From b851d7c6eeeb30d62386b3856854dc1d82ef5b62 Mon Sep 17 00:00:00 2001 From: robelgeda Date: Fri, 25 Aug 2023 13:40:18 -0400 Subject: [PATCH 1/7] remove print in _generate_petrosian_correction --- petrofit/petrosian/correction.py | 1 - 1 file changed, 1 deletion(-) diff --git a/petrofit/petrosian/correction.py b/petrofit/petrosian/correction.py index 4891892..0261ba5 100644 --- a/petrofit/petrosian/correction.py +++ b/petrofit/petrosian/correction.py @@ -100,7 +100,6 @@ def _generate_petrosian_correction(args): _, indices = np.unique(flux_list, return_index=True) indices = np.array(indices) f = interp1d(flux_list[indices], r_list[indices], kind='linear') - print(total_flux, flux_list[indices].min()) model_r_total_flux = f(total_flux) # Compute new r_80 From 8f4dc3dadb83ca43dd00e7bad3354ccb52a7a63a Mon Sep 17 00:00:00 2001 From: robelgeda Date: Fri, 25 Aug 2023 13:51:48 -0400 Subject: [PATCH 2/7] remove outputs from quick start docs --- docs/quick_start.ipynb | 500 +++++------------------------------------ 1 file changed, 61 insertions(+), 439 deletions(-) diff --git a/docs/quick_start.ipynb b/docs/quick_start.ipynb index c937c83..33d3a4e 100644 --- a/docs/quick_start.ipynb +++ b/docs/quick_start.ipynb @@ -16,7 +16,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "bc6d9298", "metadata": {}, "outputs": [], @@ -39,7 +39,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "33eab6a6", "metadata": {}, "outputs": [], @@ -51,7 +51,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "7c75fd46", "metadata": { "nbsphinx": "hidden" @@ -69,25 +69,12 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": null, "id": "f2f045f6", "metadata": { "scrolled": false }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "from astropy.nddata import Cutout2D\n", "\n", @@ -245,7 +206,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "0b50d7c6", "metadata": {}, "outputs": [], @@ -276,27 +237,10 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "fa21fd37", "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{'amplitude': (0.0, None),\n", - " 'r_eff': (0.001, None),\n", - " 'n': (0.1, 10),\n", - " 'ellip': (0, 0.99),\n", - " 'theta': (-6.283185307179586, 6.283185307179586),\n", - " 'x_0': (10, 30),\n", - " 'y_0': (10, 30)}" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "bound_dict = pf.get_default_sersic_bounds({\n", " 'x_0': (10, 30), \n", @@ -314,7 +258,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "98ab2630", "metadata": {}, "outputs": [], @@ -334,7 +278,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "e710d764", "metadata": {}, "outputs": [], @@ -344,31 +288,10 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "1836103d", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "10.0000\tamplitude_0\n", - "1.0000\tr_eff_0\n", - "4.0000\tn_0\n", - "20.0000\tx_0_0\n", - "20.0000\ty_0_0\n", - "0.1000\tellip_0\n", - "0.0000\ttheta_0\n", - "10.0000\tamplitude_1\n", - "1.0000\tr_eff_1\n", - "4.0000\tn_1\n", - "20.0000\tx_0_1\n", - "20.0000\ty_0_1\n", - "0.1000\tellip_1\n", - "0.0000\ttheta_1\n" - ] - } - ], + "outputs": [], "source": [ "pf.print_model_params(compound_sersic_model)" ] @@ -392,30 +315,10 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "a1d501d2", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "PSF Shape = (50, 50)\n" - ] - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Load PSF image (2D array)\n", "PSF = fits.getdata('data/f105w_psf.fits.gz')\n", @@ -436,7 +339,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "0ff9fa9f", "metadata": {}, "outputs": [], @@ -457,7 +360,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "fbf6b956", "metadata": {}, "outputs": [], @@ -482,25 +385,12 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "id": "6ca12c73", "metadata": { "scrolled": false }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "axs, cbar, model_image, residual_image = pf.plot_fit(fitted_model, cutout_image, \n", " vmax=vmax, vmin=vmin, figsize=[6*3, 6])\n", @@ -650,7 +518,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "id": "fdd363e4", "metadata": {}, "outputs": [], @@ -708,7 +576,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "id": "780fef6e", "metadata": {}, "outputs": [], @@ -728,19 +596,10 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "5fa15fd3", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CPU times: user 17.5 s, sys: 7.3 s, total: 24.8 s\n", - "Wall time: 4.01 s\n" - ] - } - ], + "outputs": [], "source": [ "%%time\n", "\n", @@ -756,23 +615,10 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "id": "bb2760ad", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "pf.plot_fit(all_galaxies_fitted_model, image, vmax=vmax, vmin=vmin, figsize=[6*3, 6])\n", "plt.show()" @@ -788,31 +634,10 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "id": "560572e8", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "CPU times: user 15 s, sys: 154 ms, total: 15.1 s\n", - "Wall time: 14.9 s\n" - ] - } - ], + "outputs": [], "source": [ "%%time\n", "from astropy.modeling import fitting\n", @@ -851,7 +676,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "id": "0a7f5fb5", "metadata": {}, "outputs": [], @@ -870,23 +695,10 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "id": "d664f153", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Fitted Moffat Params:\n", - "0.0780\tamplitude\n", - "23.6932\tx_0\n", - "24.0988\ty_0\n", - "2.2447\tgamma\n", - "2.3227\talpha\n" - ] - } - ], + "outputs": [], "source": [ "psf_vmax = PSF.std()/10\n", "psf_vmin = -psf_vmax\n", @@ -1019,23 +797,10 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "id": "3db0accd", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Make Moffat PSF \n", "moffat_model_psf = pf.model_to_image(fitted_moffat_model, size=(51, 51))\n", @@ -1073,23 +838,10 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "id": "4e459af0", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "from astropy.stats import sigma_clipped_stats\n", "\n", @@ -1116,49 +868,10 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "id": "9d638ef2", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
QTable length=8\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "
labelxcentroidycentroidsky_centroidbbox_xminbbox_xmaxbbox_yminbbox_ymaxareasemimajor_sigmasemiminor_sigmaorientationeccentricitymin_valuemax_valuelocal_backgroundsegment_fluxsegment_fluxerrkron_fluxkron_fluxerr
pix2pixpixdeg
int64float64float64objectint64int64int64int64float64float64float64float64float64float64float64float64float64float64float64float64
161.08347174238899141.05186559012205None596413814434.01.79943706389252371.282690187382925772.982836734073560.70133829171726690.0105545409023761750.0268458332866430280.00.5834723142907023nan1.8317878434947907nan
2192.36299560404697163.40391871827393None18719715816986.02.31449835899445541.983447121771321253.6552048699886440.51537242930396280.0105910897254943850.09297859668731690.02.8758262349292636nan3.270753741333536nan
3108.72693550508657183.8851479597333None10611118018737.01.80039274044496621.257057560548163-87.147364064792230.71589011029371930.0104648098349571230.0454371497035026550.00.8372195269912481nan1.0690440471675258nan
4176.598849044305351.7105077906435575None1721810522.02.56524935040835841.234561877063940413.1282402183864960.8765757638293760.0106845051050186160.014348746277391910.00.26085690688341856nan3.4444912086638304nan
5192.092967277643941.82553577948899None1801990784.04.9766062878724851.542293928746485.9806511626757120.95076629876260690.0106020001694560050.023710483685135840.01.247399945743382nan3.5905737116101784nan
6178.7363311905906863.493826518219336None14319933952704.09.402998664370199.177157386885888-48.662122889136410.217851204289514270.0104377651587128643.67713975906372070.0421.7741427142173nan422.68155565524626nan
7138.5589847328168489.25004484979968None109166631121864.07.5321539673771715.56351955784201744.313092594426590.67410456272899160.0104329530149698263.65455579757690430.0244.33296140562743nan240.57513423073874nan
899.9285901454245899.15188824983441None83118801181114.06.75072557577096.37938861026026676.608269945764620.32709046915385520.0104272039607167240.445806026458740230.056.775723142549396nan60.326006697224265nan
" - ], - "text/plain": [ - "\n", - "label xcentroid ycentroid sky_centroid bbox_xmin bbox_xmax ... max_value local_background segment_flux segment_fluxerr kron_flux kron_fluxerr\n", - " ... \n", - "int64 float64 float64 object int64 int64 ... float64 float64 float64 float64 float64 float64 \n", - "----- ------------------ ------------------ ------------ --------- --------- ... -------------------- ---------------- ------------------- --------------- ------------------ ------------\n", - " 1 61.08347174238899 141.05186559012205 None 59 64 ... 0.026845833286643028 0.0 0.5834723142907023 nan 1.8317878434947907 nan\n", - " 2 192.36299560404697 163.40391871827393 None 187 197 ... 0.0929785966873169 0.0 2.8758262349292636 nan 3.270753741333536 nan\n", - " 3 108.72693550508657 183.8851479597333 None 106 111 ... 0.045437149703502655 0.0 0.8372195269912481 nan 1.0690440471675258 nan\n", - " 4 176.59884904430535 1.7105077906435575 None 172 181 ... 0.01434874627739191 0.0 0.26085690688341856 nan 3.4444912086638304 nan\n", - " 5 192.09296727764394 1.82553577948899 None 180 199 ... 0.02371048368513584 0.0 1.247399945743382 nan 3.5905737116101784 nan\n", - " 6 178.73633119059068 63.493826518219336 None 143 199 ... 3.6771397590637207 0.0 421.7741427142173 nan 422.68155565524626 nan\n", - " 7 138.55898473281684 89.25004484979968 None 109 166 ... 3.6545557975769043 0.0 244.33296140562743 nan 240.57513423073874 nan\n", - " 8 99.92859014542458 99.15188824983441 None 83 118 ... 