{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Fitting a model with polarization using ixpeOGIPSpectrumLike\n", "\n", "Using ixpeOGIPSpectrumLike, this tutorial will download simulated data and run joint likelihood and Bayesian analyses.\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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       "                  available                                                                                        \n",
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       "                  will not be available.                                                                           \n",
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       "                  available                                                                                        \n",
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       "                  require the C/C++ interface (currently HAWC)                                                     \n",
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       "                  software installed and configured?                                                               \n",
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       "                  performances in 3ML                                                                              \n",
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       "                  performances in 3ML                                                                              \n",
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       "                  performances in 3ML                                                                              \n",
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\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
N
Point sources1
Extended sources0
Particle sources0
\n", "


Free parameters (4):

\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
valuemin_valuemax_valueunit
toy_point_source.spectrum.main.Powerlaw.K20.00.01000.0keV-1 s-1 cm-2
toy_point_source.spectrum.main.Powerlaw.index-2.0-10.010.0
toy_point_source.spectrum.main.polarization.Q.Constant.k0.0-1.01.0
toy_point_source.spectrum.main.polarization.U.Constant.k0.0-1.01.0
\n", "


Fixed parameters (3):

\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
valuemin_valuemax_valueunit
toy_point_source.position.ra30.00.0360.0deg
toy_point_source.position.dec40.0-90.090.0deg
toy_point_source.spectrum.main.Powerlaw.piv1.0NoneNonekeV
\n", "


Properties (0):

(none)


Linked parameters (0):

(none)

Independent variables:

(none)

Linked functions (0):

