fcf9694eb", - "metadata": {}, - "source": [ - "### 3.3. Retrieve the cutout with astropy\n", - "\n", - "The format of the default cutout is a 2-extension fits: the primary (extension 0) header data unit (HDU) has the header describing the data set, and the secondary HDU (extension 1) has only the header that describes the pixel data (i.e. science image).\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6cd941c5-7e03-4c1b-a327-03f5ebc578f1", - "metadata": {}, - "outputs": [], - "source": [ - "hdul = fits.open(io.BytesIO(cutout_bytes))\n" - ] - }, - { - "cell_type": "markdown", - "id": "87c5e852-f42c-403f-b357-130a69b2b2e5", - "metadata": {}, - "source": [ - "Explore the format of the returned HDU extensions. There are two HDUs, where the second one labeled Image (extension 1) contains the image pixels and WCS header." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "00b1efae-7b59-422b-9708-1036120c4d8d", - "metadata": {}, - "outputs": [], - "source": [ - "hdul.info()\n", - "primary_hdu = hdul[0]\n", - "image_hdu = hdul[1]\n" - ] - }, - { - "cell_type": "markdown", - "id": "a5a6be22-ebe9-4fab-ac3a-cecd2126994b", - "metadata": {}, - "source": [ - "Below, store the headers to allow the option to print (note that the primary header is very long)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "da4cc3eb-16e3-44c7-9cf7-0d8214bc0671", - "metadata": {}, - "outputs": [], - "source": [ - "primary_header = hdul[0].header\n", - "image_header = hdul[1].header\n" - ] - }, - { - "cell_type": "markdown", - "id": "88be8f44-3226-4fda-97eb-ea0b272a88ec", - "metadata": {}, - "source": [ - "Plot the cutout using astropy tools, with WCS info from the image header used to plot in sky coordinates." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0b755176-ce5f-4238-9cd9-4798a0dfe133", - "metadata": {}, - "outputs": [], - "source": [ - "wcs = WCS(image_header)\n", - "\n", - "fig = plt.figure(figsize=(6, 6))\n", - "ax = fig.add_subplot(111, projection=wcs)\n", - "ax.imshow(image_hdu.data, cmap='gray', norm='asinh', origin='lower')\n" - ] - }, - { - "cell_type": "markdown", - "id": "ca5f197f-24a9-4440-8c8e-9f3398ebea26", - "metadata": {}, - "source": [ - "> **Figure 2:** The cutout image, displayed in sky coordinates using astropy.\n" - ] - }, - { - "cell_type": "markdown", - "id": "a1af5867-6da1-40f0-99ce-703938338ce4", - "metadata": {}, - "source": [ - "### 3.4. Use polygon to define shape\n", - "\n", - "It is also possible to define the cutout geometry using a polygon, which enables the cutout to be rectangular, but not necessarily be square. For this, use `polygon`, which takes as input the four corners in celestial coordinates. A minimum of 3 vertices are required (the line from the last vertex back to the first is implicit) Vertices must be ordered in the counter-clockwise direction. For example: a polygon is defined as a set of 4 (x,y) coordinates from (12,34) to (14,34) to (14,36) to (12,36) and (implicitly) back to (12,34) as:\n", - "\n", - "POLYGON=12 34 14 34 14 36 12 36\n", - "\n", - "Since the center of the cutout is already defined in unit degrees in the cells above, this example will define each x,y set as RA+/-edge and Dec+/-edge.\n", - "\n", - "> **Warning:** Visit images are rotated, and although it is the \"Declination edge\" that is defined to be smaller, that corresponds to the x-axis when the cutout is displayed below, due to image rotation." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "b0853f10-4119-420c-8ceb-739cccf0a784", - "metadata": {}, - "outputs": [], - "source": [ - "sqp = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "ra_edge = 0.02 * u.deg\n", - "de_edge = 0.005 * u.deg\n", - "\n", - "sqp.polygon = (cutout_ra - ra_edge,\n", - " cutout_dec - de_edge,\n", - " cutout_ra - ra_edge,\n", - " cutout_dec + de_edge,\n", - " cutout_ra + ra_edge,\n", - " cutout_dec + de_edge,\n", - " cutout_ra + ra_edge,\n", - " cutout_dec - de_edge)\n", - "\n", - "cutout_bytes = sqp.execute_stream().read()\n", - "sqp.raise_if_error()\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "polygon = ImageF(mem)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4e962caa-df6c-4d6f-bbc1-fbf042243ff4", - "metadata": {}, - "outputs": [], - "source": [ - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.mtv(polygon)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "c83e5413-2edf-41fd-8542-b622ba8324b0", - "metadata": {}, - "source": [ - "> **Figure 3:** A rectangular polygon cutout from a rotated `visit_image`." - ] - }, - { - "cell_type": "markdown", - "id": "9041e6f0-e9bc-46df-a9b8-ad0c61deb6bb", - "metadata": {}, - "source": [ - "### 3.5. Correcting for cos(d)\n", - "\n", - "There is an important difference to note between the circle and polygon shape definitions. The angular distance on the sky that defines the circular cutout size already accounts for the difference in angular distance in the RA direction is smaller by a factor of cos(declination), where declination is in units radians. The difference increases with higher declination. However, the polygon definition does not automatically account for this cosine factor. Thus, circle and polygon cutout definitions using the same cutout edge length will not match size in the RA direction. The 2 cells below demonstrate how to make this correction to the polygon cutout definition to create symmetric cutouts with polygon. Here, reset the edge sizes to be the same as `Radius` from the circle definition above.\n", - "\n", - "First, generate a polygon cutout without factoring in cos(dec)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "83546313-cf04-43e2-a0ec-0be53589ec5d", - "metadata": {}, - "outputs": [], - "source": [ - "sq2 = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "sq2.polygon = (cutout_ra - Radius,\n", - " cutout_dec - Radius,\n", - " cutout_ra - Radius,\n", - " cutout_dec + Radius,\n", - " cutout_ra + Radius,\n", - " cutout_dec + Radius)\n", - "\n", - "cutout_bytes = sq2.execute_stream().read()\n", - "sq2.raise_if_error()\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "polygon2 = ImageF(mem)" - ] - }, - { - "cell_type": "markdown", - "id": "a10a50a9-6682-45df-965d-711fcf47dce0", - "metadata": {}, - "source": [ - "Second, generate a polygon cutout and includes the factor of cos(dec), to match the area generated by circle." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "87e269cc-ccb3-4ece-85a9-8d40af11aee6", - "metadata": {}, - "outputs": [], - "source": [ - "spherePoint = geom.SpherePoint(target_ra*geom.degrees, target_dec*geom.degrees)\n", - "a = Angle(spherePoint.getDec().asDegrees(), u.deg)\n", - "cosd = np.cos(a.radian)\n", - "\n", - "sq3 = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "sq3.polygon = (cutout_ra - Radius/cosd,\n", - " cutout_dec - Radius,\n", - " cutout_ra - Radius/cosd,\n", - " cutout_dec + Radius,\n", - " cutout_ra + Radius/cosd,\n", - " cutout_dec + Radius,\n", - " cutout_ra + Radius/cosd,\n", - " cutout_dec - Radius)\n", - "\n", - "cutout_bytes = sq3.execute_stream().read()\n", - "sq3.raise_if_error()\n", - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n", - "polygon3 = ImageF(mem)" - ] - }, - { - "cell_type": "markdown", - "id": "703a85d1-eab8-4001-b7f6-63d81c2bc1d0", - "metadata": {}, - "source": [ - "Plot the three cutouts as a comparison below. Setting `width_ratios` makes sure the y-axes (declination direction) span the same extent in the figure to emphasize that without the cos(dec) factor, the R.A. direction (x-axis) is truncated using polygon relative to circle." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d81121e8-2bf7-44f5-b193-f1acf5064620", - "metadata": {}, - "outputs": [], - "source": [ - "fig, ax = plt.subplots(1, 3, width_ratios=[0.35, 0.3, 0.35], figsize=(10, 14))\n", - "\n", - "plt.sca(ax[0])\n", - "display1 = afwDisplay.Display(frame=fig)\n", - "display1.scale('linear', 'zscale')\n", - "display1.mtv(image, title='Cutout defined with circle')\n", - "\n", - "plt.sca(ax[1])\n", - "display2 = afwDisplay.Display(frame=fig)\n", - "display2.scale('linear', 'zscale')\n", - "display2.mtv(polygon2, title='Cutout defined with polygon')\n", - "\n", - "plt.sca(ax[2])\n", - "display3 = afwDisplay.Display(frame=fig)\n", - "display3.scale('linear', 'zscale')\n", - "display3.mtv(polygon3, title='Polygon including cos(dec)')\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "dfc8a459-e168-40ab-81a5-1148e7536455", - "metadata": {}, - "source": [ - "> **Figure 4:** A comparison of a cutout generated with the circle function (same as Figure 1; left panel) with a cutout defined using the `polygon` functionality defined using the same edge size (middle panel). The right panel uses `polygon` but accounts for the $cos({\\rm dec})$ term, to replicate the same cutout that was made using circle." - ] - }, - { - "cell_type": "markdown", - "id": "103e5f75-c1b7-479d-bbfd-52d8bd6b0de3", - "metadata": {}, - "source": [ - "The zooniverse package should be used instead of this procedure for citizen science applications. " - ] - }, - { - "cell_type": "markdown", - "id": "99e75a7a-348e-409e-88f6-871b68a4e9dc", - "metadata": {}, - "source": [ - "## 4. Other image cutout types\n", - "\n", - "As mentioned in Section 3, there are three types of cutout services. Demonstrated above is the default `cutout-sync` which returns just the image extension. The cells below demonstrate both the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions (Section 4.1) and the `cutout-sync-mask` service that returns an `MaskedImageF` type containing the LSST image mask (Section 4.2). \n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "a9c8f2cf-f3ca-49af-979e-ee6e8195e034", - "metadata": {}, - "source": [ - "### 4.1 ExposureF cutouts\n", - "\n", - "First, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-exposure` service. Call this soda query `sqE` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "837fbd2a-c3e2-4ee3-a06d-69f4df50823b", - "metadata": {}, - "outputs": [], - "source": [ - "sqE = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-exposure\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "sqE.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - "cutout_bytes = sqE.execute_stream().read()\n", - "sqE.raise_if_error()\n" - ] - }, - { - "cell_type": "markdown", - "id": "454a017b-df88-48cc-975e-cac4ff3a37b5", - "metadata": {}, - "source": [ - "Receive the cutout into memory, as in Section 3." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "516dbd86-d573-4d81-a017-2ebbce8fb445", - "metadata": {}, - "outputs": [], - "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n" - ] - }, - { - "cell_type": "markdown", - "id": "c0eea8e5-ae86-456d-9d67-798557a4a707", - "metadata": {}, - "source": [ - "To enable image display, first store the bytes from `mem` as an LSST `ExposureF` object. The image extension can then be accessed using the `.image` method." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "78e1c658-916c-4a73-8c0b-a50d281f4764", - "metadata": {}, - "outputs": [], - "source": [ - "exposure = ExposureF(mem)\n" - ] - }, - { - "cell_type": "markdown", - "id": "19815771-fabd-44b1-b359-c1a2f99fcb04", - "metadata": {}, - "source": [ - "The WCS information can be obtained using the getWcs method. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "d0d058d6-1cad-4ca4-866b-841baba94220", - "metadata": {}, - "outputs": [], - "source": [ - "exposureWCS = WCS(exposure.getWcs().getFitsMetadata())\n", - "print(exposureWCS)" - ] - }, - { - "cell_type": "markdown", - "id": "6a19e7cd-4096-44b9-832f-baa6b6c40482", - "metadata": {}, - "source": [ - "Display the image cutout." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "1aa9009a-b493-41ea-bc3c-e0c79adef913", - "metadata": {}, - "outputs": [], - "source": [ - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.image(exposure.image)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "id": "ceec7aac-0d64-4397-99df-4450e0098f91", - "metadata": {}, - "source": [ - "> **Figure 5:** The cutout image retrieved in ExposureF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right.\n", - "\n", - "\n", - "Option to save the entire ExposureF to a fitsfile. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "68c12665-780f-4c47-a16f-e5fd81bc5b77", - "metadata": {}, - "outputs": [], - "source": [ - "# tempdir = os.path.join(os.getenv('HOME'), 'cutouts_temp/')\n", - "# if not os.path.exists(tempdir):\n", - "# os.makedirs(tempdir)\n", - "# print('Created ', tempdir)\n", - "# else:\n", - "# print('Directory already existed: ', tempdir)\n", - "\n", - "# sodaCutout = os.path.join(tempdir, 'cutout-circle.fits')\n", - "# with open(sodaCutout, 'bw') as f:\n", - "# f.write(sq.execute_stream().read())" - ] - }, - { - "cell_type": "markdown", - "id": "1d11f7ee-260e-4f52-87fb-e55db25d5d53", - "metadata": {}, - "source": [ - "**Note:** `ExposureF` contains multiple Header-Data Units (HDUs) with extensive exposure metadata. To reduce file size, one option is to save only the image, mask, and variance planes, along with the WCS recorded in the Primary HDU. This can be done by writing `exposure.maskedImage`-a three-plane object containing the image, mask, and variance-into a FITS file using `writeFitsImage`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7b0a245e-3fce-4b35-9ed8-69763b7f1dac", - "metadata": {}, - "outputs": [], - "source": [ - "# fits.info(sodaCutout)\n", - "\n", - "# sodaCutout_small = os.path.join(tempdir, 'cutout-circle_small.fits')\n", - "# afwDisplay.writeFitsImage(sodaCutout_small,\n", - "# exposure.maskedImage,\n", - "# wcs=exposure.wcs)" - ] - }, - { - "cell_type": "markdown", - "id": "1fcde65c-8ba1-4ffc-9501-08c01e331e81", - "metadata": {}, - "source": [ - "### 4.2 Mask cutouts\n", - "\n", - "Again, reuse the data link `dl_result` that was defined in Section 3 to define a new cutout, this time using `cutout-sync-maskedimage` service. The returned Call this soda query `sqM` to differentiate from the earlier ones. Define the cutout as a square subtended by a circle of radius 0.01 degrees, as done in Section 3.\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "0d86fbef-65fe-44d2-bed4-4b6b4ad3a8d9", - "metadata": {}, - "outputs": [], - "source": [ - "sqM = SodaQuery.from_resource(dl_result,\n", - " dl_result.get_adhocservice_by_id(\"cutout-sync-maskedimage\"),\n", - " session=get_pyvo_auth())\n", - "\n", - "sqM.circle = (cutout_ra, cutout_dec, Radius)\n", - "\n", - "cutout_bytes = sqM.execute_stream().read()\n", - "sqM.raise_if_error()\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "6e9b2366-7051-4766-83a9-2e8e6a6c6b4b", - "metadata": {}, - "outputs": [], - "source": [ - "mem = MemFileManager(len(cutout_bytes))\n", - "mem.setData(cutout_bytes, len(cutout_bytes))\n" - ] - }, - { - "cell_type": "markdown", - "id": "ee886dbe-b264-400d-a7c4-68fa659c739e", - "metadata": {}, - "source": [ - "To enable image display, first store the bytes from `mem` as an LSST `MaskedImageF` object. In addition to the mask, it also contains the image and variance extensions, which can then be accessed using the `.image` or `.variance` attribute." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "178a5016-7490-4410-bda6-8e1885cc03a6", - "metadata": {}, - "outputs": [], - "source": [ - "mask = MaskedImageF(mem)\n", - "display = afwDisplay.Display()\n", - "display.scale('asinh', 'zscale')\n", - "display.image(mask)\n", - "plt.show()" - ] - }, - { - "attachments": { - "923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "id": "acbe9638-e7b7-4229-8301-3f57eb0b0c5b", - "metadata": {}, - "source": [ - "> **Figure 6:** The cutout image retrieved in MaskedImageF format, displayed in pixel coordinates using LSST pipeline tools in grayscale with a scale bar at right. Mask is plotted on top of the image pixels in colors. \n", - "\n", - "## 5. Exercise for the learner\n", - "\n", - "Reproduce the cutout below, whose center is (ra, dec) = 59.1, -48.8 with 0.06 degrees on a side.\n", - "\n", - "