0.44580602645874023 0.0 56.775723142549396 nan 60.326006697224265 nan" - ] - }, - "execution_count": 33, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "cat.to_table()" ] @@ -1175,23 +888,10 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": null, "id": "25f08e87", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", 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\n", 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "r_list = pf.make_radius_list(\n", " max_pix=50, # Max pixel to go up to\n", @@ -1293,23 +949,10 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": null, "id": "c83c5aa8", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plt.plot(r_list, flux_arr, linewidth=3, marker='o')\n", "\n", @@ -1331,18 +974,10 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": null, "id": "b8ed418f", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "6.361672334466893 30.02360472094419 15.013002600520105 3.376753454810066\n" - ] - } - ], + "outputs": [], "source": [ "p = pf.Petrosian(r_list, area_arr, flux_arr)\n", "\n", @@ -1359,23 +994,10 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": null, "id": "f27be20f", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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NYtm4caMee+yxeuDAgfq2iooK7dSpk3o8nlafa1VVlVZUVOjMmTP1wgsv1IqKCq2qqqo/z9dee62+7fHHH9fMzExdu3Zt0OOdc845eu6552p5ebm+//77mpOTo1988UWzr7V161Z96qmntKysTKurq/W1117TzMxMfeGFF5o9biC9e/fWoUOH6qZNm3Tnzp06ZswYLSwsbPD8G2+8oaqqv/jFL/Tss89WVdWpU6fqz372sybfs2A/v8CnGuAz1fUP9Uh+hZsgyvdXaZ+ZL+tf3lgX1n6mMUsQseHKK6+s/5Cv8/bbb2tmZqZWVFToe++9p9OnT1dV1dra2gbJZPv27VpQUKD79u3TDz/8UA899NAGxzn++ON1/vz5qqp6zz336COPPKKqqp9++qleeeWVDbbds2ePjh07VtesWdOg/d///rdOmTIlIud64403KtDg68Ybb1RV1W3btunIkSM1KytLc3NzdfTo0fr666832P/UU0/V2267rf7xzp079YwzztDMzEzt2bOnPvHEEyG/1oknnqi5ubmanZ2tQ4cO1X/+858hHTeQ3r176+23366DBw/W3Nxcvfjii3Xv3r0Nnn/jjTd0/vz5mp+frzt37lRVJ6n3799fH3/88aDHtgQRph/c/bZOfeSTsPczDVmCiA/33HOPzpgxQ1VVn3jiCb3lllsaPF9YWKh//vOfA+6bk5Oj69evV1XVpUuX6kUXXaSqTm/iySefrN+uqqpKTzvtNF20aFGjY4waNUpXrlwZiVNJWL49hEgLN0Ek1CB1Sxyen8OyTSVuhxH3wl2IxLhj5cqVpKWlMX78eHr06MGDDz7Y4Pnbb7894H4bN25EVenbty8Aw4cPp3v37owdO5ZevXpx9dVXs2XLFu677z4OPfRQPv74Y2655RZuueUWLr/8cs455xwAPv744+ieoImopE8QQ/JzeXnFZvbsqyI3s/mZHiawQDN5TOz5+uuvWbhwYaOB4+asXLmSoUOHNpjt4n/TXI8ePbjpppsAuOiii1ofrHFd0ieIw/Odv3xXbd7D8f1Dn05oTDw6cOBA2MkB4PTTT+f000+PQkTG38aNG90OoV5STnP1NcSbIL4sLm1mS9OURx55hEceecTtMEwz3n33XbdDMHEk6XsQXbPS6Z6TzipLEK2yZs0at0MwxkRY0vcgwBmHWFW8x+0wjDEmpliCwLnMtH77Xvb7lQE3xphkZgkCJ0HU1CprtoRemMsYYxJdQo1B1JX7rhNqXfQh+bkArCrew/CeeZEPLAmEU1DOGOOuUFekS6gE0VKHdMogp0M7G6huhenTp7sdgjEmwhIqQYRS7jsQEeHw/BxLEMaYpGDlvsM0JD+XNZtLqa6pdTuUuDR37lzmzp3rdhjGmAhKqB5EawzJz6GyupYNO/YyoHt4i4QYZzEZY0xisR6El+9AtTHxqk+fPmRkZJCdnU1eXh7HH388999/P7W1zfeMN27ciIhQXV3dBpGaeGAJwqt/t460b5fCKo+NQ5j49tJLL1FWVsa3337LzJkzufPOO7nsssvcDsvEIUsQXu1SUxjUI5svN1uCMNExf6mHMXe8Rd+ZrzDmjreYv9QT1dfLzc1l0qRJPPPMMzzyyCN88cUXvPLKK4wYMYKcnBx69uzZYL3sE088EYC8vDyysrL4v//7P9avX8/JJ59Mly5d6Nq1KxdccAElJSVRjdvEDksQPoZ4ZzI562eYcBQUFFBQUOB2GDFr/lIPhc+vxFNSgQKekgoKn18Z9SQBMGrUKA455BAWL15Mx44defTRRykpKeGVV17hvvvuY/78+QC89957AJSUlFBeXs5xxx2HqlJYWEhxcTGrV69m06ZNDZKKSWw2SO3j8PxcnlqyCU9JBYd0ynQ7nLgybdo0t0NwxU0vrQqpEvDS70o44DdDrqKqhv/37AqeWvJdk/senp/Djac3vch9c/Lz89m1a1eDG6SOPPJIzjvvPN59910mT54ccL9DDz2UQw89FIBu3bpx1VVX1a/5YBKf9SB81JX+tvshTKT5J4fm2iPN4/HQuXNnPv74Y37wgx/QrVs3cnNzuf/++9mxY0fQ/bZu3cq5555LQUEBOTk5XHjhhU1ubxKL9SB8DO6RQ4o4CWLCkB5uhxNX5syZAyRfTyLUv+zH3PEWnpKKRu0FeRk88+vjIh1WA5988gkej4cTTjiByZMnM23aNF599VU6dOjA73//+/oP/EA3S1177bWICCtXrqRz587Mnz8/6f6Pk5n1IHxktE+lX7csvrSprmHzeDx4PNG/nh6vZkwYSEZaaoO2jLRUZkwYGLXXLC0t5eWXX+bcc8/lwgsv5IgjjqCsrIzOnTvToUMHlixZwpNPPlm/fbdu3UhJSWlwT0tZWRlZWVnk5ubi8XgaLTNqEpslCD9DrOSGiYLJIwooOvMICvIyEJyeQ9GZRzB5ROQH9k8//XSys7Pp2bMnt912G1dddRUPPfQQAPfeey9/+MMfyM7O5uabb+bss8+u3y8zM5PrrruOMWPGkJeXx0cffcSNN97I559/Tm5uLj/+8Y8588wzIx6viV2SSDN2Ro4cqZ9++mmrjvE/T33Oi8s3I0B+XgYzJgyMyi9xoiksLASgqKjI5Uiia/Xq1QwePNjtMIxpkWA/vyLymaqO9G9PqDGIlpb7rjN/qYfXvtgK0GAqImBJwhiTMEIt922XmHzcvXBtwKmIdy9c61JE8aNfv37069fP7TCMMRGUUD2Ilpb7rlMcYJZJU+3me1OnTnU7BGNMiKzcdwvk52WE1W6MMYnMEoQPN6YiJorZs2cze/Zst8NoE4k0scMkj5b83CbUJabWqhuIvumlVezeV8VB2elcO3GwDVCHIFnurk1LS6OiooLMTCvFYuJLRUUFaWlpYe1jPQg/k0cU8OTUYwG47seWHExDBx10EB6Ph3379llPwsQFVWXfvn14PB4OOuigsPa1HkQA/btl0S5FWLulzO1QTIzJyXHqdRUXF1NVVeVyNMaEJi0tje7du9f//IbKEkQA7dul0LdrR9ZttQRhGsvJyQn7F82YeGQJIoiBPbJZtqnE7TDixqBBg9wOwRgTYZYgghjUI5uXV2ymvLKarHR7m5pzySWXuB2CMSbCbJA6iIE9nEsINg5hjElWliCCGNQjG8DGIUJUVFSU8IX6jEk2riUIEeksIvNEZK+IfCsi5wfZLl1E7heRrSKyS0ReEpGozz0tyMsgs32q9SBCVFpaSmmplUk3JpG42YO4BzgAdAcuAO4TkUDLc/0OOA44EsgHdgN/j3ZwKSnCgO7ZrNliH3rGmOTkSoIQkY7AT4EbVLVcVd8HXgQuCrB5X2Chqm5V1f3AM0DrVnAP0aAe2azdUmY3RBljkpJb03MGANWqus6nbTlwUoBtHwD+KiL5QAlOb+PVQAf1Xw/CX7iVXgf2yObpTzaxvbySg7I7hLWvMcbEilDXf/DnVoLIAvyv3ewBsgNs+xWwCfAANcBKoE1WTR/Y3Qln7ZYySxDNGDZsmNshGGMizK0EUQ7434qaAwQaEb4HSAe6AHuB/4fTgxjtv2Fr14NodLwe3yeIsYd1i9hxE9G5557rdgjGmCCa+1yMtfUg1gHtROQwn7ZhwKoA2w4HHlbVXapaiTNAPUpEukY7yC5Z6XTNSmeNzWQyxiQhVxKEqu4FngduFpGOIjIGOAN4LMDmnwAXi0iuiKQBVwDFqtom9aXrBqpN02bNmsWsWbPcDsMYE0FuTnO9AsgAtgFPAZer6ioRGSsi5T7bXQ3sxxmL2A5MBKa0VZADumfz1bYyamptJlNTKisrqaysdDsMY0wEuVZkSFV3AZMDtC/GGcSue7wTZ+aSKwb1yGZ/VS3f7dpH364d3QrDGGPanJXaaMb3A9V2w5wxJrlYgmjGYd2zEMEGqo0xScfqWDcjs307enXOtKJ9zRg1apTbIRhjIswSRAgGds+2HkQzpkxps3kDxpg2YpeYQjCoRzYbd+xlf1WN26EYY0ybsQQRgoE9cqhV+HpbefMbJ6nCwkIKCwvdDsMYE0GWIELgW3LDGGOShSWIEPTpkkn7dimstYFqY0wSSahBav9y35Eq3NcuNYVDu2XZQLUxJiGEWv7behAhcmoy2c1yxpjkkVA9iEiX+25w7B7ZPL/UQ8m+A+Rlto/Ka8SzsWPHuh2CMSZE/p+Twcp9J1SCiKYBPgPVo/t1cTma2DNx4kS3QzDGRJhdYgrRoLoEYQPVAVk1V2MSjyWIEH20ficC/OGFVYy54y3mL/W4HVJMsfUgjEk8liBCMH+ph2vnfUHdihCekgoKn19pScIYk9AsQYTg7oVrqfArs1FRVcPdC9e6FJExxkSfJYgQFJdUhNVujDGJwBJECPLzMsJqN8aYRGAJIgQzJgwkIy21QVtGWiozJgx0KaLYc8opp3DKKae4HYYxJoLsPogQTB5RADhjEZ6SCtLbpVB05hH17QbGjx/vdgjGmAizHkSIJo8o4IOZJ3P2yEPISm/HGcPz3Q4pppSWllJaaqVIjEkkliDCNLQgl517D7B5z363Q4kpRUVFFBUVuR2GMSaCLEGEaUh+LgBfePa4HIkxxkRXQo1BRKvct6/BB2eTIvBFcSk/GtIj4sc3xphos3LfUZLZvh39u2WxynoQxpgEl1A9iGiW+/Z1REEuH6zfEfXXMcaYaLBy31E0pCCX55d62Fa2n4OyO7gdTkywct/GJB5LEC0wND8HgFWeUg4aZAkCbMEgYxKRjUG0wOHeBGEzmb63Y8cOduywy27GJBJLEC2Q3SGNvl078kWxJYg6s2fPZvbs2W6HYYyJIEsQLTS0IJcvPHbnsDEmcVmCaKGh+Tl4SirYvfeA26EYY0xUWIJooaEF3juq7TKTMSZBWYJooSH1A9V2mckYk5hsmmsL5WW255BOGdaD8JoyZYrbIRhjIswSRCscUZBrJTe8Ro0a5XYIxpgICzlBiMhBwARgGJAHlADLgTdUdUs0got1QwtyefWLLZTuryKnQ5rb4bjK4/EAUFBgiygZkyiaHYMQkcEi8iywGrgISAO2eP+9CFglIs+KyOFRjTQGDfG5ozrZzZkzhzlz5rgdhjEmgkLpQTwM3A1coKqV/k+KSDowCXgAOC6i0YWpLcp9+6pbG2JV8R6O698lqq9ljDGRErFy36o6WlWfBapEZLqIpPk9X6mq/1FVV5ODG7plp9Mjp4OV3DDGJKSQxyBUtVZErlXVmK2n0Fblvn0NLcjli2K7xGSMiR+hlvsO9z6IeSLy45aFlJiGFuSwfns5+w5Uux2KMcZEVLjTXHsBT4rI3cCzqromCjHFlaH5uajCl8WljOzT2e1wXHPOOee4HYIxJsLCTRBP48xmOgW4SkTaASuBZap6ZaSDiwf1JTc8e5I6QQwfPtztEIwxERZWglDVB30fi0gvnPsihkUyqHjSPSedrlntk34cYsOGDQD069fP5UiMMZHSqjupVfU74DvgpciEE39ExFv6O7lnMs2dOxeAoqIilyMxxkRKKDfK/Y/3XoemtkkXkf+JXFjxJS1FWLOljL4zX2HMHW8xf6nH7ZCMMabVQulB9AC+FpEFwLvAWqAMyAYGAOOA04BHoxRjTJu/1MO767YDoICnpILC51cCMHmElZ0wxsSvUG6UuxYYAXwFXAa8CnwBLAB+AawBRqjq9VGMM2bdvXAtB2q0QVtFVQ13L1zrUkTGGBMZIY1BqOoO4I/eL+OjuKQirHZjjIkXYd0o5y21sUdE9onIahF5RkSuE5HTRaRPmMfqLCLzRGSviHwrIuc3se1RIvKeiJSLyFYR+V04rxVN+XkZYbUnqosvvpiLL77Y7TCMMREU7p3UhcAlQH/gl8DbQAFwDbBMREpE5P0Qj3UPcADoDlwA3CciQ/w3EpGuwGvAP4AuwKHA62HGHTUzJgwkIy21QVtGWiozJgx0KSJ3DB48mMGDB7sdhjEmgsKd5loKvKyq1cBm4APfJ729iKHNHUREOgI/BYaqajnwvoi8iFM+fKbf5lcBC1X1Ce/jSpyb9WJC3UD07QtWs62skryMNGZNGpJ0A9SrVzv/JZYkjEkc4SaIO3B6DvcHelJVNwIbQzjOAKBaVdf5tC0HTgqw7bHAShH5EKf38DFwpfcejAb8y337i1Yhv8kjCjhjeD7H3LaIsYd1S7rkAPDoo84kNrsPwpjYE2p5b3/hJojZQHsRORXnss8yYIWq7gvzOFk4vRFfe3Cmzvo7BDgK+CFOWY+7gKeAMWG+ZlSJCKP6dmbJN7vcDsUYYyIi3ARRV1bjSJwP7KuB3iKyQVXDueheDuT4teXg3F/hrwKYp6qfAIjITcAOEclV1Qa3L7tR7tvX6L5dWLByC5t27aNn50zX4jDGGF/NfS4GK/cdbi2mDcAGYJ7PgTsCR4RzHGAd0E5EDlPVr7xtw4BVAbZdgXMPWn0YYb5WmxndzynWt+SbXZYgjDFxL9xZTI2o6l5V/SjcfYDngZtFpKOIjAHOAB4LsPlDwBQRGe5dze4G4H3/3kMsGHBQNnmZaXz8zU63QzHGmFZrVbG+VroCeBDYBuwELlfVVSIyFnhVVbMAVPUtEbkWeAXIBN4Hgt4z4aaUFOGYPp35OAnHIaZOnep2CMaYCHMtQajqLmBygPbFOIPYvm33Afe1TWStM7pvZ974citb9uynR24Ht8NpM1bm25jE0+pLTKah0X27ACTdZaZly5axbNkyt8MwxkRQuKU2TgzSfl5kwol/h+fnkJXeLummuz7zzDM888wzbodhjImgcHsQz4rInd7BYkQkT0SeAW6KfGjxKTVFGNmnU1KOQxhjEku4CWK49+sTEbkM58a1Epxy4MZrdN8ufL2tnB3llW6HYowxLRZWglDVYpyB5RTgnzizjX7tnbZqvOruh/jEehHGmDgW7hjEcOATnJvlzgBOFpEnRSQv8qHFryMKcslIS7XLTMaYuBbuNNc3gf+nqg8AiMjbwN9wLjX1jHBscSstNYWjeyfXOMS0adPcDsEYE2HhJohjvOU2gPo7oi8TkUmRDSv+jerbmT8vWseefVXkZqa5HU7UFRQkXwVbYxJdS2oxBWp/MTLhtI5/uW93C/d1RhU+2biLUw7v7locbWXJkiUAjBo1yuVIjDHNCbX8d9g3yonID0XkARF5yft4pIicHO5xEt2wnnm0b5eSNDfMzZs3j3nz5jW/oTEmboTVgxCR3wK/A/4FnOVtrsAZhzg+sqGFz+1y3746pKUyvGdeUo1DGGPig//nZLBy3+H2IH4PnKKqdwC13rY1QHItwByiY/t25gvPHsorq90OxRhjwhZugsgGNnm/r1uXIQ04ELGIEkhVjVKrMPTGhYy54y3mL/W4HZIxxoQs3ATxHjDTr+1/gLcjE07imL/Uw0MfflP/2FNSQeHzKy1JGGPiRrjTXH8LvCQiU4FsEVmLs0zoTyIeWZy7e+Fa9lfVNmirqKrh7oVrmTwi8aaETp8+3e0QjDERFu40180icgxwDNAb53LTElWtbXrP5FNcUhFWe7zr2rWr2yEYYyKs2QQhIjc38fQRwEQRQVX/ELmw4l9+XgaeAMkgPy/DhWiib/HixQCMHTvW5UiMMZESyhhET5+vw3DGIMYDhwInex8fFq0A49WMCQPJSEtt0JaRlsqMCYk54WvBggUsWLDA7TCMMRHUbA9CVS+t+15EngbOU9XnfNrOBH4WnfDiV904w90L1+IpqUCAm88YkpDjD8aYxBTuLKbTgPl+bS8CEyMSTYKZPKKAD2aezMOXHoMCXbPT3Q7JGGNCFm6C+Bq40q/tcmB9ZMJJTMf170LH9qks+nKr26EYY0zIwk0QvwSuEpH/isjHIvJfYLq33QSR3i6VsYd1483V21DV5ncwxpgYEO4016UichhwHHAwsBn4P1WtikZwieSUw7vz2qotrCouZWhBrtvhRFxhYaHbIRhjIizcG+XwJoP3ohBLq8VSuW9/PxjYDRFYtHprQiaInJwct0MwxoQo1HLf4VZzbQ/8HBgOZPk+p6oXh3OsZNMlK52je3Vi0eqt/P6UAW6HE3FvvvkmAOPHj3c5EmNMpITbg3gEGAa8BMTciGsslfsOZPzg7tz52ho276ng4NzEumFu0aJFgCUIY+JBqOW+w00QpwJ9VbWkJUElux8efhB3vraGN1dv48Jje7sdjjHGNCncWUzfATaZv4X6d8uid5dMFq2Ouc6XMcY0Em4P4lHgBRH5K36XmFT1rYhFlaBEhFMGd+exj75lb2U1HdPDniNgjDFtJtxPqGnef2/3a1egX+vDSXzjBx/EA+9/w+KvdnDq0B5uh2OMMUGFex9E32gFkiyO6dOZnA7teHP11oRKELNmzXI7BGNMhNk1jjaWlprCuIEH8daabdTUKqkpgWcPxJv0dBuaMibRhJQgROTk5raxMYjQnXJ4d15cXsyyTSUc3buT2+FERF2p74kTrW6jMYki1B7EA808b2MQYSivdCqT/PS+DynIy2DGhIFxXwa8bsEgSxDGJI6QEoSNPUTO/KUebnlpdf1jT0kFhc+vBIj7JGGMSSzh3gdhWunuhWupqKpp0FZRVcPdC9e6FJExxgRmCaKNFQdYp7qpdmOMcYsliDaWnxe4BlOwdmOMcYtNc21jMyYMpPD5lQ0uM7Vvl8KMCQNdjKr1ioqK3A7BGBNhCVXuO5bXg6hTNxB998K19ZeVjuqZZwPUxpg2E5X1IIjxct/xYvKIgvqEMP3fy3l91Rb2V9XQIS3V5chabt68eQBMmTLF5UiMMZGSUOW+Y309iEB+enQBz33+X17/ciuThuW7HU6LLVmyBLAEYUw8CHU9CCv37bJj+3ahIC+D5z77r9uhGGNMA1bu22UpKcKUEQXc+87XbCvdz0E5HdwOyRhjgPB7ENOA7jjlvh/w+fpXhONKKlOOKqBWYf4yj9uhGGNMPSv3HQP6d8tieM88nvvMw9Sx/YJeD4xlVs3VmMQT9n0QItIdGAV0Beo/yVT1wQjGlXR+evQh3DD/C77cXMqQ/Fy3wwmbrQdhTOIJ6xKTiEwG1gM3A/8Afuv996KIR5ZkTj/yYNqnpvDcZ3aZyRgTG8Idg7gVuFRVRwB7vf/+Cvgs4pElmbzM9owffBAvLvdQVVPrdjhhe/rpp3n66afdDsMYE0HhJoheqvofv7ZHANfvok4EZx51CDvKD/Deuu1uhxK25