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@jzuhone
Created December 3, 2020 20:37
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import yt\n",
"import numpy as np\n",
"import pyxsim\n",
"import soxs\n",
"import aplpy"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"# SimCut files (until November 24, 2020) have fields in this order, so we need to specify them\n",
"my_field_def = (\n",
" \"Coordinates\",\n",
" \"Velocities\",\n",
" \"Mass\",\n",
" \"ParticleIDs\",\n",
" (\"InternalEnergy\", \"Gas\"),\n",
" (\"Density\", \"Gas\"),\n",
" (\"SmoothingLength\", \"Gas\"),\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2020-12-03 15:24:23,967 Calculating time from 6.802e-01 to be 2.815e+17 seconds\n",
"yt : [INFO ] 2020-12-03 15:24:23,970 Assuming length units are in kpc/h (comoving)\n",
"yt : [INFO ] 2020-12-03 15:24:24,114 Parameters: current_time = 2.8150762954803088e+17 s\n",
"yt : [INFO ] 2020-12-03 15:24:24,115 Parameters: domain_dimensions = [1 1 1]\n",
"yt : [INFO ] 2020-12-03 15:24:24,116 Parameters: domain_left_edge = [0. 0. 0.]\n",
"yt : [INFO ] 2020-12-03 15:24:24,118 Parameters: domain_right_edge = [640000. 640000. 640000.]\n",
"yt : [INFO ] 2020-12-03 15:24:24,119 Parameters: cosmological_simulation = 1\n",
"yt : [INFO ] 2020-12-03 15:24:24,120 Parameters: current_redshift = 0.4701940848858872\n",
"yt : [INFO ] 2020-12-03 15:24:24,121 Parameters: omega_lambda = 0.728\n",
"yt : [INFO ] 2020-12-03 15:24:24,122 Parameters: omega_matter = 0.272\n",
"yt : [INFO ] 2020-12-03 15:24:24,123 Parameters: omega_radiation = 0.0\n",
"yt : [INFO ] 2020-12-03 15:24:24,125 Parameters: hubble_constant = 0.704\n"
]
}
],
"source": [
"# Set long_ids = True because the IDs are 64-bit ints\n",
"ds = yt.load(\"snap_026\", long_ids=True, field_spec=my_field_def)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"yt : [INFO ] 2020-12-03 15:24:24,164 Allocating for 3.504e+06 particles\n",
"Initializing coarse index : 100%|██████████| 6/6 [00:00<00:00, 32.24it/s]\n",
"Initializing refined index: 100%|██████████| 6/6 [00:10<00:00, 0.61it/s]\n",
"Initializing coarse index : 100%|██████████| 6/6 [00:00<00:00, 42.48it/s]\n",
"Initializing refined index: 100%|██████████| 6/6 [00:10<00:00, 0.62it/s]\n",
"yt : [INFO ] 2020-12-03 15:24:48,598 max value is 2.14216e-23 at 416853.6562500000000000 456102.5625000000000000 72669.3359375000000000\n"
]
}
],
"source": [
"sp = ds.sphere(\"max\", (2.0,\"Mpc\"))"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"soxs : [INFO ] 2020-12-03 15:24:48,604 Using APEC version 3.0.9.\n",
"soxs : [INFO ] 2020-12-03 15:24:48,605 Using apec_v3.0.9_line.fits for generating spectral lines.\n",
"soxs : [INFO ] 2020-12-03 15:24:48,606 Using apec_v3.0.9_coco.fits for generating the continuum.\n"
]
}
],
"source": [
"# Set a minimum temperature to leave out that shouldn't be X-ray emitting, set metallicity to 0.3 Zsolar (should fix later)\n",
"source_model = pyxsim.ThermalSourceModel(\"apec\", 0.05, 11.0, 1000, Zmet=0.3, kT_min=0.05)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"exp_time = (200., \"ks\") # exposure time\n",
"area = (2000.0, \"cm**2\") # collecting area\n",
"redshift = 0.05"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"pyxsim : [INFO ] 2020-12-03 15:24:48,770 Cosmology: h = 0.704, omega_matter = 0.272, omega_lambda = 0.728\n",
"pyxsim : [INFO ] 2020-12-03 15:24:48,777 Using emission measure field '(Gas, emission_measure)'.\n",
"pyxsim : [INFO ] 2020-12-03 15:24:48,778 Using temperature field '(Gas, Temperature)'.\n",
"Preparing spectrum table : 100%|██████████| 51/51 [00:04<00:00, 10.60it/s]\n",