\n", - "\n", - "![img.png](attachment:923e951d-30c0-4a8f-a1b0-8bb851f1cb5f.png)\n", - "\n", - "
\n" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "LSST", - "language": "python", - "name": "lsst" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.11" - }, - "toc-autonumbering": false - }, - "nbformat": 4, - "nbformat_minor": 5 -} From e370b9f7c363e852e90c13fe70f4295d86604955 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Wed, 25 Mar 2026 22:27:37 +0000 Subject: [PATCH 35/44] fixing misidentified method mistake from an earlier TAP to SIA change --- .../103_Image_access_and_display/103_4_Cutout_exposures.ipynb | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb index 37b2ce06..1fea9879 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb @@ -22,7 +22,7 @@ "Data Release: DP1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-01-15
\n", + "Last verified to run: 2026-03-25
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, @@ -298,7 +298,7 @@ "source": [ "## 3. Generating an image cutout \n", "\n", - "First, extract the datalink (access URL) from the first row of the results as `datalink_url`, using the `getdataurl` method. \n", + "First, extract the datalink (access URL) from the first row of the results as `datalink_url`, using the `from_result_url` method from the `pyvo` package. \n", "\n", "Next, provide authorization for the current RSP session, since the Rubin DP1 imaging is proprietary. Do this using the `get_pyvo_auth` function.\n", "\n", From 6977f041e433452cf7b4cf85ae66df06bcc92861 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 26 Mar 2026 20:23:06 +0000 Subject: [PATCH 36/44] updating nb 9 --- .../103_9_Image_stamps.ipynb | 106 ++++++++++++------ 1 file changed, 70 insertions(+), 36 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index 00a56eb0..dff66811 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -365,8 +365,6 @@ " \"hspace\": 0})\n", "\n", " axes = axes.flatten()\n", - " #fig, axes = plt.subplots(n_rows, n_cols, figsize=figsize)\n", - " #axes = axes.flatten() if n_subplots > 1 else [axes]\n", "\n", " for ax in axes:\n", " ax.axis(\"off\")\n", @@ -456,12 +454,44 @@ "print(ra, dec)" ] }, + { + "cell_type": "markdown", + "id": "823d68a9-210e-4201-99b0-b520be6fe80f", + "metadata": {}, + "source": [ + "The cell below will perform a query to make sure the images retrieved span the time during which the DIAObject was changing and thus detectable as a DIASource. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "15af811d-db19-4592-ad04-cde33486b11f", + "metadata": {}, + "outputs": [], + "source": [ + "dia_query = f\"\"\"\n", + "SELECT MIN(midpointMjdTai) as first_detect_time,\n", + " MAX(midpointMjdTai) as last_detect_time\n", + "FROM dp1.DiaSource\n", + "WHERE CONTAINS(POINT('ICRS', coord_ra, coord_dec), \n", + " CIRCLE('ICRS', {ra}, {dec}, 0.001)) = 1\n", + "\"\"\"\n", + "\n", + "dia_job = service.submit_job(dia_query)\n", + "dia_job.run()\n", + "dia_job.wait(phases=['COMPLETED', 'ERROR'])\n", + "dia_results = dia_job.fetch_result().to_table()\n", + "\n", + "first_detect = dia_results['first_detect_time'][0]\n", + "last_detect = dia_results['last_detect_time'][0]" + ] + }, { "cell_type": "markdown", "id": "e49e571a-c652-4e7b-9a06-81fd8a17e6d1", "metadata": {}, "source": [ - "Use the SIA service to search for calibration level 2 images (`visit_images`) that overlap the search `circle`. Filter the results for r-band `visit_images` and sort them by observation time." + "Use the SIA service to search for calibration level 2 images (`visit_images`) that overlap the search `circle`. " ] }, { @@ -473,10 +503,40 @@ "source": [ "results_sci = sia_service.search(pos=circle, calib_level=2)\n", "\n", - "lvl2_table = results_sci.to_table()\n", + "lvl2_table = results_sci.to_table()\n" + ] + }, + { + "cell_type": "markdown", + "id": "e95d41db-dc67-4d75-b1cd-911fef74c112", + "metadata": {}, + "source": [ + "Filter the results for r-band `visit_images`, and to only return the visit images during which there was a DIA detection. The `if` statement ensures that a DIA detection was identified for that object. Lastly, sort the query results by observation time." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "47c923a8-8001-4ad6-9474-6dd31d2b683a", + "metadata": {}, + "outputs": [], + "source": [ + "if (not np.ma.is_masked(first_detect) and first_detect is not None and\n", + " not np.ma.is_masked(last_detect) and last_detect is not None):\n", + "\n", + " tx = np.where(\n", + " (lvl2_table['dataproduct_subtype'] == 'lsst.visit_image')\n", + " & (lvl2_table['lsst_band'] == 'r')\n", + " & (lvl2_table['t_min'] >= first_detect)\n", + " & (lvl2_table['t_min'] <= last_detect)\n", + " )[0]\n", + "\n", + " print(f\"Found {len(tx)} visits taken between MJD {first_detect: .2f} and {last_detect: .2f}.\")\n", + "\n", + "else:\n", + " print(\"No DIA sources were ever detected in this region. Returning empty table.\")\n", + " tx = []\n", "\n", - "tx = np.where((lvl2_table['dataproduct_subtype'] == 'lsst.visit_image')\n", - " & (lvl2_table['lsst_band'] == 'r'))[0]\n", "scitab = lvl2_table[tx]\n", "scitab.sort('t_max')" ] @@ -527,7 +587,7 @@ "source": [ "print('begin date:', scitab['t_max'][0], difftab['t_max'][0])\n", "print('end date:', scitab['t_max'][len(scitab['t_max'])-1])\n", - "print('number of visits:', len(scitab['t_max']))" + "print('number of visits:', len(scitab['t_max']))\n" ] }, { @@ -724,7 +784,7 @@ "source": [ "## 3. Bulk image cutouts\n", "\n", - "Bulk image cutouts will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve many image cutouts (and save as png files)." + "Bulk image cutouts will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve many image cutouts (and save as png files). Since many visits span the time during which the target was a DIA source, limit the number to visualize to the first 20 (to save time). The full set of cutouts can be visualized by replacing the first line with `num_visits = len(scitab['t_max'])`" ] }, { @@ -734,7 +794,7 @@ "metadata": {}, "outputs": [], "source": [ - "num_visits = 20 #len(scitab['t_max'])\n", + "num_visits = 20\n", "print('number of visits:', num_visits)\n", "for i in range(num_visits):\n", " plt.title(f\"MJD {np.round(scitab['t_max'][i], 4)}\")\n", @@ -803,7 +863,7 @@ "source": [ "print(tempdir)\n", "make_gif(tempdir)\n", - "display(dimg(data=open(tempdir+'/animation.gif', 'rb').read()))" + "dimg(data=open(tempdir+'/animation.gif', 