(none)
" ], "text/plain": [ "Model summary:\n", "==============\n", "\n", " N\n", "Point sources 1\n", "Extended sources 0\n", "Particle sources 0\n", "\n", "Free parameters (4):\n", "--------------------\n", "\n", " value min_value max_value unit\n", "toy_point_source...K 20.0 0.0 1000.0 keV-1 s-1 cm-2\n", "toy_point_source...index -2.0 -10.0 10.0 \n", "toy_point_source...k 0.0 -1.0 1.0 \n", "\n", "Fixed parameters (3):\n", "---------------------\n", "\n", " value min_value max_value unit\n", "toy_point_source.position.ra 30.0 0.0 360.0 deg\n", "toy_point_source.position.dec 40.0 -90.0 90.0 deg\n", "toy_point_source...piv 1.0 None None keV\n", "\n", "Properties (0):\n", "--------------------\n", "\n", "(none)\n", "\n", "\n", "Linked parameters (0):\n", "----------------------\n", "\n", "(none)\n", "\n", "Independent variables:\n", "----------------------\n", "\n", "(none)\n", "\n", "Linked functions (0):\n", "----------------------\n", "\n", "(none)" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "source_name = 'toy_point_source'\n", "RA = 30.\n", "DEC = 40.\n", "\n", "spectral_shape = Powerlaw() #Spectral shapes defined by astromodels.functions\n", "spectral_shape.K = 20\n", "spectral_shape.index = -2\n", "\n", "polarization = StokesPolarization(Q=Constant(), U=Constant())\n", "polarization.Q.Constant.k.bounds = (-1, 1)\n", "polarization.U.Constant.k.bounds = (-1, 1)\n", "#polarization.Q.Constant.k.prior = Uniform_prior(lower_bound=-1.0, upper_bound=1.0)\n", "#polarization.U.Constant.k.prior = Uniform_prior(lower_bound=-1.0, upper_bound=1.0)\n", "\n", "point_source = PointSource( source_name, RA, DEC, spectral_shape = spectral_shape, polarization = polarization)\n", "\n", "model = Model(point_source)\n", "\n", "model.display(complete = True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Creating the ixpeOGIPSpectrumLike object and retrieving the datalist" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
17:19:14 INFO      Loading the spectrum file: ./toy_point_source_du1_pha1.fits           ixpeOGIPSpectrumLike.py:81\n",
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         INFO      ixpeOGIPSpectrumLike will use Poisson errors for I                    ixpeOGIPSpectrumLike.py:89\n",
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         WARNING   Found 115 energy channels where STAT_ERR is 0: (array([216, 230,     ixpeOGIPSpectrumLike.py:208\n",
       "                  242, 244, 250, 253, 257, 259, 260, 264, 266, 268, 269,                                           \n",
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       "                  337,                                                                                             \n",
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       "                  350,                                                                                             \n",
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       "                  363,                                                                                             \n",
       "                         364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374]),)                                 \n",
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         WARNING   Forcing the corresponding RATE channels to 0!                        ixpeOGIPSpectrumLike.py:209\n",
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17:19:14 WARNING   Could not find QUALITY in columns or header of PHA file. This is not a valid pha_spectrum.py:201\n",
       "                  OGIP file. Assuming QUALITY =0 (good)                                                            \n",
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         INFO      Auto-probed noise models:                                                    SpectrumLike.py:478\n",
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         INFO      - observation: poisson                                                       SpectrumLike.py:479\n",
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         INFO      - background: None                                                           SpectrumLike.py:480\n",
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         INFO      Plugin assigned to: I                                                ixpeOGIPSpectrumLike.py:151\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du1_pha1q.fits          ixpeOGIPSpectrumLike.py:81\n",
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         WARNING   Found 115 energy channels where STAT_ERR is 0: (array([216, 230,     ixpeOGIPSpectrumLike.py:208\n",
       "                  242, 244, 250, 253, 257, 259, 260, 264, 266, 268, 269,                                           \n",
       "                         270, 271, 274, 275, 276, 277, 279, 280, 281, 282, 283, 284,                               \n",
       "                  285,                                                                                             \n",
       "                         286, 287, 288, 289, 290, 291, 292, 293, 294, 295, 296, 297,                               \n",
       "                  298,                                                                                             \n",
       "                         299, 300, 301, 302, 303, 304, 305, 306, 307, 308, 309, 310,                               \n",
       "                  311,                                                                                             \n",
       "                         312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323,                               \n",
       "                  324,                                                                                             \n",
       "                         325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336,                               \n",
       "                  337,                                                                                             \n",
       "                         338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349,                               \n",
       "                  350,                                                                                             \n",