"Processing cells/particles : 100%|█████████▉| 929414/930775 [00:58<00:00, 15017.01it/s]pyxsim : [INFO ] 2020-12-03 15:25:55,090 Finished generating photons.\n",
"pyxsim : [INFO ] 2020-12-03 15:25:55,092 Number of photons generated: 269513615\n",
"pyxsim : [INFO ] 2020-12-03 15:25:55,092 Number of cells with photons: 929798\n"
]
}
],
"source": [
"photons = pyxsim.PhotonList.from_data_source(sp, redshift, area, exp_time, source_model)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"pyxsim : [INFO ] 2020-12-03 15:25:56,398 Doppler-shifting photon energies.\n",
"Doppler shifting photons: 100%|██████████| 929798/929798 [00:01<00:00, 822418.93it/s]\n",
"pyxsim : [INFO ] 2020-12-03 15:25:57,532 Foreground galactic absorption: using the tbabs model and nH = 0.04.\n",
"Absorbing photons: 100%|██████████| 269513615/269513615 [01:38<00:00, 2727752.29it/s]\n",
"pyxsim : [INFO ] 2020-12-03 15:27:37,198 58468128 events have been detected.\n",
"pyxsim : [INFO ] 2020-12-03 15:27:37,199 Assigning positions to events.\n",
"Generating event positions: 100%|██████████| 929798/929798 [00:07<00:00, 121154.61it/s]\n",
"pyxsim : [INFO ] 2020-12-03 15:27:45,105 Converting pixel to sky coordinates.\n",
"Converting pixel to celestial coordinates: 100%|██████████| 58468128/58468128 [00:55<00:00, 1057180.18it/s]\n"
]
}
],
"source": [
"events_z = photons.project_photons(\"z\", (45.,30.), absorb_model=\"tbabs\", nH=0.04)"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"pyxsim : [INFO ] 2020-12-03 15:28:40,650 Writing SIMPUT catalog file snap_26_simput.fits and SIMPUT photon list file snap_26_phlist.fits.\n"
]
}
],
"source": [
"events_z.write_simput_file(\"snap_26\", overwrite=True)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"soxs : [INFO ] 2020-12-03 15:28:49,938 Making observation of source in snap_26_evt.fits.\n",
"soxs : [INFO ] 2020-12-03 15:28:50,175 Detecting events from source snap_26.\n",
"soxs : [INFO ] 2020-12-03 15:28:50,176 Applying energy-dependent effective area from acisi_aimpt_cy0.arf.\n",
"soxs : [INFO ] 2020-12-03 15:28:58,513 7684593 events detected.\n",
"soxs : [INFO ] 2020-12-03 15:28:59,513 Pixeling events.\n",
"soxs : [INFO ] 2020-12-03 15:29:03,196 3093104 events were rejected because they do not fall on any CCD.\n",
"soxs : [INFO ] 2020-12-03 15:29:03,799 Scattering energies with RMF acisi_aimpt_cy0.rmf.\n",
"Scattering energies : 100%|██████████| 4591489/4591489 [00:02<00:00, 2093626.82it/s]\n",
"soxs : [INFO ] 2020-12-03 15:29:07,388 No backgrounds will be added to this observation.\n",
"soxs : [INFO ] 2020-12-03 15:29:07,390 Writing events to file snap_26_evt.fits.\n",
"soxs : [INFO ] 2020-12-03 15:29:09,517 Observation complete.\n"
]
}
],
"source": [
"soxs.instrument_simulator(\"snap_26_simput.fits\", \"snap_26_evt.fits\", (200.0, \"ks\"), \"chandra_acisi_cy0\", \n",
" [45., 30.], overwrite=True, ptsrc_bkgnd=False, foreground=False, instr_bkgnd=False)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"soxs.write_image(\"snap_26_evt.fits\", \"snap_26_img.fits\", emin=0.5, emax=2.0, overwrite=True)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"INFO: Auto-setting vmax to 5.000e+00 [aplpy.core]\n"
]
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 720x648 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"fig = aplpy.FITSFigure(\"snap_26_img.fits\")\n",
"fig.show_colorscale(cmap='arbre', vmin=0.0, stretch='sqrt')\n",
"fig.recenter(45., 30., radius=0.15)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
"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": "3.8.5"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
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