'rb').read())" ] }, { @@ -813,32 +873,6 @@ "source": [ "> **Figure 4**: A gif animation generated from the reproject visit images in Figure 3." ] - }, - { - "cell_type": "markdown", - "id": "172dc7bb-67ee-49f9-bee1-a6f50ad96c89", - "metadata": {}, - "source": [ - "## 4. Future functionality\n", - "\n", - "when rotate, don't do grid in final version, then get to a releasable version if you explain that the wcs rotate and just produce a rotated image (png, no wcs info) rotated visit image stamp that you can make a png image out of. Say a few things about how we're working on how to overplot grid lines and wcs functionality. this gets us to a publishable thing " - ] - }, - { - "cell_type": "markdown", - "id": "a8eb043b-5afe-4990-9050-bd059aaf5abf", - "metadata": {}, - "source": [ - "\n", - "\n", - "\n", - "only for epochs where it was detected in visit images. users can extrapolate to get all images. \n", - "\n", - "show how to do smaller more constrained part (i.e timeline over which visits are retrieved; where a dia ). \n", - "\n", - "\n", - "start with an ra/dec and date range where you already know. don't even need to refer to the other notebook\n" - ] } ], "metadata": { From 669f433d175679879147971f54d5e1c5e8acfab3 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 26 Mar 2026 21:35:21 +0000 Subject: [PATCH 37/44] updating nb 9 --- .../103_9_Image_stamps.ipynb | 23 +++++++++---------- 1 file changed, 11 insertions(+), 12 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index dff66811..067e3336 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -22,7 +22,7 @@ "Data Release: Data Preview 1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-02-10
\n", + "Last verified to run: 2026-03-26
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, @@ -469,21 +469,19 @@ "metadata": {}, "outputs": [], "source": [ - "dia_query = f\"\"\"\n", - "SELECT MIN(midpointMjdTai) as first_detect_time,\n", - " MAX(midpointMjdTai) as last_detect_time\n", - "FROM dp1.DiaSource\n", - "WHERE CONTAINS(POINT('ICRS', coord_ra, coord_dec), \n", - " CIRCLE('ICRS', {ra}, {dec}, 0.001)) = 1\n", - "\"\"\"\n", + "dia_query = \"SELECT MIN(midpointMjdTai) as first_detect, \" \\\n", + " \"MAX(midpointMjdTai) as last_detect \" \\\n", + " \"FROM dp1.DiaSource \" \\\n", + " \"WHERE CONTAINS(POINT('ICRS', coord_ra, coord_dec), \" \\\n", + " \"CIRCLE('ICRS',\"+str(ra)+\",\"+str(dec)+\",0.001)) = 1 \"\n", "\n", "dia_job = service.submit_job(dia_query)\n", "dia_job.run()\n", "dia_job.wait(phases=['COMPLETED', 'ERROR'])\n", "dia_results = dia_job.fetch_result().to_table()\n", "\n", - "first_detect = dia_results['first_detect_time'][0]\n", - "last_detect = dia_results['last_detect_time'][0]" + "first_detect = dia_results['first_detect'][0]\n", + "last_detect = dia_results['last_detect'][0]" ] }, { @@ -521,8 +519,9 @@ "metadata": {}, "outputs": [], "source": [ - "if (not np.ma.is_masked(first_detect) and first_detect is not None and\n", - " not np.ma.is_masked(last_detect) and last_detect is not None):\n", + "if (not np.ma.is_masked(first_detect)\n", + " and first_detect is not None and not np.ma.is_masked(last_detect)\n", + " and last_detect is not None):\n", "\n", " tx = np.where(\n", " (lvl2_table['dataproduct_subtype'] == 'lsst.visit_image')\n", From 7057dac2c4f8a46127da53c9bc68b21ed5d51c4b Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 26 Mar 2026 21:43:23 +0000 Subject: [PATCH 38/44] updating nb 9 --- .../103_9_Image_stamps.ipynb | 25 ++++++++++++++----- 1 file changed, 19 insertions(+), 6 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index 067e3336..0b451e20 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -83,7 +83,8 @@ "From the `lsst` package, import modules for accessing the Table Access Protocol (TAP) service, image display functions, and the Simple Image Access (SIA) service from the LSST Science Pipelines (pipelines.lsst.io).\n", "\n", "Functions from `pyvo` are imported to perform and parse results from Datalink and SODA queries. This is used to obtain image products cutouts from the SIA service.\n", - "\n" + "\n", + "The `reproject` package is an `astropy`-adjacent package that provides access to coordinate transformations between images with world coordinate systems (WCS), and will be used to align visit images with different WCS. " ] }, { @@ -193,7 +194,7 @@ "id": "f8f5a54d-96ce-4323-8d20-98ad6b57ddee", "metadata": {}, "source": [ - "#### 1.2.2 Set up the temporary directory\n", + "#### 1.2.2 Set up a temporary directory\n", "\n", "The Rubin cutout service allows the user to save cutouts as fits files locally on the Rubin Science Platform (RSP).\n", "\n", @@ -267,7 +268,9 @@ "id": "f52f721d-1983-4605-8161-8f29187b5757", "metadata": {}, "source": [ - "#### 1.2.3 make function to generate a gif from png files" + "#### 1.2.3 Generate a gif from pngs\n", + "\n", + "The function below will generate a gif to visualize all of the png cutout files produced in the notebook." ] }, { @@ -300,7 +303,7 @@ "id": "82f46573-f165-479a-b94e-1c025fd8bcca", "metadata": {}, "source": [ - "#### 1.2.4. cutouts\n", + "#### 1.2.4. Generate cutouts\n", "Define a function to get an image cutout from the cutout service." ] }, @@ -331,7 +334,7 @@ "id": "3d998864-d33a-449d-a28a-42e94607f901", "metadata": {}, "source": [ - "#### 1.2.4. subplots\n", + "#### 1.2.4. Set up subplots\n", "Define a function to organize the display with matplotlib of many cutouts." ] }, @@ -432,7 +435,7 @@ "id": "e303cf67-36d1-4d4c-8527-76561dd528b3", "metadata": {}, "source": [ - "### 2.1.1 Query the SIA service for images\n" + "#### 2.1.1 Query the SIA service for images\n" ] }, { @@ -853,6 +856,16 @@ "> **Figure 3**: Many cutouts of the science visit images of the DIA object, in chronological order, after being reprojected onto the same WCS as the template image cutout (right). " ] }, + { + "cell_type": "markdown", + "id": "4340da3a-3f25-4007-8615-c204d3ef3e23", + "metadata": {}, + "source": [ + "## 4. Visualize cutouts with gif\n", + "\n", + "Below, the cell will use the `make_gif` function defined in Section 1.2.3 to make a single gif movie out of all the pngs in the folder from the visit images in chronological order." + ] + }, { "cell_type": "code", "execution_count": null, From bb196cb659c307e0f9b23794d9729820235c7b63 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Thu, 26 Mar 2026 23:29:35 +0000 Subject: [PATCH 39/44] precommit --- .../103_9_Image_stamps.ipynb | 10 +--------- 1 file changed, 1 insertion(+), 9 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index 0b451e20..7783771e 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -642,15 +642,7 @@ { "cell_type": "markdown", "id": "396186cf-6a20-4c43-b05e-058213db63a1", - "metadata": { - "execution": { - "iopub.execute_input": "2026-02-10T17:35:07.822427Z", - "iopub.status.busy": "2026-02-10T17:35:07.822228Z", - "iopub.status.idle": "2026-02-10T17:35:07.827359Z", - "shell.execute_reply": "2026-02-10T17:35:07.826471Z", - "shell.execute_reply.started": "2026-02-10T17:35:07.822410Z" - } - }, + "metadata": {}, "source": [ "First, visualize the cutouts of the science, template, and difference images by displaying them side by side." ] From 04f28ef98e80e7f5223971b523f56dd96883f48c Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Fri, 27 Mar 2026 01:38:54 +0000 Subject: [PATCH 40/44] precommit --- .../103_Image_access_and_display/103_9_Image_stamps.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index 7783771e..8c4a0273 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -22,7 +22,7 @@ "Data Release: Data Preview 1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-03-26