cuXs3z5crfDMMZEULhjENtEpLuqbgU2ishxwA4gfm8BjiHjBnajY/tUpj35OfuraslPkMWEjDHxKdwexFzgBO/3fwbeBpYD94b7wiLSWUTmicheEflWRM5vZvv2IrJaRBL2jrJXVmxmf3UtFVW1KN8vJjR/qY1LGGPaXrjTXO/0+f5REXkH6Kiqq4PvFdQ9wAGc+yqGA6+IyHJVXRVk+xnAdiC7Ba8VF+5euJaaWm3QVreYkPUijDFtrVXrQajqdy1JDiLSEfgpcIOqlqvq+8CLBJkNJSJ9gQuBhK4pHc+LCeXk5JCTk+N2GMaYCGq2ByEiJ6rqe97vTw62XZilNgYA1aq6zqdtOXBSkO3/DlwLNPlJ6V/u21+sF/LLz8vAEyAZxMNiQoWFhW6HYIwJItTy3v5CucR0LzDU+/0DQbZRoF8Yr5sFlPq17SHA5SMRmQKkquo8ERkXxmvEnUCLCWWkpcb9YkLGmPjUbIJQ1aE+30eq1EY54H89Igco823wXoq6C5gYykHjsdy3L9/FhOp6Er86sW9cjD888sgjAFxyySUuR2KM8dfc52Kw8j7hrij3A2Cjqn4jIj2AO4Ea4FpV3RLGodYB7UTkMFX9yts2DPAfoD4M6AMs9p5AeyBXRLYAx6rqxnDijwd1iwntO1DN8Xe8xZeby5rfKQasWbPG7RCMMREW7iD1vTgJAeBPQBrO5aV/hnMQVd0LPA/cLCIdRWQMcAbwmN+mXwA9cWY5DQd+iVNmfDiwKczY40pm+3ZcfFwf3vhyK19vK3c7HGNMEgo3QRSo6nci0g6YgFNm43Lg+Ba89hVABrANeAq4XFVXichYESkHUNVqVd1S9wXsAmq9j2uCHzoxXHJcbzqkpfDP99a7HYoxJgmFmyBKvdVcTwK+VNW6P23Twn1hVd2lqpNVtaOq9lLVJ73ti1U1K8g+76jqIeG+VrzqkpXO2SN7Mm+ph62l+90OxxiTZMJNEH8HPgGewLnRDWAMYBego+SXJ/SjplZ58INv3A6lSV27dqVr165uh2GMiSBR1ea38t1BZABQo6rrfR6nq+rKKMQXlpEjR+qnn37qdhgRN+3Jz3l37XY+KDyZnA5hd9aMMaZJIvKZqo70b2/JndQKXCAi/xCRPwDEQnJIZL85qT9lldU8+fF3bodijEki4S4YdDrO2g+DcAaMBwKfiMikKMRmvIYW5DLgoCzuem0NfWe+wpg73oq5An5z585l7ty5bodhjImgcMt93w6coapv1zV4726eg1NLyUTB/KUeNu7cR10dv7oqr0DM3ES3YcMGt0MwxkRYuJeYDgEW+7W97203UXL3wrUc8Ftlrq7KqzHGREu4CWIZMN2v7Spvu4mSeK7yaoyJX+FeYroCeFFEfodzJ3NPYB9weqQDM9+L5yqvxpj4FW6CWAsMBo4F8oFi4GNVrYp0YC3hX+47ngv3+QpU5TUtVWKqymtBQWyMhRhjmhdq+e+QE4SIpOJUYc3zLvBj2ohvldfikgrSUlNIbydMGNLD5ci+N23aNLdDMMZEWFg3yonIcuA0VS2OXkgtl6g3yvn7ZOMufnb//zHztEH85qT+bodjjIlzkbpR7gngZRG5RETGi8jJdV+RCdOE4pg+nfnBwG7c9856SvfHxNU95syZw5w5c9wOwxgTQeGOQVzu/XeWX3u4K8qZVpr+o4H85O/vM/e9DUz/kftjER5PbN24Z4xpvbASRARXlDOtNLQglx8feTAPvP8Nlxzfh65Z6W6HZIxJMOGW2rg6SPtVkQnHhOOqHw5gf1UN975t60UYYyIv3EtMfwD+GKD9epwV5kwb6t8ti7OOPoRHPvyGV1YWs620kvy8DGZMGBgzJTiMMfErpAThMwid6l2X2neF635AfCycnIAGH5xDjcLW0krAvTpN/frZEJQxiSbUHsQD3n87AA/6tCvOGtG/jWRQJnT/Wtx4IaG6Ok1tmSCmTp3aZq9ljGkbISWIusFpEXlUVS+ObkgmHFanyRgTLWENUqvqxSLyQxF5QEReAhCRkXYfhHuC1WNq6zpNs2fPZvbs2W36msaY6Ap3FtM04D7gK+BEb3MFcGuE4zIhmjFhIBlpqQ3aOqSltHmdph07drBjx442fU1jTHSFeyf1/wKnqOodQN0CBWtwVpYzLpg8ooCiM4+gIC+jfubAkINzbBaTMabVwp3mmo1T5hucAWqANOBAxCIyYZs8oqA+IfzpjXX87c2veHfddk4a0M3lyIwx8SzcBPEeMBO4zaftf4C3A2/ethK13Hc4rhjXn5dXFHPdvJW8/r8nktk+3P9iY0yiC7Xcd7iXmH4LTBGRjUC2iKwFzsZZVc7EgA5pqdw+5Qj+u7uCvy76qs1ed9CgQQwaNKjNXs8YE31hlfsGEBEBjgF641xuWqKqtU3v1TaSpdx3KGY+t4JnPtlE1+x0dpTZHdbGmOBaVe5bRDJF5HYReRG4EViuqv9R1Y9iJTmYho48JBcFtpdVonx/h/X8pVZ11RgTmlAvMd2Ds+70GuAsAtdjMjHkngAF/OrusI6GoqIiioqKonJsY4w7Qh3BPBU4SlU3i8jfcQarrbxGDGvrO6xLS0ujclxjjHtC7UF0VNXNAKq6CciNXkgmEmLlDmtjTPwKtQfRzq+Kq/9jVPWtSAdnWm7GhIEUPr+Siqqa+rbUFGnzO6yNMfEr1ASxjYZVXHfSuKqr1XuOIXWzle5euJbikgoy01PZW1lDbkaay5EZY+JFqNVc+0Q5DhMFvndY76+qYfI9HzDj2eW8+rsT6ZYd2SVKhw0bFtHjGWPcF+6NciZOdUhL5W/njaBsfzVX/2c5tbXh3f/SnHPPPZdzzz03osc0xrjL6jAkkQHds7n+x4O54YVVjLjldUorqu0GOmNMUJYgkkxWejtSBPZUVAORW6J01qxZDf41xsQ/u8SUZP74+jr8ry5F4ga6yspKKisrW3UMY0xssQSRZGyJUmNMqBLqEpOV+25efl4GngDJ4OC8Di5EY4xxQ7TKfZs4F2iJUoABB2W5EI0xJpYlVA9i4MCB1mtohv8NdPl5HejXLYt31u3gn++t51cn9m/RcUeNGhXJMI0xUeT/Oems4tBY2OtBxDJbD6JlamuV3z69lFdWbOaC0T15Z+0Ob/KwKbDGJINg60EkVA/CtExKivCns4exdnMpT3y8qb49UlNgjTHxycYgDADp7VLZe6CmUXuoU2ALCwspLCyMRmjGGJdYgjD1tuzZH7DdpsAak5wsQZh6toaEMcaXJQhTL+gU2O5ZES/uZ4yJfTZIber5T4E9OK8D/bp25O212znz3g/YVlbJ5j37bXaTMUnCEoRpwHcNCQBV5XdPL+XF5Zvr2wLNbho7dmzbBmqMiTpLEKZJIsJn35Y0aq+b3VSXICZOnNjGkRljos21MQgR6Swi80Rkr4h8KyLnB9luhoh8ISJlIvKNiMxo61iTXSgF/qyaqzGJx80exD3AAaA7MBx4RUSWq+oqv+0EuBhYAfQHXheRTar6dFsGm8yCFfhLS01h0659bHn/MfI/vZODZSdbpBubjprBMZN+7UKkxphIcqUHISIdgZ8CN6hquaq+D7wIXOS/rarepaqfq2q1qq4FXgDGtG3EyS3Q7Ka0VEFE+cufbmXIZ9dTkLKTFIEebGfoZ9fzyYv/cClaY0ykuNWDGABUq+o6n7blwElN7SRORamxQMBPnxUrVtCrV68Gbbm5uXTp0oXa2lrGjGmcV0455RTGjx9PaWkpRUVFjZ6fOHEiY8eOZceOHcyePbvR81OmTGHUqFF4PB7mzJnT6PlzzjmH4cOHs2HDBubOndvo+YsvvpjBgwezevVqHn300UbPT506lX79+rFs2TKeeeaZRs9PmzaNgoIClixZwrx58xo9P336dLp27crixYtZsGBBo+cLCwvJycnhzTffZNGiRY2enzVrFpNHFLBs2TL+vXY/+0gnk0qG1WykG2Vclf4MmXKgwT4ZcoD8T+9k1ueb61eYe/rpp1m+fHmD7XJycurvvn7kkUdYs2ZNg+e7du3K9OnTAZg7dy4bNmxo8HxBQQHTpk0DYM6cOXg8ngbP9+vXj6lTpwIwe/ZsduzY0eD5QYMGcckllwBQVFREaWlpg+eHDRtWv872rFmzGl1CGzVqFFOmTKl/H/2NHTuWiRMnUllZGXClPfvZa/5nLz09nQULFrB48eJGz9e9Z/PmzWPJkiUNnktPT7efPZ+fvSeeeKLB8506daJTp05UV1fz3XffNdq/jlsJIgso9WvbA2Q3s98snF7PQ1GIyTRhVHehcl3jQogHsyPA1nCw7Ix2SMaYKHOlmquIjAA+UNVMn7bpwDhVPT3IPtOA6cBYVf1voG2smmvb2zLrUHqwvVH7Zrry8Rnv+ZQVt3snjIlVwaq5ujWLaR3QTkQO82kbBvgPUAMgIr8AZgLjgyUH445NR82gQts3aNun7Sk6cDbT/7McT0kFyvf3Tsxf6gl8IGNMzHElQajqXuB54GYR6SgiY4AzgMf8txWRC4DbgR+q6gb/5427jpn0a744+la20I1aFbbQjWXDb+LNtJOo8SvPEWplWGNMbHBzmusVwIPANmAncLmqrhKRscCrqlq3BuatQBfgE59Vjx5X1d+0dcAmsGMm/ZrScedRDvTIyaEHsO/jVwJuW1xSwfylHrv0ZEwccC1BqOouYHKA9sU4g9h1j/u2YVimhepmlNT9G+zeCYAZzy6nqsbpXdiiRMbELqvmaqIi0L0T7VNTSEmR+uRQxy49GRObLEGYqJg8ooCiM4+gIC8DAQryMrjrrCODlg23RYmMiT1WrM9EjX9lWHBKiQe69JSaIrywzENNjTL7jXU2PmFMDLAEYdrUjAkDKXx+JRVV369/3T5V6NyxPb97ehkC1PUxbHzCGHdZgjAREWq5b/9Fiep6CZOG5XP0rW+we19Vg+19xyds5pMxbcuVO6mjxe6kjm99Z75CsJ/G9HYpVFbX1j/OSEul6MwjLEkYEwHB7qS2HoSJiLpiZF27dm3xMZqaGuubHMB6Fsa0BZvFZCJi9uzZASuOhiPQ1Fj/x748JRXMfH6FlfMwJkoSqgexdu1axo0bV//4nXfecS0WE75g4xPBZj4B7K8K3LOYPKLA7tg2Jgjfz8mmJFSCMPEv0NRYoNHMp4y0FCr8kkMdT0kFj3z4DXe8urZ+H5sRZUz4EipBDBw40HoNCaglPYsbX/yyUZuNWxjj8P+c9Klz10BCJQiTuMLpWfxu/GHc8Vrg0h114xZ1l6asZ2FMcJYgTETULX/YloL1LCaPKOCxj76zcQtjWsnugzAJaf5ST6PeRYe0lEbJwddZRxXw0orNdr+FSTp2H4SJqrpF2wsKYuODNNxxi1QRnv288fRYG7cwycx6ECYiCgsLge/Xg4hVgXoWGWmp3D5lKFf9e3nQO7nbpQjVPpVo63oWYInDxD/rQRhD0+MWf3x9XdBxi+oAy6feMH8l1bVaP93WBrxNorEEYZJOsBlRgSrNZqSlNnjsq6yycbsNeJtEYqU2jPEKtMhR3eNweEoqePD9DRQ+v9LKgJi4Zj0IY3yEfr9FKh3SUhqVJ69z88urG7X59i6MiQeWIExEnHPOOW6HEDXBxi0gcOK4+kcDuOWVxgkCnKVV7dKTiRc2i8mYVgj2YT/mjrcCDniniLO8alVN4xlRliSMW4LNYrIEYSJiw4YNAPTr18/lSGJDoOm0aalCTa1SG+BXriAvgw9mntyGERrzvWAJwgapTUTMnTuXuXPnuh1GzAg04H33WcMI9vdYcZDptca4KaHGIGw9CBNLAg14B7uTO0WE/3y6iVSB2W98ZeMTJqpsPQhjYlCgey3ap6bQPSedGc+uQKD+bm678c64LaEShK0HYWJdsBlRZwzP5+hb32DX3obTZm1qrIkGWw/CmBgV7F6L3XsD31Nh4xPGLZYgTERcfPHFbocQ9/LzMgJXmk0R7lq4hheWFtvYhGlTNovJRMTgwYMZPHiw22HEtRkTBpKRltqgrX1qCunthHvfXm9lO0ybswRhImL16tWsXh347mETmkBTY+8660hyM9o32tZ3nQpjosUuMZmIePTRR4HYXw8i1gUan/jfZ5YF3NZTUsG8z/7LH99YZ5eeTFRYD8KYGJffRDXZq/6z3C49maixBGFMjAs0NpGRlkLH9qmNVsDzvfQ0f6mHMXe8Rd+ZrzDmjrcscZiwWYIwJsYFXqfiSPYdCLyQkaekgpte+oKZz6+w3oVpFRuDMCYOhFe2Ax764NtG7b69Cys3bkJhPQgTEVOnTmXq1Kluh5FUAl96SuWPZx0ZdB9PSQXXPGc9CxMaSxAmIvr162elvttYsCVSzzy6Z5PLpFZW1zZ4bOMWJhhbD8JExLJlywAYPny4q3EYR6D1KDLSUhs89vebk/rx8Icb2V9V22AfW8wo8QVbDyKhxiCs3Ld7nnnmGcASRKwIVhQw2LiFAPe/u6FRu41bJCYr921MkgtWFDBQz+LmM4Yw49kVAY/jKalg5vMr6nsWVoY8eSRUgrBy38Y0LVjPYvKIAv6y6KuAvQugwWUnsJ5FvLNy38aYgIL1LAItZpSRlkKFX3KoYz2LxGezmIwxQPAb8pqaEdVUz8LEP+tBmIiYNm2a2yGYCAh93CJ4z6K4pAJV5YVlxXb5Kc5ZgjARUVBgv/iJKtwZUQqMum0Ru/dVUV3rTKP3vfwU6FiWOGKT3QdhImLJkiUAjBo1yuVITFsJdK9Fh7QUzhiez7ylxRyobtzDyEhLoUZp8FzdvRYQPHHMX+qxpBJFSXEfhHHPvHnzAEsQyaSpGVH//uS/AfcJdFmqoqqGG+avpLpW65/373H4JiIbDG87liCMMS0WbMwi2PrawZRVNr7Du6KqhlkvrkKERneA2zTbtmGzmIwxEReskGCnzLSwjlNSUcXufVUBn/OUVDC9iQWTrK5U61kPwhgTccEuP0HgO7k7pKUETATdc9IB2FpaGfB1amobjqFWVNVw44ur2Fq2n7+8sS7gJSvrYYTOtQQhIp2BB4AfATuAQlV9MsB2AtwB/NLb9C9gpibS6LoxCSjY5ScIPXEUnjY46HPBCg/uqaiiaMGaRu12WSp8bvYg7gEOAN2B4cArIrJcVVf5bfcrYDIwDGcG3RvAN8D9bRapadb06dPdDsHEiXASh+92oU6z7Z6THrTHUbceRl3Jc5t+2zRXprmKSEdgNzBUVdd52x4DPKo602/bD4GHVfWf3seXAVNV9Vj/49o0V2OSR7CS5kVnHhE0eQSTmZZCdZDpt5NHFCT8NNtg01zdShAjgA9UNdOn7WrgJFU93W/bPcCPVPVj7+ORwNuqmu1/3Hbt2mlWVlbQ17VS1NGzZ88eAHJzc12OxCST8i6D2N3rRGra55B6oJRO371H1s41lHcZxM5+p6Kp3w+KS00VmtIOghSmCySlah85no/Y03Nso2N12fAaWTsbX8qKRXXrtQSzZ8+emLoPIgso9WvbAzT60Pduu8dvuywRERuHiB07d+4ELEGYtpW1c03AD+m6Nv/ksbvXidSkB/gZVQ2YOGrTMinpc3LjzVPT2N3rxICvUffawZJXPHErQZQDOX5tOUBZCNvmAOWBksPw4cOxS0zuKCwsBKCoqMjlSIwJ5vygl6WCzaI6KDudbWVBZlCl57Jn0CRqarT+8d7DJ3O9967wwudXUuN9Hf/nYu1yVayV+14HtBORw1T1K2/bMMB/gBpv2zBgSTPbGWNMk8KdfnvtxMFNjmdU1TSeZvv7Z5YF3Na58e8LKqs14F3hgeJyu9SIKwlCVfeKyPPAzSLyS5xZTGcAxwfY/FHgKhFZgDOLaTrw97aK1RiTWFoyiyrc9b2DKamobtQWSuIIVmqkqZgjwc1prlcADwLbgJ3A5aq6SkTGAq+qat1o8z+AfkDdO/Ivb5sxxkRMsMQRbjXbuvUzwplFFSxxFD6/MmipkVkvrqKyujaqNaqsmquJiNJSZ85BTo7/0JIxiampabYQ3h3jkVSQl8EHMxsPrDfFqrmaqLLEYJJNU9Vs67S21EhLeiPFYWzbHEsQJiLefPNNAMaPH+9yJMa0nabGMyJRaqQlSSW/iSViw2UJwkTEokWLAEsQxjQnUqVGoOmkEgmWIIwxJgZEqjeSKLOYjDHGtEJTiSMSbMEgY4wxAVmCMMYYE1DC3AchIu9kZWWdVFYWqJxT4hs3bhwA77zzjiuvX1np1KtJT09v89d2+9zdZuc/DrDzb835J8V9EBUVFfVvFiTvD4wb3EgMxpiW8f2cbIpdYjIRsWDBAhYsWOB2GMaYCEqoHkRGRob1GlyyePFiACZOnOhyJMaY5vh/TgYr9520PYhx48aF3M2Kh33CFcvnYuefvOffFufe0tdJxvNP2gRhjDGmaZYgjDHGBGQJwhhjTEAJcx8EgIhsB751Ow5jjIkzvVW1m39jQiUIY4wxkWOXmIwxxgRkCcIYY0xAliCMMcYElBAJQkQ6i8g8EdkrIt+KyPluxxQtIjJNRD4VkUoRedjvufEiskZE9onI2yLS26Uwo0ZE0kXkAe//c5mILBOR03yeT4b34HER2SwipSKyTkR+6fNcwp8/gIgcJiL7ReRxn7bzvT8Xe0Vkvoh0djPGaBGRd7znXu79WuvzXETfg4RIEMA9wAGgO3ABcJ+IDHE3pKgpBm4FHvRtFJGuwPPADUBn4FPgmTaPLvraAZuAk4Bc4Hrg3yLSJ4negyKgj6rmAJOAW0Xk6CQ6f3B+5z+pe+D9ff8HcBHO58A+4F53QmsT01Q1y/s1EKLzHsT9LCYR6QjsBoaq6jpv22OAR1VnuhpcFInIrcAhqvpz7+NfAT9X1eO9jzsCO4ARqrrGtUDbgIisAG4CupBk74GIDATeAX4H5JEE5y8i5wJnAl8Ch6rqhSJyO07SPN+7TX9gNdBFVRNqDQAReQd4XFX/5dce8fcgEXoQA4DquuTgtRxI1B5EMENwzhsAVd0LrCfB3wcR6Y7zM7CKJHoPROReEdkHrAE2AwtIgvMXkRzgZuAqv6f8z309zlWFAW0XXZsqEpEdIvKBiIzztkX8PUiEBJEFlPq17QGyXYjFTVk45+0rod8HEUkDngAe8f6FnDTvgapegXNeY3EuK1WSHOd/C/CAqv7Xrz0Zzr3ONUA/oAD4J/CSt7cQ8fcgERJEOZDj15YDJFS3MgRJ9T6ISArwGM5fSNO8zUn1Hqhqjaq+DxwCXE6Cn7+IDAdOAf4c4OmEPndfqvqxqpapaqWqPgJ8AEwkCu9BIqwHsQ5oJyKHqepX3rZhOJcckskq4JK6B97rz/1JwPdBnOL1D+AMxE1U1SrvU0nzHvhpx/fnmcjnPw7oA3znXb8gC0gVkcOB13B+7wEQkX5AOs7nQ6JTQHD+nyP7Hqhq3H8BTwNPAR2BMTjdqiFuxxWlc20HdMCZyfKY9/t2QDfvef/U23Yn8JHb8UbpPbgf+AjI8mtP+PcAOAg4F++HIzAB2Iszmymhzx/IBHr4fP0ReNZ73kNwLjWP9X4OPA487XbMUXgP8rz/53W/9xd4//8HROM9cP2EI/SmdQbme9+o74Dz3Y4piuc6C+cvBt+vWd7nTsEZtKzAmdnSx+14o3D+vb3nvB+nS133dUEyvAfeD8N3gRLvh8FKYKrP8wl9/n7vxSyc2Tx1j8/3/v7vBV4AOrsdY5T+/z/BuWxU4v1D6YfReg/ifpqrMcaY6EiEQWpjjDFRYAnCGGNMQJYgjDHGBGQJwhhjTECWIIwxxgRkCcIYY0xAliCMiVEiMqtuvQMR6eWt/Z8a4ddQ79oBt4W4/bUi8q/mtwQRWS8iB3zXbDDxxRKEaXPeBU92i0h6lF/nYW9Z9DYhIuNEpNb7QV4mImtF5NJIHFtVv1On9n9NJI7nZ5iqXhdiHLer6i+b3xJUtT9we6siM66yBGHalIj0wSkFoDjlIaL1Oq3+S1tEWlKrrFhVs3CKpP0vMNe7ZoMxcccShGlrF+OUB3gYn8JyUP8X//0i8ob3L/B3fZfMFJFB3ud2ef86P9tv3/tEZIGI7AUuw6lT8/+8f9G/5N1OReRQv/1u9X4/TkT+KyLXiMgW4CERSRGRmd7LJTtF5N+hLOOojgXALuBI7/E7icjLIrLd24N6WUQO8Ymlr/ecy0TkDaCrz3N9vLG38z7eKCKn+DzvezmqgzjLku4UkRIR+cS7bkazfF7nVyJSLM7SplcHeZ1zROQb7xoNiMhpIrJFRLqF8lom9lmCMG3tYpw1HJ4AJgT44LoAp+Z/V2CZd7u6yqRvAE/yfcG6e72VPOucD9yGU//+Ue++d3kvzZweYnw9cGp79QZ+BfwWmIyzxGk+zuqF9zR3EG9imeQ9j6+9zSnAQ95j98KplzTHZ7cngc+8+9yCXwINwyU4y7H2xFll7zfe1wrHD4DDgB8B1/gmozqq+gzwIfA3EemCU2H3l6q6vYVxmxhjCcK0GRE5AefD8d+q+hnOamfn+232iqq+p6qVwHXAcSLSE/gJsFFVH1LValVdCjwH/Mxn3xdU9QNVrVXV/S0Msxa4UZ1a+xU4H67Xqep/vTHNAs5q4vJTvoiU4HwgzwOu8saKqu5U1edUdZ86S0DehpN4EJFewDHADd7Xfg94qYXnUIWTGA5VZ82Iz1TVf1Gt5tykqntVdSVOUjsvyHZXAifjFAZ8SVVfbmHMJgZZgjBt6RLgdVXd4X38JI3/St5U942qluNcosnHSSyjvZdMSrwfwhfg/MXfaN9W2O6XXHoD83xeczVQg7MWRSDFqpqHMwbxN5wPTwBEJFNE/iEi34pIKfAekOcdL8kHdquzTGidb1t4Do8BC4GnvZeJ7hJn9b1w+L6X33rja0RVS4D/AEOB2S2I1cQwSxCmTYhIBnA2cJL3OvUWnEHcYSIyzGfTnj77ZOFc7inG+cB6V1XzfL6yVPVyn339SxMHKlW8D2ddgTo9/J7332cTcJrf63ZQVU9T5+vtbVwDHCEik73N04GBwGhVzQFOrDtVnHWlO3kvpdXp1cRL7A12Hqpapao3qerhwPE4va+Lm4o3gJ4+3/fC+T9oRJxV3n6Bsx7L38J8DRPjLEGYtjIZ5y/vw4Hh3q/BwGIafnhNFJETRKQ9znX4j1R1E/AyMEBELhKRNO/XMSIyuInX3Iqzdq+vZcD5IpIqIqfivcTThPuB2+oGy0Wkm4ic0ezZAqp6AOev6j94m7JxLj2VeAe6b/TZ9lvgU+AmEWnvvRzX1LjJMuBc7/swEjir7gkR+YGIHOHtmZTiXHKqDSVmHzd4ezxDgEuBZ/w3EJEOOIvSXOvdpkBErgjzdUwMswRh2solwEPe+fxb6r5wBmkv8Lmm/yTOB+cu4GjgQgDvNfsf4QxOFwNbcFZMa+peigeAw72Xh+Z7236H88FbgnOJan7APb/3V+BF4HURKcOZgTU6xHMGeBDoJSKnA38BMoAd3uO85rft+d5j78J5Dx5t4rg34Cwnuhu4Ced9q9MDZ6W1UpxLYu/iXHYKx7s4g+tvAn9U1dcDbFMEbFLV+7w9pguBW0XksDBfy8QoWzDIxAwReRj4r6pe73YsyUJE9gOVwN9U9QZx7lP5BkhT1epWHnstUIAzKeEXrQ7WtLmW3AhkjEkQqtohise2GwTjnF1iMsYYE5BdYjLGGBOQ9SCMMcYEZAnCGGNMQJYgjDHGBGQJwhhjTECWIIwxxgRkCcIYY0xA/x/LwZdl7ib9qgAAAABJRU5ErkJggg==\n", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "# Plot Petrosian\n", "p.plot(plot_r=True)\n", From 18478ead7cec5a3d5705474f25535d6ad4723f60 Mon Sep 17 00:00:00 2001 From: robelgeda Date: Fri, 25 Aug 2023 23:22:18 -0400 Subject: [PATCH 3/7] add Tutorials --- docs/conf.py | 86 +-- docs/fitting_workflow.ipynb | 1041 +++++++++++++++++++++++++++++++++++ docs/index.rst | 7 + docs/introduction.ipynb | 18 +- docs/multi_object.ipynb | 636 +++++++++++++++++++++ 5 files changed, 1695 insertions(+), 93 deletions(-) create mode 100644 docs/fitting_workflow.ipynb create mode 100644 docs/multi_object.ipynb diff --git a/docs/conf.py b/docs/conf.py index 4cd8b7c..105cf18 100644 --- a/docs/conf.py +++ b/docs/conf.py @@ -1,29 +1,5 @@ # -*- coding: utf-8 -*- # Licensed under a 3-clause BSD style license - see LICENSE.rst -# -# Astropy documentation build configuration file. -# -# This file is execfile()d with the current directory set to its containing dir. -# -# Note that not all possible configuration values are present in this file. -# -# All configuration values have a default. Some values are defined in -# the global Astropy configuration which is loaded here before anything else. -# See astropy.sphinx.conf for which values are set there. - -# If extensions (or modules to document with autodoc) are in another directory, -# add these directories to sys.path here. If the directory is relative to the -# documentation root, use os.path.abspath to make it absolute, like shown here. -# sys.path.insert(0, os.path.abspath('..')) -# IMPORTANT: the above commented section was generated by sphinx-quickstart, but -# is *NOT* appropriate for astropy or Astropy affiliated packages. It is left -# commented out with this explanation to make it clear why this should not be -# done. If the sys.path entry above is added, when the astropy.sphinx.conf -# import occurs, it will import the *source* version of astropy instead of the -# version installed (if invoked as "make html" or directly with sphinx), or the -# version in the build directory (if "python setup.py build_sphinx" is used). -# Thus, any C-extensions that are needed to build the documentation will *not* -# be accessible, and the documentation will not build correctly. import os import sys @@ -45,129 +21,71 @@ # -- General configuration ---------------------------------------------------- -# By default, highlight as Python 3. highlight_language = 'python3' - -# If your documentation needs a minimal Sphinx version, state it here. -#needs_sphinx = '1.2' - -# To perform a Sphinx version check that needs to be more specific than -# major.minor, call `check_sphinx_version("X.Y.Z")` here. -# check_sphinx_version("1.2.1") - -# List of patterns, relative to source directory, that match files and -# directories to ignore when looking for source files. exclude_patterns.append('_templates') exclude_patterns.append('images/*ipynb') - -# This is added to the end of RST files - a good place to put substitutions to -# be used globally. rst_epilog += """ """ - extensions += [ 'nbsphinx', 'sphinx_automodapi.automodapi', 'sphinx_automodapi.smart_resolver' ] - nbsphinx_execute = 'auto' # -- Project information ------------------------------------------------------ -# This does not *have* to match the package name, but typically does project = "PetroFit" author = setup_cfg['author'] copyright = '{0}, {1}'.format( datetime.datetime.now().year, setup_cfg['author']) - -# The version info for the project you're documenting, acts as replacement for -# |version| and |release|, also used in various other places throughout the -# built documents. - import_module(setup_cfg['name']) package = sys.modules[setup_cfg['name']] - -# The full version, including alpha/beta/rc tags. release = package.__version__ - -# The short X.Y version. version = release if "dev" in release: version = package.__version__.split('dev', 1)[0] + 'dev' # -- Options for HTML output -------------------------------------------------- -# A NOTE ON HTML THEMES -# The global astropy configuration uses a custom theme, 'bootstrap-astropy', -# which is installed along with astropy. A different theme can be used or -# the options for this theme can be modified by overriding some of the -# variables set in the global configuration. The variables set in the -# global configuration are listed below, commented out. - - -# Add any paths that contain custom themes here, relative to this directory. -# To use a different custom theme, add the directory containing the theme. -#html_theme_path = [] - -# The theme to use for HTML and HTML Help pages. See the documentation for -# a list of builtin themes. To override the custom theme, set this to the -# name of a builtin theme or the name of a custom theme in html_theme_path. html_theme = "sphinx_rtd_theme" - html_logo = "./images/petrofit_logo_no_bg.png" html_favicon = './images/petrofit_logo.ico' html_theme_options = { 'style_nav_header_background': 'linear-gradient(90deg, #00B0F0 0%, #8D00ED 100%)', } - html_static_path = ['_static'] html_css_files = ["css/custom.css"] - -# The name for this set of Sphinx documents. If None, it defaults to -# " v documentation". html_title = '{0} v{1}'.format(project, release) - -# Output file base name for HTML help builder. htmlhelp_basename = project + 'doc' - -# Prefixes that are ignored for sorting the Python module index modindex_common_prefix = ["petrofit."] - # -- Options for LaTeX output ------------------------------------------------- -# Grouping the document tree into LaTeX files. List of tuples -# (source start file, target name, title, author, documentclass [howto/manual]). latex_documents = [('index', project + '.tex', project + u' Documentation', author, 'manual')] - # -- Options for manual page output ------------------------------------------- -# One entry per manual page. List of tuples -# (source start file, name, description, authors, manual section). man_pages = [('index', project.lower(), project + u' Documentation', [author], 1)] - # -- Options for the edit_on_github extension --------------------------------- if setup_cfg.get('edit_on_github').lower() == 'true': - extensions += ['sphinx_astropy.ext.edit_on_github'] - edit_on_github_project = setup_cfg['github_project'] edit_on_github_branch = "main" - edit_on_github_source_root = "" edit_on_github_doc_root = "docs" # -- Resolving issue number to links in changelog ----------------------------- + github_issues_url = 'https://github.com/{0}/issues/'.format(setup_cfg['github_project']) # -- Options for linkcheck output ------------------------------------------- + linkcheck_retry = 5 linkcheck_ignore = [ r'https://github\.com/robelgeda/petrofit/(?:issues|pull)/\d+', diff --git a/docs/fitting_workflow.ipynb b/docs/fitting_workflow.ipynb new file mode 100644 index 0000000..0f45d3f --- /dev/null +++ b/docs/fitting_workflow.ipynb @@ -0,0 +1,1041 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "3e52c34d", + "metadata": {}, + "source": [ + "# Galaxy Modeling\n", + "\n", + "In this section, we demonstrate the basics of light profile modeling on a galaxy using a single component Sérsic profile. We also demonstrate how the `photometry` and `petrosian` PetroFit sub-models can be used to improve the initial guesses of the Sérsic parameters.\n", + "\n", + "**Please note that this is an extensive analysis to demonstrate PetroFit's fitting workflow. Most practical applications of PetroFit will not require all of the steps discussed in this section.**\n", + "\n", + "\n", + "To start with PetroFit, simply import it as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8aa40d0b", + "metadata": {}, + "outputs": [], + "source": [ + "import petrofit as pf " + ] + }, + { + "cell_type": "markdown", + "id": "a68cbd8e", + "metadata": {}, + "source": [ + "## Loading Example Data\n", + "\n", + "The following data is a cutout of a group of bright galaxies in Abell 2744 (located at `(3.596248, -30.388517)`). The original data was acquired by the [Hubble Frontier Fields](https://frontierfields.org) team via the WFC3 instrument in the `F105W` filter and can be directly downloaded from the [Mikulski Archive for Space Telescopes](https://archive.stsci.edu/pub/hlsp/frontier/abell2744/images/hst/v1.0/hlsp_frontier_hst_wfc3-60mas_abell2744_f105w_v1.0_drz.fits). The cutout image used in this documentation can be found in the git repository at the following path `petrofit/docs/data/abell_2744_dwarf_galaxy_f105w.fits.gz`.