       "                         351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362,                               \n",
       "                  363,                                                                                             \n",
       "                         364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374]),)                                 \n",
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         INFO      Auto-probed noise models:                                                    SpectrumLike.py:478\n",
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         INFO      - observation: gaussian                                                      SpectrumLike.py:479\n",
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         INFO      - background: None                                                           SpectrumLike.py:480\n",
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         INFO      Plugin assigned to: Q                                                ixpeOGIPSpectrumLike.py:151\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Remove channels with 0 counts for spectrum Q                         ixpeOGIPSpectrumLike.py:154\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du1_pha1u.fits          ixpeOGIPSpectrumLike.py:81\n",
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         WARNING   Found 115 energy channels where STAT_ERR is 0: (array([216, 230,     ixpeOGIPSpectrumLike.py:208\n",
       "                  242, 244, 250, 253, 257, 259, 260, 264, 266, 268, 269,                                           \n",
       "                         270, 271, 274, 275, 276, 277, 279, 280, 281, 282, 283, 284,                               \n",
       "                  285,                                                                                             \n",
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       "                  298,                                                                                             \n",
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       "                  311,                                                                                             \n",
       "                         312, 313, 314, 315, 316, 317, 318, 319, 320, 321, 322, 323,                               \n",
       "                  324,                                                                                             \n",
       "                         325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335, 336,                               \n",
       "                  337,                                                                                             \n",
       "                         338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348, 349,                               \n",
       "                  350,                                                                                             \n",
       "                         351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361, 362,                               \n",
       "                  363,                                                                                             \n",
       "                         364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374]),)                                 \n",
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         INFO      Auto-probed noise models:                                                    SpectrumLike.py:478\n",
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         INFO      - observation: gaussian                                                      SpectrumLike.py:479\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du2_pha1.fits           ixpeOGIPSpectrumLike.py:81\n",
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         INFO      ixpeOGIPSpectrumLike will use Poisson errors for I                    ixpeOGIPSpectrumLike.py:89\n",
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       "                  368,                                                                                             \n",
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         WARNING   Minimum MC energy (1.0) is larger than minimum EBOUNDS energy (0.0)              response.py:133\n",
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         INFO      Auto-probed noise models:                                                    SpectrumLike.py:478\n",
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         INFO      - observation: poisson                                                       SpectrumLike.py:479\n",
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         INFO      - background: None                                                           SpectrumLike.py:480\n",
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         INFO      Plugin assigned to: I                                                ixpeOGIPSpectrumLike.py:151\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du2_pha1q.fits          ixpeOGIPSpectrumLike.py:81\n",
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         WARNING   Found 123 energy channels where STAT_ERR is 0: (array([232, 242,     ixpeOGIPSpectrumLike.py:208\n",
       "                  245, 247, 249, 251, 253, 254, 255, 256, 257, 258, 259,                                           \n",
       "                         260, 261, 263, 264, 265, 266, 267, 268, 270, 271, 272, 273,                               \n",
       "                  274,                                                                                             \n",
       "                         276, 277, 278, 279, 280, 282, 283, 284, 285, 286, 287, 288,                               \n",
       "                  289,                                                                                             \n",
       "                         290, 291, 292, 293, 294, 295, 296, 298, 299, 300, 301, 302,                               \n",
       "                  303,                                                                                             \n",
       "                         304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315,                               \n",