\n", + "Last verified to run: 2026-03-27
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, From f063d7dca2ea65cd451dde413e5900532ce7086c Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Fri, 27 Mar 2026 16:25:28 +0000 Subject: [PATCH 41/44] precommit --- .../103_Image_access_and_display/103_9_Image_stamps.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index 8c4a0273..246b8425 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -22,7 +22,7 @@ "Data Release: Data Preview 1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-03-27
\n", + "Last verified to run: 2026-03-28
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, From 1bbf740fcb73c4f84a40047bbfa9adbac7e59829 Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Fri, 27 Mar 2026 23:01:52 +0000 Subject: [PATCH 42/44] updating 103 4 based on melissa comments --- .../103_4_Cutout_exposures.ipynb | 10 ++++++---- 1 file changed, 6 insertions(+), 4 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb index 1fea9879..96bae191 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb @@ -60,7 +60,9 @@ "\n", "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecssary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", "\n", - "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transfering the cutout to the user on the Rubin Science Platform.\n", + "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transferring the cutout to the user on the Rubin Science Platform.\n", + "\n", + "This notebook demonstrates two types of cutout services: `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type (Section 3), and `cutout-sync-maskedimage` which returns the mask extension with the science and variance images (`MaskedImageF` data type; Section 4). These two cutout services are ideal for generating a small number of cutouts if needing to use LSST pipelines to run analysis on the cutouts. Another cutout service `cutout-sync` exists to generate bulk cutouts, which minimizes data transfer by just returning the image extension and header of minimal metadata, and if not needing to use LSST Pipelines for their analysis. See tutorial notebook 103.9 for a demonstration of how to generate bulk cutouts with the cutout service.\n", "\n", "Further details and information can be found at the IVOA data link documentation, where it says Access Data Services. Rubin-specific documentation for these can also be found in this document describing the RSP DataLink service implementation strategy. \n", "\n", @@ -72,7 +74,7 @@ "id": "72fa86ab-0996-4637-9a99-d94b2084b786", "metadata": {}, "source": [ - "**Related tutorials:** Tutorial notebook 103.5 demonstrates how to perform bulk cutouts using the cutout service that returns only the image extension to minimize the data transferred. " + "**Related tutorials:** See also the 103-series tutorial on image stamps, which demonstrates how to perform bulk cutouts using the cutout service that returns only the image extension to minimize the data transferred. " ] }, { @@ -324,7 +326,7 @@ "id": "d945e191-7ee4-458a-bb0f-fb00cd219e30", "metadata": {}, "source": [ - "Lastly, call the Rubin Image Cutout Service. This notebook demonstrates two types of cutout services: `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type (Section 3), and `cutout-sync-mask` which returns the mask extension with the science and variance images (`MaskedImageF` data type; Section 4). See tutorial notebook 103.5 for a demonstration of how to generate bulk cutouts with the cutout service `cutout-sync`, which minimizes data transfer by just returning the image extension and header of minimal metadata. \n", + "Lastly, call the Rubin Image Cutout Service. This section will demonstrate `cutout-sync-exposure`, which returns the full set of metadata and image extensions that are contained in the `ExposureF` data type. \n", "\n", "To use the cutout service in this example, the IVOA procedure `cutout-sync-exposure` is called using `get_adhocservice_by_id`. It is done by feeding the data link created above (called `dl_result`) to `from_resource`. Since the Rubin DP1 imaging is proprietary it is necessary to again provide the authorization for the current RSP session. Do this using the `get_pyvo_auth` function." ] @@ -707,7 +709,7 @@ "source": [ "## 4. Masked image cutouts\n", "\n", - "As mentioned in Section 3, there are three types of cutout services. Demonstrated above is the default `cutout-sync` which returns just the image extension. The cells above demonstrated the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions. The `cutout-sync-maskedimage` service that returns an `MaskedImageF` type containing the LSST image, variance, and bitmask. \n", + "As mentioned earlier, there are three types of cutout services. Demonstrated above in Section 3 is the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions. The `cutout-sync-maskedimage` service that returns an `MaskedImageF` type containing the LSST image, variance, and bitmask. But, unlike `ExposureF`, the `MaskedImageF` is missing the full range of metadata that may be needed to perform science on the images, including the WCS model and bounding box, the photometric calibration and physical filter used, optical models including the PSF and aperture correction map, telemetry and detector. \n", "\n" ] }, From fffa1db6feb550188a40cab8406bacc745afc42b Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Mon, 30 Mar 2026 20:12:34 +0000 Subject: [PATCH 43/44] updating melissa comments --- .../103_Image_access_and_display/103_4_Cutout_exposures.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb index 96bae191..c93dc40a 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb @@ -709,7 +709,7 @@ "source": [ "## 4. Masked image cutouts\n", "\n", - "As mentioned earlier, there are three types of cutout services. Demonstrated above in Section 3 is the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions. The `cutout-sync-maskedimage` service that returns an `MaskedImageF` type containing the LSST image, variance, and bitmask. But, unlike `ExposureF`, the `MaskedImageF` is missing the full range of metadata that may be needed to perform science on the images, including the WCS model and bounding box, the photometric calibration and physical filter used, optical models including the PSF and aperture correction map, telemetry and detector. \n", + "As mentioned earlier, there are three types of cutout services. Demonstrated above in Section 3 is the `cutout-sync-exposure` service that returns an `ExposureF` type image with all LSST image extensions. The `cutout-sync-maskedimage` service that returns an `MaskedImageF` type containing the LSST image, variance, and bitmask. But, unlike `ExposureF`, the `MaskedImageF` is missing the full range of metadata that may be needed to perform science on the images, including the WCS model and bounding box, the photometric calibration and physical filter used, optical models including the PSF and aperture correction map, the visit info and detector used. \n", "\n" ] }, From 0214284c3289329795991240361e5446102aba1c Mon Sep 17 00:00:00 2001 From: christinawilliams Date: Mon, 30 Mar 2026 23:19:58 +0000 Subject: [PATCH 44/44] last comments --- .../103_4_Cutout_exposures.ipynb | 4 +- .../103_9_Image_stamps.ipynb | 200 ++++++++++-------- 2 files changed, 119 insertions(+), 85 deletions(-) diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb index c93dc40a..624abf92 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_4_Cutout_exposures.ipynb @@ -22,7 +22,7 @@ "Data Release: DP1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-03-25