\n", + "\n", + "### Loading Data and RMS Images\n", + "We first use `astropy`'s ``CCDData`` to load the example data and visualize it through `matplotlib`. The rms image is loaded using `astropy`'s ``fits`` sub-module." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "91575418", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.nddata import CCDData\n", + "from astropy.io import fits \n", + "\n", + "image = CCDData.read('data/abell_2744_dwarf_galaxy_f105w.fits.gz')\n", + "rms = fits.getdata('data/abell_2744_dwarf_galaxy_f105w_rms.fits.gz')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7c75fd46", + "metadata": { + "nbsphinx": "hidden" + }, + "outputs": [], + "source": [ + "# Hidden cell\n", + "\n", + "%matplotlib inline\n", + "\n", + "# Stop Fit Model to Data section warnings\n", + "import warnings\n", + "warnings.filterwarnings('ignore', append=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ffb27660", + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "\n", + "plt.rcParams['figure.figsize'] = [6, 6]\n", + "plt.rcParams['image.origin'] = 'lower'\n", + "plt.rcParams['font.size'] = 12\n", + "\n", + "vmax = 0.05 # Use the image std as max and min of all plots \n", + "vmin = - vmax \n", + "\n", + "fig, axs = plt.subplots(1,2, figsize=[12, 6])\n", + "plt.sca(axs[0])\n", + "plt.imshow(image.data, vmin=vmin, vmax=vmax)\n", + "plt.title(\"Mock Galaxy\")\n", + "plt.xlabel(\"Pixels\")\n", + "plt.ylabel(\"Pixels\")\n", + "\n", + "plt.sca(axs[1])\n", + "plt.imshow(rms)\n", + "plt.title(\"RMS Image\")\n", + "plt.xlabel(\"Pixels\")\n", + "plt.ylabel(\"Pixels\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "24044134", + "metadata": {}, + "source": [ + "## Image Errors" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3f16d0ad", + "metadata": {}, + "outputs": [], + "source": [ + "from photutils.utils import calc_total_error\n", + "err = calc_total_error(\n", + " data=image.data, # Input Image\n", + " bkg_error=rms, # All sources of background error except source Poisson error\n", + " effective_gain=image.header['EXPTIME'] # Factor to convert data units to counts\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "2b76dbf6", + "metadata": {}, + "source": [ + "## Make Source Catalog \n", + "\n", + "We will use the sigma clipped std as a threshold at the segmentation and deblending steps.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b5d8bba9", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.stats import sigma_clipped_stats\n", + "image_mean, image_median, image_stddev = sigma_clipped_stats(image.data, sigma=3)" + ] + }, + { + "cell_type": "markdown", + "id": "14f99306", + "metadata": {}, + "source": [ + "Here we identity sources in the input image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "648a41a2", + "metadata": {}, + "outputs": [], + "source": [ + "threshold = image_stddev * 2\n", + "\n", + "# Min Source size (area)\n", + "npixels = 2**2\n", + "\n", + "cat, segm, segm_deblend = pf.make_catalog( \n", + " image.data, \n", + " threshold=threshold, \n", + " deblend=True, \n", + " npixels=npixels,\n", + " contrast=0.00,\n", + " plot=True, vmax=vmax, vmin=vmin,\n", + " figsize=[12, 6]\n", + ")\n", + "\n", + "plt.show()\n", + "\n", + "# Display source properties\n", + "print(\"Num of Targets:\", len(cat))" + ] + }, + { + "cell_type": "markdown", + "id": "8d1050fc", + "metadata": {}, + "source": [ + "## Single Source Photometry \n", + "\n", + "\n", + "Here we pick a galaxy that can be modeled using a single Sérsic model, the galaxy in the middle looks like an elliptical galaxy that can be well described by such a profile. To make sure we selected the right galaxy, we use the `plot_target` function to plot a cutout of the source. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5c2384e9", + "metadata": {}, + "outputs": [], + "source": [ + "# Sort and select object of interest in the catalog\n", + "sorted_idx_list = pf.order_cat(cat, key='area', reverse=True)\n", + "idx = sorted_idx_list[2] # index 0 is largest \n", + "source = cat[idx] # get source from the catalog \n", + "\n", + "pf.plot_target(\n", + " position=(source.maxval_xindex, source.maxval_yindex), \n", + " image=image.data, \n", + " size=100, \n", + " vmax=vmax, \n", + " vmin=vmin\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "9d172029", + "metadata": {}, + "source": [ + "After selecting the source, we define a radius list for the aperture photometry. Once `r_list` is defined, we run the `source_photometry` step." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2c1a6837", + "metadata": {}, + "outputs": [], + "source": [ + "# Max aperture radius \n", + "max_pix = 70\n", + "\n", + "r_list = pf.make_radius_list(\n", + " max_pix=max_pix, # Max pixel to go up to\n", + " n=max_pix # the number of radii to produce (i.e 1 aperture per pixel increase in r) \n", + ")\n", + "\n", + "print(\"len(r_list) = {}\".format(len(r_list)))\n", + "\n", + "\n", + "# Photomerty \n", + "flux_arr, area_arr, error_arr = pf.source_photometry(\n", + " # Inputs \n", + " source, # Source (`photutils.segmentation.catalog.SourceCatalog`)\n", + " image.data, # Image as 2D array \n", + " segm_deblend, # Deblended segmentation map of image\n", + " r_list, # list of aperture radii \n", + "\n", + " # Options \n", + " error=err, # Error image (optional)\n", + " cutout_size=max(r_list)*2, # Cutout out size, set to double the max radius \n", + " bg_sub=True, # Subtract background \n", + " sigma=3, sigma_type='clip', # Fit a 2D plane to pixels within 3 sigma of the mean\n", + " plot=True, vmax=vmax, vmin=vmin, # Show plot with max and min defined above\n", + ")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d167e5fa", + "metadata": {}, + "source": [ + "## Petrosian Profile \n", + "\n", + " \n", + "We use the photometry that we obtained to construct a `Petrosian` profile of the galaxy. This will allow us to estimate the parameters of the galaxies Sérsic profile. We also initialize a `PetrosianCorrection` which we can use to estimate the Sérsic index (`n`) and `r_eff` (half-light radius). The correction grid we use for `PetrosianCorrection` was created specifically for this dataset using the PSF above. \n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e2161ce6", + "metadata": {}, + "outputs": [], + "source": [ + "p = pf.Petrosian(r_list, area_arr, flux_arr, flux_err=error_arr)\n", + "\n", + "pc = pf.PetrosianCorrection.read(\"data/f105w_psf_corr.ecsv\")" + ] + }, + { + "cell_type": "markdown", + "id": "bdcaebb5", + "metadata": {}, + "source": [ + "Next we compute and apply the epsilon that produces the correct `r_total_flux` and creates a new corrected Petrosian profile (`corrected_p`).\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "42ff7344", + "metadata": {}, + "outputs": [], + "source": [ + "pc.plot_correction(p)\n", + "plt.show()\n", + "corrected_p = pc.correct(p)" + ] + }, + { + "cell_type": "markdown", + "id": "8cb7fca8", + "metadata": {}, + "source": [ + "Galaxies with a high Sérsic index (high concentration) have `r_total_flux`s that extend much further than we can possibly measure. If the corrected `r_total_flux` is out of the photometric range (i.e ` r_total_flux > max_pix `), we would be unable to measure the flux at `r_total_flux` (the total flux), which also means that we would be unable to measure the Petrosian radius (`np.nan` is returned). If the corrected ` r_total_flux` is out of range and we feel like the photometry data range goes far out enough to estimate the total flux, we can set `epsilon` to a value that will result in a ` r_total_flux` equal to the last photometry radius." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6f0d4ee3", + "metadata": {}, + "outputs": [], + "source": [ + "max_photometry_r = max(corrected_p.r_list)\n", + "\n", + "if corrected_p.total_flux > max_photometry_r:\n", + " print(\"Truncation was applied\")\n", + " truncated_epsilon = max_photometry_r / corrected_p.r_petrosian\n", + " corrected_p.epsilon = truncated_epsilon\n", + "else:\n", + " print(\"Truncation was not needed\")\n", + "\n", + "# Print Radii\n", + "print('total_flux = ', corrected_p.total_flux)\n", + "print('max_photometry_r = ', max_photometry_r)\n", + "\n", + "# Plot Petrosian \n", + "corrected_p.plot()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "ab39545f", + "metadata": {}, + "source": [ + "## Estimating Sérsic Parameters \n", + "\n", + "`astropy`’s `Sersic2D` implements this model and allows us to provide initial guesses for the Sérsic parameters. Getting good estimates of these parameters is very important because the Levenberg-Marquardt algorithm is sensitive and may return parameters that correspond to a local minimum. Because of this, we follow the steps below to estimate the Sérsic parameters.\n", + "\n", + "The `Sersic2D` model has the following parameters:\n", + "\n", + "- [**amplitude**: Surface brightness at r_eff.](#Amplitude-at-r_eff)\n", + "- [**r_eff**: Effective (half-light) radius.](#Half-Light-Radius-(r_eff))\n", + "- [**n**: Sérsic Index.](#Sérsic-Index)\n", + "- [**x_0 and y_0**: x and y position of the center.](#Center-Pixel)\n", + "- [**ellip**: Ellipticity of the profile.](#Ellipticity-and-Elongation)\n", + "- [**theta**: Rotation angle in radians, counterclockwise from the positive x-axis.](#Source-Orientation)\n", + "\n", + "\n", + "\n", + "### Center Pixel\n", + "\n", + "We can use the `get_source_position` to find the max pixel position of the source in the image using the `SourceCatalog` object. Since this center is relative to the image, we save the result in `image_x_0` and `image_y_0`." + ] + }, + { + "cell_type": "raw", + "id": "cb0c268a", + "metadata": {}, + "source": [ + "
\n", + "

Note

\n", + "

The x_0 and y_0 vlaues we use in the model in this example are defined in the Zoom and Mask Image section. This is because we make a cutout of the target at (image_x_0, image_y_0) which shifts the coordinate space. If no cutouts are made, then we can use (image_x_0, image_y_0) as the center of the astropy model.