       "                  316,                                                                                             \n",
       "                         317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328,                               \n",
       "                  329,                                                                                             \n",
       "                         330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341,                               \n",
       "                  342,                                                                                             \n",
       "                         343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354,                               \n",
       "                  355,                                                                                             \n",
       "                         356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367,                               \n",
       "                  368,                                                                                             \n",
       "                         369, 370, 371, 372, 373, 374]),)                                                          \n",
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         INFO      - observation: gaussian                                                      SpectrumLike.py:479\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Remove channels with 0 counts for spectrum Q                         ixpeOGIPSpectrumLike.py:154\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du2_pha1u.fits          ixpeOGIPSpectrumLike.py:81\n",
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         WARNING   Found 123 energy channels where STAT_ERR is 0: (array([232, 242,     ixpeOGIPSpectrumLike.py:208\n",
       "                  245, 247, 249, 251, 253, 254, 255, 256, 257, 258, 259,                                           \n",
       "                         260, 261, 263, 264, 265, 266, 267, 268, 270, 271, 272, 273,                               \n",
       "                  274,                                                                                             \n",
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       "                  289,                                                                                             \n",
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       "                  303,                                                                                             \n",
       "                         304, 305, 306, 307, 308, 309, 310, 311, 312, 313, 314, 315,                               \n",
       "                  316,                                                                                             \n",
       "                         317, 318, 319, 320, 321, 322, 323, 324, 325, 326, 327, 328,                               \n",
       "                  329,                                                                                             \n",
       "                         330, 331, 332, 333, 334, 335, 336, 337, 338, 339, 340, 341,                               \n",
       "                  342,                                                                                             \n",
       "                         343, 344, 345, 346, 347, 348, 349, 350, 351, 352, 353, 354,                               \n",
       "                  355,                                                                                             \n",
       "                         356, 357, 358, 359, 360, 361, 362, 363, 364, 365, 366, 367,                               \n",
       "                  368,                                                                                             \n",
       "                         369, 370, 371, 372, 373, 374]),)                                                          \n",
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         INFO      Auto-probed noise models:                                                    SpectrumLike.py:478\n",
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         INFO      - observation: gaussian                                                      SpectrumLike.py:479\n",
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17:19:15 INFO      Plugin assigned to: U                                                ixpeOGIPSpectrumLike.py:151\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du3_pha1.fits           ixpeOGIPSpectrumLike.py:81\n",
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         INFO      ixpeOGIPSpectrumLike will use Poisson errors for I                    ixpeOGIPSpectrumLike.py:89\n",
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         WARNING   Found 116 energy channels where STAT_ERR is 0: (array([238, 241,     ixpeOGIPSpectrumLike.py:208\n",
       "                  247, 250, 252, 255, 257, 259, 260, 261, 262, 263, 264,                                           \n",
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       "                  336,                                                                                             \n",
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       "                  349,                                                                                             \n",
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         WARNING   Minimum MC energy (1.0) is larger than minimum EBOUNDS energy (0.0)              response.py:133\n",
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         INFO      Auto-probed noise models:                                                    SpectrumLike.py:478\n",
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         INFO      - observation: poisson                                                       SpectrumLike.py:479\n",
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         INFO      - background: None                                                           SpectrumLike.py:480\n",
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         INFO      Plugin assigned to: I                                                ixpeOGIPSpectrumLike.py:151\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du3_pha1q.fits          ixpeOGIPSpectrumLike.py:81\n",