\n", + "Last verified to run: 2026-03-30
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, @@ -58,7 +58,7 @@ "This notebook demonstrates how to use the image cutout service with DP1 images. The cutout service performs image cutouts remotely on the server using a protocol for remote data processing operations provided by the International Virtual Observatory Alliance (IVOA). \n", "The International Virtual Observatory Alliance (IVOA) co-ordinates the community efforts of astronomical missions and archives to develop and maintain the Virtual Observatory (VO) standards. The VO standards enable interoperability between astronomical archives. \n", "\n", - "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecssary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", + "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecessary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", "\n", "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transferring the cutout to the user on the Rubin Science Platform.\n", "\n", diff --git a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb index 246b8425..1674b2bd 100644 --- a/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb +++ b/DP1/100_How_to_Use_RSP_Tools/103_Image_access_and_display/103_9_Image_stamps.ipynb @@ -22,7 +22,7 @@ "Data Release: Data Preview 1
\n", "Container Size: large
\n", "LSST Science Pipelines version: r29.2.0
\n", - "Last verified to run: 2026-03-28
\n", + "Last verified to run: 2026-03-30
\n", "Repository: github.com/lsst/tutorial-notebooks
" ] }, @@ -31,7 +31,7 @@ "id": "ae760c59-bf94-45b3-9f8e-b4551b22e193", "metadata": {}, "source": [ - "**Learning objective:** Generate many image cutouts using the Rubin image cutout service.\n", + "**Learning objective:** Generate many (bulk) image stamps using the Rubin image cutout service.\n", "\n", "**LSST data products:** `DiaObject`, `Visit`, `visit_image`, `template_coadd`, `difference_image`\n", "\n", @@ -56,9 +56,20 @@ "source": [ "## 1. Introduction\n", "\n", - "This notebook demonstrates how to produce bulk image cutouts using the Rubin cutout service.\n", + "This notebook demonstrates how to produce bulk image stamps using the Rubin cutout service.\n", "\n", - "**Related tutorials**: This is the second of two 100-level tutorials demonstrating use of the image cutout service. Tutorial notebook 103.4 demonstrates the return of cutouts of Rubin LSST image type ExposureF and MaskedImageF." + "The cutout service performs image cutouts remotely on the server using a protocol for remote data processing operations provided by the International Virtual Observatory Alliance (IVOA). \n", + "The International Virtual Observatory Alliance (IVOA) co-ordinates the community efforts of astronomical missions and archives to develop and maintain the Virtual Observatory (VO) standards. The VO standards enable interoperability between astronomical archives. \n", + "\n", + "IVOA provides the Server-side Operations for Data Access (SODA) protocol to provide these remote data processing operations. This protocol allows users to perform computations (pixel operations, image transformations, etc) on the remote server, which avoids unnecessary data movement. The LSST architecture has a \"VO-first\" approach, meaning that VO standards are implemented in all applicable services, enabling the use of VO tools such as the image cutout service to access LSST data. \n", + "\n", + "The procedure is to identify the remote web location of the image of interest (called a datalink), and use the web service to create a cutout from the linked data remotely, before transferring the cutout to the user on the Rubin Science Platform.\n", + "\n", + "This notebook demonstrates the default cutout service that should be used to generate bulk image stamps: `cutout-sync`, which returns a small data package including basic header information and the science image pixel values. This service is ideal for bulk image stamps because it minimizes data transfer by just returning the image extension and header of minimal metadata, and if not needing to use LSST Pipelines for their analysis. See tutorial notebook 103.4 for a demonstration of how to generate cutout exposures that are suitable for analysis using LSST science pipeline packages.\n", + "\n", + "Further details and information can be found at the IVOA data link documentation, where it says Access Data Services. Rubin-specific documentation for these can also be found in this document describing the RSP DataLink service implementation strategy. \n", + "\n", + "**Related tutorials**: This is the second of two 100-level tutorials demonstrating use of the image cutout service. Tutorial notebook 103.4 demonstrates the return of exposure cutouts, meaning as Rubin LSST image type ExposureF and MaskedImageF." ] }, { @@ -82,7 +93,7 @@ "\n", "From the `lsst` package, import modules for accessing the Table Access Protocol (TAP) service, image display functions, and the Simple Image Access (SIA) service from the LSST Science Pipelines (pipelines.lsst.io).\n", "\n", - "Functions from `pyvo` are imported to perform and parse results from Datalink and SODA queries. This is used to obtain image products cutouts from the SIA service.\n", + "Functions from `pyvo` are imported to perform and parse results from Datalink and SODA queries. This is used to obtain images from the SIA service.\n", "\n", "The `reproject` package is an `astropy`-adjacent package that provides access to coordinate transformations between images with world coordinate systems (WCS), and will be used to align visit images with different WCS. " ] @@ -94,17 +105,19 @@ "metadata": {}, "outputs": [], "source": [ - "import matplotlib.pyplot as plt\n", - "import matplotlib.image as mpimg\n", - "\n", "import math\n", "import numpy as np\n", + "import io\n", + "import getpass\n", + "import glob\n", + "import os\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib.image as mpimg\n", "\n", "from lsst.rsp import get_tap_service\n", "from lsst.rsp.service import get_siav2_service\n", "from lsst.rsp.utils import get_pyvo_auth\n", "\n", - "\n", "import lsst.afw.display as afwDisplay\n", "from lsst.afw.image import ImageF\n", "from lsst.afw.fits import MemFileManager\n", @@ -114,10 +127,6 @@ "from astropy import units as u\n", "from astropy.wcs import WCS\n", "from astropy.io import fits\n", - "import io\n", - "import getpass\n", - "import glob\n", - "import os\n", "\n", "from reproject import reproject_interp\n", "\n", @@ -194,13 +203,13 @@ "id": "f8f5a54d-96ce-4323-8d20-98ad6b57ddee", "metadata": {}, "source": [ - "#### 1.2.2 Set up a temporary directory\n", + "#### 1.2.1. Set up a temporary directory\n", "\n", - "The Rubin cutout service allows the user to save cutouts as fits files locally on the Rubin Science Platform (RSP).\n", + "The Rubin cutout service allows the user to save many image stamps as fits files locally on the Rubin Science Platform (RSP).\n", "\n", - "RSP users should save temporary files in the shared `/scratch` directory, in sub-directories named with their RSP username.