\n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "508cb6a9", + "metadata": {}, + "outputs": [], + "source": [ + "image_x_0, image_y_0 = pf.get_source_position(source)\n", + "\n", + "print(image_x_0, image_y_0)" + ] + }, + { + "cell_type": "markdown", + "id": "29805c6d", + "metadata": {}, + "source": [ + "### Ellipticity and Elongation\n", + "\n", + "We pass the source's `SourceCatalog` object to the `get_source_ellip` and `get_source_elong` functions to find the source's light profile ellipticity and elongation respectively. These values are derived from the segmentation footprint of the source. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4c3178e0", + "metadata": {}, + "outputs": [], + "source": [ + "ellip = pf.get_source_ellip(source)\n", + "elong = pf.get_source_elong(source)\n", + "\n", + "print(ellip)\n", + "print(elong)" + ] + }, + { + "cell_type": "markdown", + "id": "2655cec5", + "metadata": {}, + "source": [ + "### Source Orientation\n", + "\n", + "We pass the source's `SourceCatalog` object to the `get_source_theta` function to find the orientation of the light profile in radians, counterclockwise from the positive x-axis. In some catalogs, this value is known as the position angle." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2c98ec68", + "metadata": {}, + "outputs": [], + "source": [ + "theta = pf.get_source_theta(source)\n", + "\n", + "print(theta)" + ] + }, + { + "cell_type": "markdown", + "id": "6dfa5518", + "metadata": {}, + "source": [ + "### Sérsic Index\n", + "\n", + "The PetroFit `PetrosianCorrection` contains a grid that maps the uncorrected (PSF convolved) Petrosian half-light radius and concentration index to an epsilon value that gives the correct Petrosian radii. This grid can also be used to map the Petrosian radius, uncorrected half-light radius, and concentration index to a Sérsic index. \n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "57ef0d9c", + "metadata": {}, + "outputs": [], + "source": [ + "n = pc.estimate_n(p)\n", + "\n", + "print(n)" + ] + }, + { + "cell_type": "markdown", + "id": "881f2ffe", + "metadata": {}, + "source": [ + "### Half-Light Radius (r_eff)\n", + "\n", + "We use the corrected Petrosian to estimate the half-light radius (`r_eff`)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b0dec7fc", + "metadata": {}, + "outputs": [], + "source": [ + "r_eff = corrected_p.r_half_light\n", + "\n", + "print(r_eff)" + ] + }, + { + "cell_type": "markdown", + "id": "f1189983", + "metadata": {}, + "source": [ + "### Amplitude at r_eff\n", + "\n", + "To find the flux at the half-light radius, we fit an elliptical isophot at `r_eff` using `photutils`’s `Ellipse` model using the `get_amplitude_at_r` function. If this value can not be computed, `np.nan` is returned so make sure to check using `np.isnan(amplitude)`\n", + "\n", + "```\n", + "from photutils.isophote import EllipseGeometry, Ellipse\n", + "\n", + "# Define EllipseGeometry using ellip and theta\n", + "g = EllipseGeometry(image_x_0, image_y_0, 1., ellip, theta)\n", + "\n", + "# Create Ellipse model \n", + "ellipse = Ellipse(image.data, geometry=g)\n", + "\n", + "# Fit isophote at r_eff\n", + "iso = ellipse.fit_isophote(r_eff)\n", + "\n", + "# Get flux at r_eff\n", + "amplitude = iso.intens\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cca1b19a", + "metadata": {}, + "outputs": [], + "source": [ + "from petrofit.segmentation import get_amplitude_at_r\n", + "amplitude = get_amplitude_at_r(r_eff, image, image_x_0, image_y_0, ellip, theta)\n", + "\n", + "print(amplitude)" + ] + }, + { + "cell_type": "markdown", + "id": "f9e59d78", + "metadata": {}, + "source": [ + "## Zoom and Mask Image\n", + "\n", + "Before we fit the image, it is important to mask all nearby sources to avoid interference and zoom in to avoid fitting irrelevant pixels (especially those outside of `r_total_flux`). For this example, we will mask nearby sources using the `masked_segm_image` function that masks pixels using source segmentation footprints and make a zoomed cutout using `astropy`’s `Cutout2D` function. We also make a second cutout (`fitting_image_unmasked`) of the same dimensions as the fitting image, but without masking nearby sources. We will subtract the fitted model from this unmasked image once the fitting is complete. \n", + "\n", + "We make a cutout of size `cutout_size` centered at the source, as we identified in the [finding center section](#Center-Pixel), and define a new center (`x_0` and `y_0`) that we will use in the `astropy` model. \n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "dbe30014", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.nddata import Cutout2D\n", + "\n", + "# Define cutout size \n", + "cutout_size = 120\n", + "\n", + "# Make an image with all sources masked except `source`\n", + "masked_image = pf.masked_segm_image(source, image.data, segm_deblend, fill=None, mask_background=False)\n", + "\n", + "# Make cutouts \n", + "fitting_image = Cutout2D(masked_image, (image_x_0, image_y_0), cutout_size, mode='partial', copy=True)\n", + "fitting_image_unmasked = Cutout2D(image.data, (image_x_0, image_y_0), cutout_size, mode='partial', copy=True)\n", + "\n", + "# Define new center \n", + "x_0 = y_0 = cutout_size / 2\n", + "\n", + "# Plot cutout that will be fit \n", + "plt.imshow(fitting_image.data, vmin=vmin, vmax=vmax)\n", + "plt.title(\"Galaxy in Abell 2744\")\n", + "plt.xlabel(\"Pixels\")\n", + "plt.ylabel(\"Pixels\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "33f984f4", + "metadata": {}, + "source": [ + "## Make Sérsic Model\n", + "\n", + "### Astropy Model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3cb0021c", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.modeling import models \n", + "\n", + "center_slack = 4\n", + "\n", + "sersic_model = models.Sersic2D(\n", + " \n", + " amplitude=amplitude,\n", + " r_eff=r_eff,\n", + " n=n,\n", + " x_0=x_0,\n", + " y_0=y_0,\n", + " ellip=ellip, \n", + " theta=theta,\n", + " \n", + " bounds = pf.get_default_sersic_bounds({\n", + " 'x_0': (x_0 - center_slack/2, x_0 + center_slack/2),\n", + " 'y_0': (y_0 - center_slack/2, y_0 + center_slack/2),\n", + " }),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "84dec3c3", + "metadata": {}, + "source": [ + "### Load PSF " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8dc9f08a", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.io import fits\n", + "\n", + "# Load PSF image (2D array)\n", + "PSF = fits.getdata('data/f105w_psf.fits.gz')\n", + "\n", + "# Normalize PSF \n", + "PSF = PSF / PSF.sum()\n", + "\n", + "# Note that the PSF shape is odd on all sides\n", + "print(\"PSF Shape = {}\".format(PSF.shape))\n", + "\n", + "# Plot PSF and use vmax and vmin to show difraction spikes\n", + "plt.imshow(PSF, vmin=0, vmax=PSF.std()/10)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "817344e0", + "metadata": {}, + "source": [ + "### Oversampling " + ] + }, + { + "cell_type": "markdown", + "id": "70d6d88a", + "metadata": {}, + "source": [ + "**Oversample Entire Model Image**\n", + "\n", + "To oversample the image by a factor, you can pass a single integer value. For example:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f7d7d660", + "metadata": {}, + "outputs": [], + "source": [ + "# Oversample the entire image by a factor of 4\n", + "oversample = 4 " + ] + }, + { + "cell_type": "markdown", + "id": "f8a178f5", + "metadata": {}, + "source": [ + "### Create PetroFit Model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ef24ad08", + "metadata": {}, + "outputs": [], + "source": [ + "psf_sersic_model = pf.PSFConvolvedModel2D(sersic_model, psf=PSF, oversample=oversample)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8014d5a1", + "metadata": {}, + "outputs": [], + "source": [ + "# Disable the PSF rotation, \n", + "psf_sersic_model.fixed['psf_pa'] = True" + ] + }, + { + "cell_type": "markdown", + "id": "f53b0ee0", + "metadata": {}, + "source": [ + "## Fitting the PSF Model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "646afb23", + "metadata": {}, + "outputs": [], + "source": [ + "fitting_rms = Cutout2D(rms, (image_x_0, image_y_0), cutout_size, mode='partial', copy=True)\n", + "fitting_weights = 1 / fitting_rms.data " + ] + }, + { + "cell_type": "markdown", + "id": "aff6a5c9", + "metadata": {}, + "source": [ + "To fit the galaxy we prepared with the `PSFConvolvedModel2D` we constructed, we call the `fit_model` as follows: " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "990fe9a4", + "metadata": {}, + "outputs": [], + "source": [ + "%%time\n", + "\n", + "fitted_model, fit_info = pf.fit_model(\n", + " fitting_image.data, psf_sersic_model,\n", + " weights=fitting_weights,\n", + " maxiter=10000,\n", + " epsilon=1.4901161193847656e-08,\n", + " acc=1e-09,\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "544b714d", + "metadata": {}, + "outputs": [], + "source": [ + "pf.print_model_params(fitted_model)" + ] + }, + { + "cell_type": "markdown", + "id": "92341da0", + "metadata": {}, + "source": [ + "## Model Visualization" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "73fd5f44", + "metadata": {}, + "outputs": [], + "source": [ + "pf.plot_fit(fitted_model, fitting_image_unmasked, vmax=vmax, vmin=vmin, figsize=[3*6, 6])\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d5d03654", + "metadata": {}, + "source": [ + "If we want to make a model image that we can subtract from the original data image, we just update the center of the model and generate a model image the same dimensions as the original image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a09353ca", + "metadata": {}, + "outputs": [], + "source": [ + "from copy import deepcopy \n", + "\n", + "# Reposition the Model\n", + "# --------------------\n", + "\n", + "# Copy the model before changing the parameters\n", + "fitted_model_copy = deepcopy(fitted_model)\n", + "\n", + "# Change the frame of reference from the fitting \n", + "# image to the original data coordinates. \n", + "# Remember that (x_0, y_0) -> (image_x_0, image_y_0) \n", + "fitted_model_copy.x_0 = image_x_0 + (fitted_model.x_0 - x_0)\n", + "fitted_model_copy.y_0 = image_y_0 + (fitted_model.y_0 - y_0)\n", + "\n", + "# Make Model Image \n", + "# ----------------\n", + "\n", + "# Set the size of the model image equal to the original image\n", + "full_fitted_image_size = image.data.shape[0]\n", + "\n", + "# Center the model image at the center of the original image\n", + "# so the two images cover the same window \n", + "full_fitted_image_center = full_fitted_image_size // 2 \n", + "\n", + "# Generate a model image from the model\n", + "full_fitted_model_image = pf.model_to_image(\n", + " fitted_model_copy, \n", + " full_fitted_image_size, \n", + " \n", + ")\n", + "\n", + "# Plot Model Image\n", + "# ----------------\n", + "pf.plot_fit(fitted_model_copy, image.data,vmin=vmin, vmax=vmax)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "be820294", + "metadata": {}, + "source": [ + "## Estimated vs. Fitted Parameters\n", + "\n", + "In this section we compare the initial estimates that we derived purely from photometry vs. the parameters that were fit to the data. In the printout below, we see the fitted values in the first column and our initial guesses in the second column for each parameter." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "029e4ac4", + "metadata": {}, + "outputs": [], + "source": [ + "assumptions = [\n", + " amplitude,\n", + " r_eff,\n", + " n,\n", + " x_0,\n", + " y_0,\n", + " ellip,\n", + " theta,\n", + " 0 # psf_pa\n", + "]\n", + "\n", + "print(\"fit\\tassum\\tparam_name\")\n", + "for param_name, param_val, assumption in zip(fitted_model.param_names, fitted_model.parameters, assumptions):\n", + " print(\"{:0.2f}\\t{:0.2f}\\t{}\".format(param_val, assumption, param_name))" + ] + }, + { + "cell_type": "markdown", + "id": "49ef8b94", + "metadata": {}, + "source": [ + "## Galaxy vs. Model Profiles \n", + "\n", + "Now that we have a model image, we can do photometry and compare the Petrosian measurements of the model to that of the original galaxy image. Since we know the exact position of the target in the model image and because there are no intruding sources, we can perform direct photometry using `photometry_step` function." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e7f36d7f", + "metadata": {}, + "outputs": [], + "source": [ + "# Photomerty \n", + "model_flux_arr, model_area_arr, model_error_arr = pf.source_photometry(\n", + " \n", + " # Inputs \n", + " source, # Source (`photutils.segmentation.catalog.SourceCatalog`)\n", + " full_fitted_model_image, # Image as 2D array \n", + " segm_deblend, # Deblended segmentation map of image\n", + " r_list, # list of aperture radii\n", + " \n", + " # Options \n", + " cutout_size=max(r_list)*2, # Cutout out size, set to double the max radius \n", + " bg_sub=True, # Subtract background \n", + " sigma=3, sigma_type='clip', # Fit a 2D plane to pixels within 3 sigma of the mean\n", + " plot=True, vmax=vmax, vmin=vmin, # Show plot with max and min defined above\n", + ")\n", + "\n", + "plt.title(\"Model Image\")\n", + "plt.xlabel(\"Pixels\")\n", + "plt.ylabel(\"Pixels\")\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "70f0a018", + "metadata": {}, + "outputs": [], + "source": [ + "# Plot Light profile \n", + "plt.plot(r_list, flux_arr, label='Data', lw=5, alpha=0.7)\n", + "plt.plot(r_list, model_flux_arr, label='Model', lw=5, alpha=0.7)\n", + "\n", + "plt.title(\"Light Profiles\")\n", + "plt.xlabel(\"Aperture Radius [Pixels]\")\n", + "plt.ylabel(\"Cumulative Flux [{}]\".format(image.unit))\n", + "pf.mpl_tick_frame()\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "0d874013", + "metadata": {}, + "source": [ + "### Petrosian Radii Comparison\n", + "\n", + "We compare the Petrosian profiles and radii of the two images." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "350d3197", + "metadata": {}, + "outputs": [], + "source": [ + "model_p = pf.Petrosian(r_list, model_area_arr, model_flux_arr)\n", + "\n", + "model_corrected_p = pc.correct(model_p)\n", + "\n", + "\n", + "# Plot Image \n", + "plt.imshow(full_fitted_model_image, vmax=vmax, vmin=vmin)\n", + "\n", + "model_position = (\n", + " fitted_model_copy.x_0.value,\n", + " fitted_model_copy.y_0.value)\n", + "\n", + "model_position = (image_x_0, image_y_0)\n", + "model_elong = 1 / (1 - fitted_model_copy.ellip.value)\n", + "\n", + "model_theta = fitted_model_copy.theta.value\n", + "\n", + "model_corrected_p.imshow(\n", + " position=model_position,\n", + " elong=model_elong, \n", + " theta=model_theta\n", + ")\n", + "\n", + "plt.title(\"Model Image\")\n", + "plt.xlabel(\"Pixels\")\n", + "plt.ylabel(\"Pixels\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ce40f7bf", + "metadata": {}, + "outputs": [], + "source": [ + "corrected_p.plot(plot_r=True)\n", + "model_corrected_p.plot(plot_r=True, color='tab:orange')\n", + "\n", + "plt.gca().get_legend().remove()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a443d341", + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Data r_total_flux = {:0.2f}\".format(corrected_p.r_total_flux))\n", + "print(\"Model r_total_flux = {:0.2f}\".format(model_corrected_p.r_total_flux))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b865eade", + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Data r_half_light = {:0.2f}\".format(corrected_p.r_half_light))\n", + "print(\"Model r_half_light= {:0.2f}\".format(model_corrected_p.r_half_light))" + ] + }, + { + "cell_type": "markdown", + "id": "556d1281", + "metadata": {}, + "source": [ + "### Total Flux Comparison\n", + "\n", + "Finally we compare the total Petrosian flux of the data vs the model:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8ccf7c61", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "print(\"Data Corrected Total Flux = {:0.2f}\".format(corrected_p.total_flux * image.unit))\n", + "print(\"Model Corrected Total Flux = {:0.2f}\".format(model_corrected_p.total_flux * image.unit))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8ad7946b", + "metadata": {}, + "outputs": [], + "source": [ + "print(\"Data Corrected AB mag = {:0.2f} mag\".format(pf.hst_flux_to_abmag(corrected_p.total_flux, image.header) ))\n", + "print(\"Model Corrected AB mag = {:0.2f} mag\".format(pf.hst_flux_to_abmag(model_corrected_p.total_flux, image.header) ))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/docs/index.rst b/docs/index.rst index 5bf2a0d..56967ec 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -41,6 +41,13 @@ Table of Contents correction_grids fitting +.. toctree:: + :caption: Tutorials + :maxdepth: 1 + + fitting_workflow + multi_object + .. toctree:: :caption: Developer :maxdepth: 1 diff --git a/docs/introduction.ipynb b/docs/introduction.ipynb index fe3e58f..fd1986b 100644 --- a/docs/introduction.ipynb +++ b/docs/introduction.ipynb @@ -358,20 +358,20 @@ "id": "59bb24c5", "metadata": {}, "source": [ - "" + "- [**epsilon**: Estimated Corrected Epsilon.](./petrosian.ipynb#Corrections-and-Approximations)" ] }, { diff --git a/docs/multi_object.ipynb b/docs/multi_object.ipynb new file mode 100644 index 0000000..cd105a4 --- /dev/null +++ b/docs/multi_object.ipynb @@ -0,0 +1,636 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "5d6541c4", + "metadata": {}, + "source": [ + "# Multi-object Photometry\n", + "\n", + "In this section we demonstrate how to perform photometry on multiple objects in an image. We choose a faint group of galaxies and run the photometry steps as described in the [Photometry](./photometry.ipynb#Photometry) section.\n", + "\n", + "To start with PetroFit, simply import it as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2de4bfde", + "metadata": {}, + "outputs": [], + "source": [ + "import petrofit as pf " + ] + }, + { + "cell_type": "markdown", + "id": "f0d11bba", + "metadata": {}, + "source": [ + "## Loading Example Data\n", + "\n", + "The following data is a cutout of a group of faint galaxies in Abell 2744. The original data was acquired by the [Hubble Frontier Fields](https://frontierfields.org) team via the WFC3 instrument in the `F105W` filter and can be directly downloaded from the [Mikulski Archive for Space Telescopes](https://archive.stsci.edu/pub/hlsp/frontier/abell2744/images/hst/v1.0/hlsp_frontier_hst_wfc3-60mas_abell2744_f105w_v1.0_drz.fits). \n", + "\n", + "We first use `astropy`'s ``CCDData`` to load the example data and visualize it through `matplotlib`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1c73113d", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.nddata import CCDData\n", + "\n", + "image = CCDData.read('data/abell_2744_group_of_galaxies_f105w.fits.gz')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e867d428", + "metadata": { + "nbsphinx": "hidden" + }, + "outputs": [], + "source": [ + "# Hidden cell\n", + "\n", + "%matplotlib inline\n", + "\n", + "# Stop Fit Model to Data section warnings\n", + "import warnings\n", + "warnings.filterwarnings('ignore', append=True)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1de6d092", + "metadata": {}, + "outputs": [], + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "plt.rcParams['figure.figsize'] = [6, 6]\n", + "plt.rcParams['image.origin'] = 'lower'\n", + "plt.rcParams['font.size'] = 12\n", + "\n", + "vmax = 0.01 # Use the image std as max and min of all plots \n", + "vmin = - vmax \n", + "\n", + "plt.imshow(image.data, vmin=vmin, vmax=vmax)\n", + "plt.title(\"Galaxy Group in Abell 2744 Frontier Field\")\n", + "plt.xlabel(\"Pixels\")\n", + "plt.ylabel(\"Pixels\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "3abd847f", + "metadata": {}, + "source": [ + "## Make Source Catalog \n", + "\n", + "We will use the sigma clipped std as a threshold at the segmentation and deblending steps.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "205cf01e", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.stats import sigma_clipped_stats\n", + "\n", + "# Compute stats for threshold\n", + "image_mean, image_median, image_stddev = sigma_clipped_stats(image.data, sigma=3)\n", + "\n", + "# Define threshold\n", + "threshold = image_stddev \n", + "\n", + "# Min Source size (area)\n", + "npixels = 5**2\n", + "\n", + "\n", + "cat, segm, segm_deblend = pf.make_catalog( \n", + " image.data, \n", + " threshold=threshold,\n", + " wcs=image.wcs,\n", + " deblend=True, \n", + " npixels=npixels,\n", + " contrast=0.00,\n", + " plot=True, vmax=vmax, vmin=vmin,\n", + " figsize=[12, 6]\n", + ")\n", + "\n", + "plt.show()\n", + "\n", + "# Display source properties\n", + "print(\"Num of Targets:\", len(cat))" + ] + }, + { + "cell_type": "markdown", + "id": "6d8493b8", + "metadata": {}, + "source": [ + "## Photometry Loop\n", + "\n", + "We define the list of aperture radii and proceed to the photometry step. In this case, instead of selecting a source, we loop through the source catalog and perform photometry on each object. After constructing the photometry we create a ` Petrosian` object for the source. We save the `Petrosian` in a python dictionary (`petrosian_properties`) for later use." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e31fff82", + "metadata": {}, + "outputs": [], + "source": [ + "max_pix=35\n", + "\n", + "r_list = pf.make_radius_list(\n", + " max_pix=max_pix, # Max pixel to go up to\n", + " n=max_pix # the number of radii to produce \n", + ")\n", + "\n", + "\n", + "petrosian_properties = {}\n", + "\n", + "for idx, source in enumerate(cat):\n", + " \n", + " # Photomerty \n", + " flux_arr, area_arr, error_arr = pf.source_photometry(\n", + "\n", + " # Inputs \n", + " source, # Source (`photutils.segmentation.catalog.SourceCatalog`)\n", + " image.data, # Image as 2D array \n", + " segm_deblend, # Deblended segmentation map of image\n", + " r_list, # list of aperture radii \n", + "\n", + " # Options \n", + " cutout_size=max(r_list)*2, # Cutout out size, set to double the max radius \n", + " bg_sub=True, # Subtract background \n", + " sigma=3, sigma_type='clip', # Fit a 2D plane to pixels within 3 sigma of the mean\n", + " plot=False, vmax=vmax, vmin=vmin, # Show plot with max and min defined above\n", + " )\n", + " plt.show()\n", + " \n", + " p = pf.Petrosian(r_list, area_arr, flux_arr)\n", + " \n", + " petrosian_properties[source] = p\n", + " \n", + "print(\"Completed for {} Sources\".format(len(petrosian_properties)))" + ] + }, + { + "cell_type": "markdown", + "id": "7646c36d", + "metadata": {}, + "source": [ + "## Compute Total Mags \n", + "\n", + "We compute the total magnitudes of the sources by looping through their ` Petrosian` objects. We use the ` flux_to_abmag` function to convert the total flux to AB mags of each object." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e6dfa0ff", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np \n", + "\n", + "mag_list = []\n", + "\n", + "for source in petrosian_properties:\n", + " \n", + " # Get Petrosian\n", + " p = petrosian_properties[source]\n", + " \n", + " # Compute HST Flux -> mags for total_flux\n", + " mag = pf.hst_flux_to_abmag(p.total_flux, image.header)\n", + " \n", + " # Add to mag list\n", + " mag_list.append(mag)\n", + "\n", + "# Convert mag_list to array \n", + "mag_list = np.array(mag_list)\n", + "\n", + "mag_list" + ] + }, + { + "cell_type": "markdown", + "id": "a29a8bc9", + "metadata": {}, + "source": [ + "## Photometry Catalog\n", + "\n", + "We construct and save a photometry catalog with the magnitudes we computed. To construct the table, we first use the `SourceCatalog.to_table()` function that returns an `astropy` `table`. This will include important info about each source. We then add a new column (`MAG_F105W`) with the total mags we computed. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b2d71dd2", + "metadata": {}, + "outputs": [], + "source": [ + "# Segmentation catalog to astropy table.\n", + "photo_cat = cat.to_table()\n", + "\n", + "# Add new column with mags.\n", + "photo_cat.add_column(mag_list, index=4, name='MAG_F105W')\n", + "\n", + "# Save to file.\n", + "photo_cat.write('temp/example_photo_cat.csv', overwrite=True)\n", + "\n", + "photo_cat" + ] + }, + { + "cell_type": "markdown", + "id": "06535ee7", + "metadata": {}, + "source": [ + "# Simultaneous Fitting\n", + "\n", + "In this section, we explore how to make compound models that can be used to describe multiple objects in an image. We use the same dataset as the [Multi-object Photometry section](#Multi-object-Photometry) to fit the nine faint sources with Sersic profiles. \n", + "\n", + "## Make Individual Models\n", + "\n", + "To do this we loop through the sources and construct `astropy` ` Sersic2D` models for each source. We also make initial guesses of the paramters as described in the Estimating Sersic Parameters section. At the end of each iteration, we add the newly constructed model in a list `model_list`.\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "031f39c1", + "metadata": {}, + "outputs": [], + "source": [ + "from photutils.isophote import EllipseGeometry, Ellipse\n", + "from astropy.modeling import models\n", + "from petrofit.modeling import get_default_sersic_bounds\n", + "\n", + "# AstroPy Model List\n", + "model_list = []\n", + "\n", + "# For each source\n", + "for source in list(petrosian_properties.keys()):\n", + " \n", + " # Get Petrosian\n", + " p = petrosian_properties[source]\n", + " \n", + " # Estimate center \n", + " position = pf.get_source_position(source) \n", + " x_0, y_0 = position\n", + " \n", + " # Estimate shape \n", + " elong = pf.get_source_elong(source)\n", + " ellip = pf.get_source_ellip(source)\n", + " theta = pf.get_source_theta(source)\n", + " \n", + " # Estimate Sersic index\n", + " n = 1\n", + " \n", + " # Estimate r_half_light\n", + " r_eff = p.r_half_light\n", + " \n", + " # Estimate amplitude\n", + " amplitude = pf.get_amplitude_at_r(r_eff, image, x_0, y_0, ellip, theta)\n", + " \n", + " # Allow for 4 pixel center slack \n", + " center_slack = 4\n", + " \n", + " # Make astropy model\n", + " sersic_model = models.Sersic2D(\n", + "\n", + " amplitude=amplitude,\n", + " r_eff=r_eff,\n", + " n=n,\n", + " x_0=x_0,\n", + " y_0=y_0,\n", + " ellip=ellip, \n", + " theta=theta,\n", + "\n", + " bounds = get_default_sersic_bounds({\n", + " 'x_0': (x_0 - center_slack/2, x_0 + center_slack/2),\n", + " 'y_0': (y_0 - center_slack/2, y_0 + center_slack/2),\n", + " }),\n", + " )\n", + " \n", + " # Add to model list \n", + " model_list.append(sersic_model)\n", + " \n", + " # Over-plot Petrosian radii \n", + " p.imshow(position=position, elong=elong, theta=theta, lw=1.25)\n", + "\n", + "# Plot image of sources \n", + "plt.imshow(image.data, vmax=vmax, vmin=vmin)\n", + "pf.mpl_tick_frame()\n", + "plt.xlabel('Pixels')\n", + "plt.ylabel('Pixels')\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "dd6fba37", + "metadata": {}, + "source": [ + "## Make Compound Model\n", + "\n", + "To make a single compound model that represents all the sources of interest, we add up all the models. `astropy` models can be added like numbers or arrays, so we convert the model list to a `numpy` array and sum it. \n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "62a78c7e", + "metadata": {}, + "outputs": [], + "source": [ + "compound_model = np.array(model_list).sum()\n", + "\n", + "compound_model" + ] + }, + { + "cell_type": "markdown", + "id": "caa7f1f8", + "metadata": {}, + "source": [ + "## Make PSFConvolvedModel2D\n", + "\n", + "Now that we have a single model that represents all the sources, we can create a `PSFConvolvedModel2D` with the appropriate parameters. We load a PSF as described in the [PSF section](./fitting.ipynb#Estimating-Sérsic-Parameters) of the fitting documentation. We then wrap the compound model and PSF using `PSFConvolvedModel2D`. We specify an oversampling factor 4 to account for poor CCD sampling.\n", + "\n", + "**Load and Normalize PSF**\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2f37cac9", + "metadata": {}, + "outputs": [], + "source": [ + "from astropy.io import fits\n", + "\n", + "PSF = fits.getdata('data/f105w_psf.fits.gz')\n", + "PSF = PSF / PSF.sum()\n", + "\n", + "plt.imshow(PSF, vmin=0, vmax=PSF.std()/10)" + ] + }, + { + "cell_type": "markdown", + "id": "d813bcc4", + "metadata": {}, + "source": [ + "**PSFConvolvedModel2D**" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5dede573", + "metadata": {}, + "outputs": [], + "source": [ + "psf_sersic_model = pf.PSFConvolvedModel2D(compound_model, psf=PSF, oversample=4)\n", + "\n", + "psf_sersic_model.fixed['psf_pa'] = True" + ] + }, + { + "cell_type": "markdown", + "id": "2a51a810", + "metadata": {}, + "source": [ + "## Fit Model to Data\n", + "\n", + "We fit the compound model using a Levenberg-Marquardt algorithm and save the returned optimized copy of the fitted model in `fitted_model`. Since this the compound model is composed of many parameters, we may see `astropy` warnings when the fitter explores parameters that cause issues, such as division by zero." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2ae27f14", + "metadata": {}, + "outputs": [], + "source": [ + "%%time\n", + "\n", + "fitted_model, _ = pf.fit_model(\n", + " image.data, psf_sersic_model,\n", + " maxiter=10000,\n", + " epsilon=1.4901161193847656e-08,\n", + " acc=1e-09,\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "c25efce0", + "metadata": {}, + "source": [ + "## Generate Model Image\n", + "\n", + "To generate a model image we use the `model_to_image` utility function. This function allows us to define the center of the model image and the side length of the image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "13ec334d", + "metadata": {}, + "outputs": [], + "source": [ + "# Make Model Image\n", + "# ----------------\n", + "\n", + "# Set the size of the model image equal to the original image\n", + "full_fitted_image_size = image.data.shape[0]\n", + "\n", + "# Center the model image at the center of the original image\n", + "# so the two images cover the same window\n", + "full_fitted_image_center = full_fitted_image_size // 2\n", + "\n", + "# Generate a model image from the model\n", + "fitted_model_image = pf.model_to_image(\n", + " fitted_model,\n", + " full_fitted_image_size, \n", + ")\n", + "\n", + "# Plot Model Image\n", + "# ----------------\n", + "\n", + "fig, ax = plt.subplots(2, 2, figsize=[12, 12])\n", + "\n", + "# Plot raw data\n", + "im = ax[0, 0].imshow(image.data, vmin=vmin, vmax=vmax)\n", + "ax[0, 0].set_title(\"Hubble F105W Image\")\n", + "ax[0, 0].set_xlabel(\"Pixels\")\n", + "ax[0, 0].set_ylabel(\"Pixels\")\n", + "#ax[0, 0].axis('off')\n", + "\n", + "# Plot Petrosian radii\n", + "plt.sca(ax[0, 1])\n", + "for i, source in enumerate(petrosian_properties):\n", + " p = petrosian_properties[source]\n", + " \n", + " position = pf.get_source_position(source) \n", + " x_0, y_0 = position\n", + " \n", + " elong = pf.get_source_elong(source)\n", + " ellip = pf.get_source_ellip(source)\n", + " theta = pf.get_source_theta(source)\n", + " \n", + " p.imshow(position=position, elong=elong, theta=theta, lw=1.25)\n", + " if i == 0:\n", + " plt.legend()\n", + "ax[0, 1].imshow(image.data, vmin=vmin, vmax=vmax)\n", + "ax[0, 1].set_title(\"Petrosian Radii\")\n", + "ax[0, 1].set_xlabel(\"Pixels\")\n", + "ax[0, 1].set_ylabel(\"Pixels\")\n", + "# ax[0, 1].axis('off')\n", + "\n", + "# Plot Model Image\n", + "ax[1, 0].imshow(fitted_model_image, vmin=vmin, vmax=vmax)\n", + "ax[1, 0].set_title(\"Simultaneously Fitted Sersic Models\")\n", + "ax[1, 0].set_xlabel(\"Pixels\")\n", + "ax[1, 0].set_ylabel(\"Pixels\")\n", + "# ax[1, 0].axis('off')\n", + "\n", + "# Plot Residual\n", + "ax[1, 1].imshow(image.data - fitted_model_image, vmin=vmin, vmax=vmax)\n", + "ax[1, 1].set_title(\"Residual\")\n", + "ax[1, 1].set_xlabel(\"Pixels\")\n", + "ax[1, 1].set_ylabel(\"Pixels\")\n", + "# ax[1, 1].axis('off')\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "cf62ad6f", + "metadata": {}, + "source": [ + "## Analysis of Background\n", + "\n", + "We can now create a background image using the residual and perform some statistical analysis on it." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "deba9c81", + "metadata": {}, + "outputs": [], + "source": [ + "# Define background image\n", + "background_image = image.data - fitted_model_image\n", + "\n", + "# Compute stats\n", + "# -------------\n", + "\n", + "noise_mean = background_image.mean()\n", + "noise_sigma = background_image.std()\n", + "noise_3_sigma = noise_sigma * 3.\n", + "noise_8_sigma = noise_sigma * 8.\n", + "\n", + "print(\"noise_mean = {}\".format(noise_mean))\n", + "print(\"noise_sigma = {}\".format(noise_sigma))\n", + "print(\"noise_3_sigma = {}\".format(noise_3_sigma))\n", + "\n", + "# Plots\n", + "# -----\n", + "\n", + "fig, axs = plt.subplots(1, 2, figsize=[16, 8])\n", + "plt.sca(axs[0])\n", + "plt.imshow(image.data - fitted_model_image, vmin=vmin, vmax=vmax)\n", + "plt.title('Residual Image')\n", + "\n", + "plt.sca(axs[1])\n", + "n, bins, patches = plt.hist(background_image.flatten(), bins=35, align='left', \n", + " color='black', label=\"Binned Residual Image Pixel Values\")\n", + "plt.plot(bins[:-1], n, c='r', linewidth=3)\n", + "plt.axvline(image.data.mean(), label=\"Raw Input Image Mean\", c='g',linestyle=\"--\")\n", + "plt.axvline(noise_mean, label=\"Residual Image Mean\", linestyle=\"--\")\n", + "\n", + "\n", + "plt.xlabel('Flux Bins [{}]'.format(str(image.unit)))\n", + "plt.ylabel('Count')\n", + "plt.title('Residual Image Pixel Value Histogram')\n", + "plt.legend()\n", + "\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "5bb1e3ce", + "metadata": {}, + "source": [ + "\n", + "\n", + "Now we see the residual image mean is near that is near the mean of the noise distribution, we can make a segmentation map using the residual image 3-sigma as the detection threshold. Notice how some of the sources we were able to fit were below the 3-sigma estimate of the background (residual image). " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8a50d96b", + "metadata": {}, + "outputs": [], + "source": [ + "new_threshold = noise_3_sigma\n", + "\n", + "new_cat, new_segm, new_segm_deblend = pf.make_catalog( \n", + " image.data, \n", + " threshold=new_threshold,\n", + " wcs=image.wcs,\n", + " deblend=True, \n", + " npixels=npixels,\n", + " contrast=0.00,\n", + " plot=True, vmax=vmax, vmin=vmin,\n", + " figsize=[12, 6]\n", + ")\n", + "\n", + "plt.show()\n", + "\n", + "# Display source properties\n", + "print(\"Num of Targets:\", len(new_cat))" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.5" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 8ac47391a27d8b3875f7ddd41e41e6d34794f781 Mon Sep 17 00:00:00 2001 From: robelgeda Date: Sat, 26 Aug 2023 01:11:31 -0400 Subject: [PATCH 4/7] clean up Tutorials --- docs/fitting_workflow.ipynb | 27 ++++++++++++++++----------- docs/multi_object.ipynb | 2 +- 2 files changed, 17 insertions(+), 12 deletions(-) diff --git a/docs/fitting_workflow.ipynb b/docs/fitting_workflow.ipynb index 0f45d3f..dae1227 100644 --- a/docs/fitting_workflow.ipynb +++ b/docs/fitting_workflow.ipynb @@ -163,7 +163,7 @@ "metadata": {}, "outputs": [], "source": [ - "threshold = image_stddev * 2\n", + "threshold = image_stddev * 3\n", "\n", "# Min Source size (area)\n", "npixels = 2**2\n", @@ -320,7 +320,7 @@ "source": [ "max_photometry_r = max(corrected_p.r_list)\n", "\n", - "if corrected_p.total_flux > max_photometry_r:\n", + "if corrected_p.r_total_flux > max_photometry_r:\n", " print(\"Truncation was applied\")\n", " truncated_epsilon = max_photometry_r / corrected_p.r_petrosian\n", " corrected_p.epsilon = truncated_epsilon\n", @@ -535,7 +535,7 @@ "from astropy.nddata import Cutout2D\n", "\n", "# Define cutout size \n", - "cutout_size = 120\n", + "cutout_size = 30\n", "\n", "# Make an image with all sources masked except `source`\n", "masked_image = pf.masked_segm_image(source, image.data, segm_deblend, fill=None, mask_background=False)\n", @@ -649,8 +649,8 @@ "metadata": {}, "outputs": [], "source": [ - "# Oversample the entire image by a factor of 4\n", - "oversample = 4 " + "# Oversample the entire image by a factor of 5\n", + "oversample = 5" ] }, { @@ -697,8 +697,8 @@ "metadata": {}, "outputs": [], "source": [ - "fitting_rms = Cutout2D(rms, (image_x_0, image_y_0), cutout_size, mode='partial', copy=True)\n", - "fitting_weights = 1 / fitting_rms.data " + "fitting_err = Cutout2D(err, (image_x_0, image_y_0), cutout_size, mode='partial', copy=True)\n", + "fitting_weights = 1 / fitting_err.data" ] }, { @@ -718,9 +718,11 @@ "source": [ "%%time\n", "\n", + "from astropy.modeling import fitting\n", "fitted_model, fit_info = pf.fit_model(\n", " fitting_image.data, psf_sersic_model,\n", " weights=fitting_weights,\n", + " calc_uncertainties=True,\n", " maxiter=10000,\n", " epsilon=1.4901161193847656e-08,\n", " acc=1e-09,\n", @@ -821,7 +823,7 @@ { "cell_type": "code", "execution_count": null, - "id": "029e4ac4", + "id": "badba372", "metadata": {}, "outputs": [], "source": [ @@ -836,9 +838,12 @@ " 0 # psf_pa\n", "]\n", "\n", - "print(\"fit\\tassum\\tparam_name\")\n", - "for param_name, param_val, assumption in zip(fitted_model.param_names, fitted_model.parameters, assumptions):\n", - " print(\"{:0.2f}\\t{:0.2f}\\t{}\".format(param_val, assumption, param_name))" + "param_stds = fitted_model.stds\n", + "\n", + "print(\"assum\\tfit\\t\\tparam_name\")\n", + "for param_name, param_val, param_std, assumption in zip(fitted_model.param_names, fitted_model.parameters, param_stds.stds, assumptions):\n", + " print(\"{:0.2f}\\t{:0.2f} ± {:0.3f}\\t{}\".format(assumption, param_val, param_std, param_name))\n", + " " ] }, { diff --git a/docs/multi_object.ipynb b/docs/multi_object.ipynb index cd105a4..d6b7e05 100644 --- a/docs/multi_object.ipynb +++ b/docs/multi_object.ipynb @@ -369,7 +369,7 @@ "source": [ "## Make PSFConvolvedModel2D\n", "\n", - "Now that we have a single model that represents all the sources, we can create a `PSFConvolvedModel2D` with the appropriate parameters. We load a PSF as described in the [PSF section](./fitting.ipynb#Estimating-Sérsic-Parameters) of the fitting documentation. We then wrap the compound model and PSF using `PSFConvolvedModel2D`. We specify an oversampling factor 4 to account for poor CCD sampling.\n", + "Now that we have a single model that represents all the sources, we can create a `PSFConvolvedModel2D` with the appropriate parameters. After we load the PSF, we wrap the compound model and PSF using `PSFConvolvedModel2D`. We specify an oversampling factor 4 to account for poor CCD sampling.\n", "\n", "**Load and Normalize PSF**\n" ] From 16e8b81a38901bb293f34d35ceba2cdc633ce7e2 Mon Sep 17 00:00:00 2001 From: robelgeda Date: Sat, 26 Aug 2023 11:49:14 -0400 Subject: [PATCH 5/7] add docs on oversampled PSF --- docs/fitting.ipynb | 31 ++++++++++++++++++++++++++++++- 1 file changed, 30 insertions(+), 1 deletion(-) diff --git a/docs/fitting.ipynb b/docs/fitting.ipynb index fe01ddd..ec044f4 100644 --- a/docs/fitting.ipynb +++ b/docs/fitting.ipynb @@ -354,6 +354,35 @@ "oversample = ('x_0', 'y_0', 20, 5)" ] }, + { + "cell_type": "markdown", + "id": "cdd76eb0", + "metadata": {}, + "source": [ + "### Oversampled PSF \n", + "\n", + "The PSF can have intricate details and variations that are not well-captured if we simply sample at the same rate as the data image. \n", + "This is where the concept of an oversampled PSF comes into play.\n", + "An oversampled PSF is essentially a higher-resolution representation of the PSF, capturing its subtle variations with more detail. \n", + "This is beneficial because, during convolution, these details interact with the underlying data, ensuring a more accurate representation of the light distribution.\n", + "`PSFConvolvedModel2D` facilitates this by allowing users to specify an oversampled PSF alongside the model. \n", + "The `psf_oversample` keyword argument, or attribute, controls the oversampling factor of the PSF. \n", + "It's essential to remember that when working with both oversampled models and PSFs, compatibility is key. \n", + "The `PSFConvolvedModel2D` class ensures that the model's oversampling rate (oversample) is always an integer multiple of the PSF's oversampling rate (`psf_oversample`). " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c47b65b1", + "metadata": {}, + "outputs": [], + "source": [ + "# The star image PSF is at the \n", + "# same resolution as the data\n", + "psf_oversample = 1" + ] + }, { "cell_type": "markdown", "id": "f8a178f5", @@ -371,7 +400,7 @@ "metadata": {}, "outputs": [], "source": [ - "psf_sersic_model = pf.PSFConvolvedModel2D(sersic_model, psf=PSF, oversample=4)" + "psf_sersic_model = pf.PSFConvolvedModel2D(sersic_model, psf=PSF, oversample=4, psf_oversample=1)" ] }, { From 421b62411c9a44fceb64045888951e5423c8f9b6 Mon Sep 17 00:00:00 2001 From: robelgeda Date: Sat, 26 Aug 2023 11:58:45 -0400 Subject: [PATCH 6/7] Pixel Centering docs --- docs/fitting.ipynb | 11 ++++++++++- 1 file changed, 10 insertions(+), 1 deletion(-) diff --git a/docs/fitting.ipynb b/docs/fitting.ipynb index ec044f4..95079c4 100644 --- a/docs/fitting.ipynb +++ b/docs/fitting.ipynb @@ -252,6 +252,15 @@ "" ] }, + { + "cell_type": "markdown", + "id": "f826cd76", + "metadata": {}, + "source": [ + "### Pixel Centering in PSFConvolvedModel2D\n", + "PSFConvolvedModel2D adopts the DS9 coordinate system, where the pixel index corresponds to its center. Thus, an index of 0 designates the center of the first pixel. This is distinct from the GALFIT convention, and users should note this difference when comparing results between tools.\n" + ] + }, { "cell_type": "markdown", "id": "817344e0", @@ -259,7 +268,7 @@ "source": [ "### Oversampling \n", "\n", - "One of the advantages of using `PSFConvolvedModel2D` is its ability to sample models onto model images. Sometimes the models have regions that have to be oversampled to produce better estimates of the data. `PSFConvolvedModel2D` can oversample the entire model image or a specific pixel region of the image. The oversampling factor and region can be specified in the `oversample` keyword argument when wrapping an `astropy` model or during run time by setting the `PSFConvolvedModel2D.oversample` attribute. " + "One of the advantages of using `PSFConvolvedModel2D` is its ability to sample models onto model images. Sometimes the models have regions that have to be oversampled to produce better estimates of the data. `PSFConvolvedModel2D` can oversample the entire model image or a specific pixel region of the image. The oversampling factor and region can be specified in the `oversample` keyword argument when wrapping an `astropy` model or during run time by setting the `PSFConvolvedModel2D.oversample` attribute. \n" ] }, { From 6d9fd7b1128709ef200f190400a132c253649db8 Mon Sep 17 00:00:00 2001 From: robelgeda Date: Sat, 26 Aug 2023 15:47:00 -0400 Subject: [PATCH 7/7] remove outdated import from multi_object --- docs/multi_object.ipynb | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/docs/multi_object.ipynb b/docs/multi_object.ipynb index d6b7e05..9d059a2 100644 --- a/docs/multi_object.ipynb +++ b/docs/multi_object.ipynb @@ -276,7 +276,6 @@ "source": [ "from photutils.isophote import EllipseGeometry, Ellipse\n", "from astropy.modeling import models\n", - "from petrofit.modeling import get_default_sersic_bounds\n", "\n", "# AstroPy Model List\n", "model_list = []\n", @@ -319,7 +318,7 @@ " ellip=ellip, \n", " theta=theta,\n", "\n", - " bounds = get_default_sersic_bounds({\n", + " bounds = pf.get_default_sersic_bounds({\n", " 'x_0': (x_0 - center_slack/2, x_0 + center_slack/2),\n", " 'y_0': (y_0 - center_slack/2, y_0 + center_slack/2),\n", " }),\n",