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         WARNING   Found 116 energy channels where STAT_ERR is 0: (array([238, 241,     ixpeOGIPSpectrumLike.py:208\n",
       "                  247, 250, 252, 255, 257, 259, 260, 261, 262, 263, 264,                                           \n",
       "                         265, 266, 267, 268, 269, 272, 274, 275, 276, 277, 278, 279,                               \n",
       "                  280,                                                                                             \n",
       "                         281, 282, 283, 284, 285, 287, 289, 290, 291, 292, 293, 294,                               \n",
       "                  295,                                                                                             \n",
       "                         296, 297, 298, 300, 301, 302, 303, 304, 305, 306, 307, 308,                               \n",
       "                  309,                                                                                             \n",
       "                         310, 311, 312, 314, 315, 316, 317, 318, 319, 320, 321, 322,                               \n",
       "                  323,                                                                                             \n",
       "                         324, 325, 326, 327, 328, 329, 330, 331, 332, 333, 334, 335,                               \n",
       "                  336,                                                                                             \n",
       "                         337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348,                               \n",
       "                  349,                                                                                             \n",
       "                         350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361,                               \n",
       "                  362,                                                                                             \n",
       "                         363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374]),)                            \n",
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         INFO      - observation: gaussian                                                      SpectrumLike.py:479\n",
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         INFO      Plugin assigned to: Q                                                ixpeOGIPSpectrumLike.py:151\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Remove channels with 0 counts for spectrum Q                         ixpeOGIPSpectrumLike.py:154\n",
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         INFO      Loading the spectrum file: ./toy_point_source_du3_pha1u.fits          ixpeOGIPSpectrumLike.py:81\n",
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         WARNING   Found 116 energy channels where STAT_ERR is 0: (array([238, 241,     ixpeOGIPSpectrumLike.py:208\n",
       "                  247, 250, 252, 255, 257, 259, 260, 261, 262, 263, 264,                                           \n",
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       "                  280,                                                                                             \n",
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       "                  295,                                                                                             \n",
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       "                  309,                                                                                             \n",
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       "                  323,                                                                                             \n",
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       "                  336,                                                                                             \n",
       "                         337, 338, 339, 340, 341, 342, 343, 344, 345, 346, 347, 348,                               \n",
       "                  349,                                                                                             \n",
       "                         350, 351, 352, 353, 354, 355, 356, 357, 358, 359, 360, 361,                               \n",
       "                  362,                                                                                             \n",
       "                         363, 364, 365, 366, 367, 368, 369, 370, 371, 372, 373, 374]),)                            \n",
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         WARNING   Forcing the corresponding RATE channels to 0!                        ixpeOGIPSpectrumLike.py:209\n",
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         WARNING   Could not find QUALITY in columns or header of PHA file. This is not a valid pha_spectrum.py:201\n",
       "                  OGIP file. Assuming QUALITY =0 (good)                                                            \n",
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         WARNING   Found TSTOP and TELAPSE. This file is invalid. Using TSTOP.                  pha_spectrum.py:249\n",
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         INFO      Auto-probed noise models:                                                    SpectrumLike.py:478\n",
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         INFO      - observation: gaussian                                                      SpectrumLike.py:479\n",
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         INFO      - background: None                                                           SpectrumLike.py:480\n",
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         INFO      Plugin assigned to: U                                                ixpeOGIPSpectrumLike.py:151\n",
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         INFO      Range 2-8 translates to channels 49-199                                     SpectrumLike.py:1229\n",