\n", + "RSP users should save temporary files in the shared scratch directory, `/deleted-sundays/`, in sub-directories named with their RSP username.\n", "\n", - "Get the username and ensure an appropriate `/scratch` sub-directory exists." + "Get the username and ensure an appropriate `/deleted-sundays/` sub-directory exists." ] }, { @@ -268,9 +277,9 @@ "id": "f52f721d-1983-4605-8161-8f29187b5757", "metadata": {}, "source": [ - "#### 1.2.3 Generate a gif from pngs\n", + "#### 1.2.2. Generate a gif from pngs\n", "\n", - "The function below will generate a gif to visualize all of the png cutout files produced in the notebook." + "The function below will generate a gif to visualize all of the image stamp files in png format produced in the notebook." ] }, { @@ -281,17 +290,18 @@ "outputs": [], "source": [ "def make_gif(folder):\n", - " \"\"\"Generate a GIF for all *.png images contained in a folder\n", + " \"\"\"\n", + " Generate a GIF for all *.png images contained in a folder\n", "\n", - " Parameters\n", + " Parameters\n", " ----------\n", - " # folder: 'string'\n", + " folder : 'string'\n", " string containing the path to the folder\n", " default filename is animation.gif\n", "\n", - " Returns\n", + " Returns\n", " -------\n", - " \"\"\"\n", + " \"\"\"\n", " frames = [Image.open(img) for img in sorted(glob.glob(f\"{folder}/*.png\"))]\n", " frame_one = frames[0]\n", " frame_one.save(folder+\"/animation.gif\", format=\"GIF\",\n", @@ -303,7 +313,7 @@ "id": "82f46573-f165-479a-b94e-1c025fd8bcca", "metadata": {}, "source": [ - "#### 1.2.4. Generate cutouts\n", + "#### 1.2.3. Generate cutouts\n", "Define a function to get an image cutout from the cutout service." ] }, @@ -315,11 +325,35 @@ "outputs": [], "source": [ "def get_cutout(dl_result, ra, dec, session, fov):\n", + " \"\"\"\n", + " Wrapper function to generate a cutout using the cutout tool.\n", + "\n", + " Parameters\n", + " ----------\n", + " dl_result : 'pyvo.dal.DatalinkResults' The Datalink result object\n", + " containing the 'cutout-sync' ad-hoc service descriptor.\n", + " ra, dec : 'float'\n", + " the ra and dec of the cutout center\n", + " session : 'requests.Session'\n", + " An authenticated session object required to\n", + " access proprietary or restricted Rubin data services.\n", + " fov : 'float'\n", + " the edge size of the cutout in decimal degrees\n", + "\n", + " Returns\n", + " -------\n", + " ImageF(mem) : 'lsst.afw.image.ImageF' \n", + " The cutout image data instantiated directly in memory via MemFileManager.\n", + " hdul : 'astropy.io.fits.HDUList'\n", + " The identical cutout data parsed into \n", + " an Astropy FITS object for standard header and extension manipulation.\n", + " \"\"\"\n", + "\n", " sq = SodaQuery.from_resource(dl_result,\n", " dl_result.get_adhocservice_by_id(\"cutout-sync\"),\n", " session=session)\n", "\n", - " sq.circle = (ra * u.deg, dec * u.deg, fov * u.deg)\n", + " sq.circle = (ra * u.deg, dec * u.deg, fov / 2. * u.deg)\n", "\n", " cutout_bytes = sq.execute_stream().read()\n", " sq.raise_if_error()\n", @@ -335,7 +369,7 @@ "metadata": {}, "source": [ "#### 1.2.4. Set up subplots\n", - "Define a function to organize the display with matplotlib of many cutouts." + "Define a function to organize the display with matplotlib of bulk image stamps." ] }, { @@ -347,12 +381,24 @@ "source": [ "def make_subplot_grid(n_subplots, figsize_per_plot=(4, 3)):\n", " \"\"\"\n", - " Create an optimal grid of subplots for n_subplots.\n", + " Create an optimal grid of matplotlib subplots.\n", + "\n", + " Parameters\n", + " ----------\n", + " n_subplots : int\n", + " The total number of subplots required.\n", + " figsize_per_plot : tuple of float or int, optional\n", + " The (width, height) in inches for each individual subplot. \n", + " The total figure size is scaled automatically based on this \n", + " and the calculated grid size. Default is (4, 3).\n", "\n", " Returns\n", " -------\n", " fig : matplotlib.figure.Figure\n", - " axes : list of matplotlib.axes.Axes\n", + " The generated matplotlib figure object.\n", + " axes : numpy.ndarray of matplotlib.axes.Axes\n", + " A flattened, 1D array of exactly `n_subplots` axes objects, \n", + " ready for plotting.\n", " \"\"\"\n", " n_cols = math.ceil(math.sqrt(n_subplots))\n", " n_rows = math.ceil(n_subplots / n_cols)\n", @@ -383,14 +429,22 @@ "id": "b1091fba-dbf4-4bdf-9970-f1a69951a4f2", "metadata": {}, "source": [ - "## 2. Define target \n", - "\n", - "Type Ia Supernovae (SNIa) have homogenous light curves with similar rise and decay rates. A candidate SNIa search can be conducted in DP1 by looking for fading transients that exhibit dimming a rate consistent with SNIa: ~0.05 mag / day = ~5% flux fading per day (See Papadogiannakis et al. 2018). \n", + "## 2. Create single-epoch triplet stamps\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "3c2b6bbc-b9d0-4888-8f98-b3df84399063", + "metadata": {}, + "source": [ + "### 2.1. Define target \n", "\n", - "Note that the 7-week duration of the commissioning survey with ComCam in DP1 (24 Oct 2024 - 11 Dec 2024) should sufficently sample that fading emission from a SNIa.\n", + "Type Ia Supernovae (SNIa) have homogenous light curves with similar rise and decay rates. A candidate SNIa search can be conducted in DP1 by looking for fading transients that exhibit dimming a rate consistent with SNIa: ~0.05 mag / day = ~5% flux fading per day (See Papadogiannakis et al. 2019). \n", "\n", + "Note that the 7-week duration of the commissioning survey with ComCam in DP1 (24 Oct 2024 - 11 Dec 2024) should sufficiently sample that fading emission from a SNIa.\n", "\n", - "Define the coordinates (RA and Dec) of the center of the Extended Chandra Deep Field-South field (ECDFS), which is the best-observed field in DP1." + "Define the ra and dec of the SNIa candidate that was identified as a DIA source in DP1 imaging (see DP1 notebook tutorial 306.2)." ] }, { @@ -406,43 +460,19 @@ }, { "cell_type": "markdown", - "id": "3c2b6bbc-b9d0-4888-8f98-b3df84399063", + "id": "e303cf67-36d1-4d4c-8527-76561dd528b3", "metadata": {}, "source": [ - "### 2.1 Create a cutout triplet\n", "\n", - "A \"cutout triplet\" for a DIA source refers to the set of three stamps\n", + "A triplet for a DIA source refers to the set of three stamps\n", "made from the science, template, and difference images.\n", "They are typically displayed side-by-side and serve as a visualization\n", "of the detection.\n", "\n", "This section uses the SIA service to find images\n", "and the image cutout service to create a \"cutout triplet\".\n", - "Both services are demonstrated in 100-level tutorials." - ] - }, - { - "cell_type": "markdown", - "id": "86912c08-2d64-42d1-91c1-75e95ae07e8c", - "metadata": {}, - "source": [ - "Use the DiaObjectID of the SNIa candidate from above, obtain its coordinates,\n", - "and use the `lsst.geom` package to convert the coordinates to a `SpherePoint` format." - ] - }, - { - "cell_type": "markdown", - "id": "e303cf67-36d1-4d4c-8527-76561dd528b3", - "metadata": {}, - "source": [ - "#### 2.1.1 Query the SIA service for images\n" - ] - }, - { - "cell_type": "markdown", - "id": "d8ec516a-163b-46a6-ac24-d850f992e4e8", - "metadata": {}, - "source": [ + "Both services are demonstrated in 100-level tutorials.