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         INFO      Remove channels with 0 counts for spectrum U                         ixpeOGIPSpectrumLike.py:154\n",
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         INFO      set the minimizer to minuit                                              joint_likelihood.py:994\n",
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         INFO      Fitting an effective area correction for DU1                         ixpeOGIPSpectrumLike.py:185\n",
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         INFO      ixpe_DU1_I is using effective area correction (between 0.5 and 1.2)         SpectrumLike.py:2216\n",
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         INFO      Fitting an effective area correction for DU1                         ixpeOGIPSpectrumLike.py:185\n",
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         INFO      ixpe_DU1_Q is using effective area correction (between 0.5 and 1.2)         SpectrumLike.py:2216\n",
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         INFO      Fitting an effective area correction for DU2                         ixpeOGIPSpectrumLike.py:185\n",
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         INFO      ixpe_DU3_I is using effective area correction (between 0.5 and 1.2)         SpectrumLike.py:2216\n",
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         INFO      ixpe_DU3_Q is using effective area correction (between 0.5 and 1.2)         SpectrumLike.py:2216\n",
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         INFO      Fitting an effective area correction for DU3                         ixpeOGIPSpectrumLike.py:185\n",
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         INFO      ixpe_DU3_U is using effective area correction (between 0.5 and 1.2)         SpectrumLike.py:2216\n",
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Best fit values:\n",
       "\n",
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resultunit
parameter
toy_point_source.spectrum.main.Powerlaw.K9.84 +/- 0.041 / (cm2 keV s)
toy_point_source.spectrum.main.Powerlaw.index-1.998 +/- 0.004
toy_point_source...k(5.8 +/- 0.5) x 10^-2
toy_point_source...k(8.3 +/- 0.5) x 10^-2
cons_ixpe_DU2_I1.0010 +/- 0.0024
cons_ixpe_DU3_I1.0023 +/- 0.0024
\n", "
" ], "text/plain": [ " result \\\n", "parameter \n", "toy_point_source.spectrum.main.Powerlaw.K 9.84 +/- 0.04 \n", "toy_point_source.spectrum.main.Powerlaw.index -1.998 +/- 0.004 \n", "toy_point_source...k (5.8 +/- 0.5) x 10^-2 \n", "toy_point_source...k (8.3 +/- 0.5) x 10^-2 \n", "cons_ixpe_DU2_I 1.0010 +/- 0.0024 \n", "cons_ixpe_DU3_I 1.0023 +/- 0.0024 \n", "\n", " unit \n", "parameter \n", "toy_point_source.spectrum.main.Powerlaw.K 1 / (cm2 keV s) \n", "toy_point_source.spectrum.main.Powerlaw.index \n", "toy_point_source...k \n", "toy_point_source...k \n", "cons_ixpe_DU2_I \n", "cons_ixpe_DU3_I " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
\n",
       "Correlation matrix:\n",
       "\n",
       "
\n" ], "text/plain": [ "\n", "\u001b[1;4;38;5;49mCorrelation matrix:\u001b[0m\n", "\n" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
\n", "\n", "\n", "\n", "\n", "\n", "\n", "
1.00-0.920.000.01-0.28-0.27
-0.921.00-0.01-0.010.00-0.00
0.00-0.011.000.000.00-0.00
0.01-0.010.001.00-0.000.00
-0.280.000.00-0.001.000.48
-0.27-0.00-0.000.000.481.00
" ], "text/plain": [ " 1.00 -0.92 0.00 0.01 -0.28 -0.27\n", "-0.92 1.00 -0.01 -0.01 0.00 -0.00\n", " 0.00 -0.01 1.00 0.00 0.00 -0.00\n", " 0.01 -0.01 0.00 1.00 -0.00 0.00\n", "-0.28 0.00 0.00 -0.00 1.00 0.48\n", "-0.27 -0.00 -0.00 0.00 0.48 1.00" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
\n",
       "Values of -log(likelihood) at the minimum:\n",
       "\n",
       "
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-log(likelihood)
ixpe_DU1_I694.526948
ixpe_DU1_Q87.645864
ixpe_DU1_U83.819290
ixpe_DU2_I691.749668
ixpe_DU2_Q68.628108
ixpe_DU2_U88.687331
ixpe_DU3_I687.240547
ixpe_DU3_Q99.876708
ixpe_DU3_U90.165734
total2592.340199
\n", "
" ], "text/plain": [ " -log(likelihood)\n", "ixpe_DU1_I 694.526948\n", "ixpe_DU1_Q 87.645864\n", "ixpe_DU1_U 83.819290\n", "ixpe_DU2_I 691.749668\n", "ixpe_DU2_Q 68.628108\n", "ixpe_DU2_U 88.687331\n", "ixpe_DU3_I 687.240547\n", "ixpe_DU3_Q 99.876708\n", "ixpe_DU3_U 90.165734\n", "total 2592.340199" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
\n",
       "Values of statistical measures:\n",
       "\n",
       "
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statistical measures
AIC5196.742528
BIC5227.967425
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" ], "text/plain": [ " statistical measures\n", "AIC 5196.742528\n", "BIC 5227.967425" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "jl = JointLikelihood(model, data)\n", "ixpe.fit_area_correction(model)\n", "\n", "jl.fit()\n", "\n", "results = jl.results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Getting the results" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "PD: equal-tail: (1.01 +/- 0.05) x 10^-1, hpd: (1.01 +/- 0.05) x 10^-1\n", "PA: equal-tail: (2.74 +/- 0.14) x 10, hpd: (2.74 -0.13 +0.15) x 10\n" ] } ], "source": [ "u = results.get_variates('toy_point_source.spectrum.main.polarization.U.Constant.k')\n", "q = results.get_variates('toy_point_source.spectrum.main.polarization.Q.Constant.k')\n", "\n", "pol_angle = get_polarization_angle(q, u)\n", "pol_degree = get_polarization_degree(q, u)\n", "\n", "print(\"PD: \", pol_degree)\n", "print(\"PA: \", pol_angle)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Plotting spectrum and polarization" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "%matplotlib inline\n", "from ixpepy.io.plotting import plot_I_spectrum, plot_QU_spectra\n", "\n", "figI = plot_I_spectrum(jl, emin, emax)\n", "figQ, figU = plot_QU_spectra(jl, emin, emax, ymin=-3, ymax=3)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from ixpepy.io.plotting import plot_QU_polar\n", "\n", "fig = plot_QU_polar(q, u, sigma=True)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from ixpepy.io.plotting import plot_QU\n", "\n", "fig = plot_QU(q, u)" ] } ], "metadata": { "kernelspec": { "display_name": "3ml_dev", "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": "3.9.15" } }, "nbformat": 4, "nbformat_minor": 4 }