\n", + "\n", "Define `circle`, the position (RA and Dec) and radius (in degrees) to search for science (`visit_image`), reference (`template_coadd`), and difference (`difference_image`) images with SIA." ] }, @@ -472,7 +502,7 @@ "metadata": {}, "outputs": [], "source": [ - "dia_query = \"SELECT MIN(midpointMjdTai) as first_detect, \" \\\n", + "dia_query = \"SELECT MIN(midpointMjdTai) as first_detect, DiaObjectId, \" \\\n", " \"MAX(midpointMjdTai) as last_detect \" \\\n", " \"FROM dp1.DiaSource \" \\\n", " \"WHERE CONTAINS(POINT('ICRS', coord_ra, coord_dec), \" \\\n", @@ -483,6 +513,7 @@ "dia_job.wait(phases=['COMPLETED', 'ERROR'])\n", "dia_results = dia_job.fetch_result().to_table()\n", "\n", + "DiaObjectId = dia_results['DiaObjectId'][0]\n", "first_detect = dia_results['first_detect'][0]\n", "last_detect = dia_results['last_detect'][0]" ] @@ -492,6 +523,8 @@ "id": "e49e571a-c652-4e7b-9a06-81fd8a17e6d1", "metadata": {}, "source": [ + "### 2.2. Query the SIA service for images\n", + "\n", "Use the SIA service to search for calibration level 2 images (`visit_images`) that overlap the search `circle`. " ] }, @@ -504,7 +537,7 @@ "source": [ "results_sci = sia_service.search(pos=circle, calib_level=2)\n", "\n", - "lvl2_table = results_sci.to_table()\n" + "lvl2_table = results_sci.to_table()" ] }, { @@ -569,7 +602,7 @@ "tx = np.where((lvl3_table['dataproduct_subtype'] == 'lsst.difference_image')\n", " & (lvl3_table['lsst_band'] == 'r'))[0]\n", "difftab = lvl3_table[tx]\n", - "difftab.sort('t_max')\n" + "difftab.sort('t_max')" ] }, { @@ -577,7 +610,7 @@ "id": "11fe4a10-3433-4795-b456-2b3aa47bd0de", "metadata": {}, "source": [ - "Print the date of the earliest r-band image, for which image cutouts will be retrieved." + "Print the date of the earliest r-band image, for which bulk image stamps will be retrieved." ] }, { @@ -589,7 +622,7 @@ "source": [ "print('begin date:', scitab['t_max'][0], difftab['t_max'][0])\n", "print('end date:', scitab['t_max'][len(scitab['t_max'])-1])\n", - "print('number of visits:', len(scitab['t_max']))\n" + "print('number of visits:', len(scitab['t_max']))" ] }, { @@ -611,7 +644,7 @@ "\n", "dl_result_ref = DatalinkResults.from_result_url(reftab['access_url'][0], session=get_pyvo_auth())\n", "\n", - "dl_result_diff = DatalinkResults.from_result_url(difftab['access_url'][0], session=get_pyvo_auth())\n" + "dl_result_diff = DatalinkResults.from_result_url(difftab['access_url'][0], session=get_pyvo_auth())" ] }, { @@ -619,11 +652,11 @@ "id": "75916a2b-7448-41c7-9181-ba956e1be072", "metadata": {}, "source": [ - "### 2.2. Get cutouts from the images\n", + "### 2.3. Retrieve stamps\n", "\n", - "Retrive the cutouts with a radius of `fov` (in degrees). The `get_cutout` function returns both the image array (first parameter) and the corresponding Header Data Unit List (HDUL), a Python object used by astropy to contain one or more Header Data Units (HDUs) that contain astronomical image data, metadata, or tables.\n", + "Retrieve bulk image stamps with an edge size of `fov` (in degrees). The `get_cutout` function returns both the image array (first parameter) and the corresponding Header Data Unit List (HDUL), a Python object used by astropy to contain one or more Header Data Units (HDUs) that contain astronomical image data, metadata, or tables.\n", "\n", - "Define the image cutout to be 0.003 degrees (~10 arcseconds) on a side." + "Define the image cutout to be 0.004 degrees (~14 arcseconds) on a side." ] }, { @@ -633,7 +666,7 @@ "metadata": {}, "outputs": [], "source": [ - "fov = 0.002\n", + "fov = 0.004\n", "sci, scihdul = get_cutout(dl_result_sci, ra, dec, get_pyvo_auth(), fov)\n", "ref, refhdul = get_cutout(dl_result_ref, ra, dec, get_pyvo_auth(), fov)\n", "diff, diffhdul = get_cutout(dl_result_diff, ra, dec, get_pyvo_auth(), fov)" @@ -674,7 +707,8 @@ "ax[2].set_axis_off()\n", "plt.title('difference')\n", "plt.tight_layout()\n", - "fig.suptitle('DiaObject 611255759837069401, MJD='+str(np.round(scitab['t_max'][0], 2)))\n", + "fig.suptitle('DiaObject '+str(DiaObjectId)+', MJD='+str(np.round(scitab['t_max'][0], 2)))\n", + "\n", "plt.show()" ] }, @@ -685,7 +719,7 @@ "source": [ "> **Figure 1**: The cutout triplet for the first detection of this `DiaObject`, a candidate SN Ia.\n", "\n", - "### 2.3. Rotate visit images\n", + "### 2.4. Rotate visit image\n", "\n", "As Figure 1 shows, visit images are not aligned with the template image (North up, East left) since they are taken at many different telescope orientations. This section demonstrates how to align the visit image to match the orientation of the template and difference cutouts using the `reproject` python package. `reproject` requires the world coordinate system (WCS) of the existing and desired coordinate systems, and the image pixels of the image to reproject, in order to perform the calculation. \n", "\n", @@ -709,7 +743,7 @@ "ref_hdu = refhdul[1]\n", "ref_header = refhdul[1].header\n", "refdata = refhdul[1].data\n", - "refwcs = WCS(refhdul[1].header)\n" + "refwcs = WCS(refhdul[1].header)" ] }, { @@ -776,9 +810,9 @@ "id": "19ea5356-b986-42b1-9a88-5ffc2d2e90ba", "metadata": {}, "source": [ - "## 3. Bulk image cutouts\n", + "## 3. Bulk image stamps\n", "\n", - "Bulk image cutouts will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve many image cutouts (and save as png files). Since many visits span the time during which the target was a DIA source, limit the number to visualize to the first 20 (to save time). The full set of cutouts can be visualized by replacing the first line with `num_visits = len(scitab['t_max'])`" + "Bulk image stamps will be a key visualization tool for DIA objects. Below, demonstrate how to retrieve many image stamps (and save as png files). Since many visits span the time during which the target was a DIA source, limit the number to visualize to the first 20 (to save time). The full set of stamps can be visualized by replacing the first line with `num_visits = len(scitab['t_max'])`" ] }, { @@ -806,10 +840,10 @@ " plt.imshow(reproj_scidata, origin='lower', vmin=np.nanpercentile(reproj_scidata, 1),\n", " vmax=np.nanpercentile(reproj_scidata, 99))\n", "\n", - " figname = os.path.join(tempdir, 'cutout_' + str(i) + '.png')\n", + " figname = os.path.join(tempdir, 'stamp_' + str(i) + '.png')\n", " if os.path.isfile(figname):\n", " os.remove(figname)\n", - " plt.savefig(figname)\n" + " plt.savefig(figname)" ] }, { @@ -817,7 +851,7 @@ "id": "357dc241-c5bd-4e58-947c-ce7181c35518", "metadata": {}, "source": [ - "Below, visualize the cutouts that were saved to disk." + "Below, visualize the bulk image stamps that were saved to disk." ] }, { @@ -831,7 +865,7 @@ "for i, ax in enumerate(axes):\n", "\n", " j = i\n", - " figname = os.path.join(tempdir, 'cutout_' + str(j) + '.png')\n", + " figname = os.path.join(tempdir, 'stamp_' + str(j) + '.png')\n", " img = mpimg.imread(figname)\n", "\n", " ax.imshow(img)\n", @@ -845,7 +879,7 @@ "id": "2b54d1d3-9564-4836-8265-4c8eedc4502a", "metadata": {}, "source": [ - "> **Figure 3**: Many cutouts of the science visit images of the DIA object, in chronological order, after being reprojected onto the same WCS as the template image cutout (right). " + "> **Figure 3**: Image stamps from the science visit images of the DIA object, in chronological order, after being reprojected onto the same WCS as the template image (right). " ] }, { @@ -875,7 +909,7 @@ "id": "1c07a8b1-f24a-4c03-a56b-515a381cfa42", "metadata": {}, "source": [ - "> **Figure 4**: A gif animation generated from the reproject visit images in Figure 3." + "> **Figure 4**: A gif animation generated from the reprojected visit image stamps in Figure 3." ] } ],