From 659a972cd225701423907fe0777c55f9778db1f2 Mon Sep 17 00:00:00 2001 From: Paul Romano Date: Thu, 2 Mar 2017 13:44:29 -0600 Subject: [PATCH] Fix MGXS part IV notebook --- .../pythonapi/examples/mgxs-part-iv.ipynb | 164 +++++++++++------- openmc/__init__.py | 7 +- 2 files changed, 103 insertions(+), 68 deletions(-) diff --git a/docs/source/pythonapi/examples/mgxs-part-iv.ipynb b/docs/source/pythonapi/examples/mgxs-part-iv.ipynb index f0fce27c2..319a27c16 100644 --- a/docs/source/pythonapi/examples/mgxs-part-iv.ipynb +++ b/docs/source/pythonapi/examples/mgxs-part-iv.ipynb @@ -8,7 +8,7 @@ "\n", " - Calculation of multi-group cross sections for a fuel assembly\n", " - Automated creation and storage of MGXS with openmc.mgxs.Library\n", - " - Steady-state pin-by-pin fission rates comparison between continuous-energy and multi-group OpenMC.\n" + " - Steady-state pin-by-pin fission rates comparison between continuous-energy and multi-group OpenMC." ] }, { @@ -26,14 +26,13 @@ }, "outputs": [], "source": [ + "%matplotlib inline\n", "from IPython.display import Image\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import os\n", "\n", - "import openmc\n", - "\n", - "%matplotlib inline" + "import openmc" ] }, { @@ -348,6 +347,7 @@ "settings_file.inactive = inactive\n", "settings_file.particles = particles\n", "settings_file.output = {'tallies': False}\n", + "settings_file.verbosity = 4 # only show results\n", "\n", "# Create an initial uniform spatial source distribution over fissionable zones\n", "bounds = [-10.71, -10.71, -10, 10.71, 10.71, 10.]\n", @@ -425,7 +425,7 @@ "outputs": [ { "data": { - "image/png": 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+ "image/png": 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"text/plain": [ "" ] @@ -571,7 +571,7 @@ "name": "stderr", "output_type": "stream", "text": [ - "/home/nelsonag/git/openmc/openmc/mgxs/library.py:412: RuntimeWarning: The P0 correction will be ignored since the scattering order 0 is greater than zero\n", + "/home/romano/openmc/openmc/mgxs/library.py:412: RuntimeWarning: The P0 correction will be ignored since the scattering order 0 is greater than zero\n", " warn(msg, RuntimeWarning)\n" ] } @@ -698,22 +698,42 @@ "name": "stdout", "output_type": "stream", "text": [ - " =======================> TIMING STATISTICS <=======================\n", "\n", - " Total time for initialization = 3.2303E-01 seconds\n", - " Reading cross sections = 2.4414E-01 seconds\n", - " Total time in simulation = 1.4351E+02 seconds\n", - " Time in transport only = 1.4018E+02 seconds\n", - " Time in inactive batches = 7.9702E-01 seconds\n", - " Time in active batches = 1.4272E+02 seconds\n", - " Time synchronizing fission bank = 8.1742E-02 seconds\n", - " Sampling source sites = 5.6844E-02 seconds\n", - " SEND/RECV source sites = 2.4302E-02 seconds\n", - " Time accumulating tallies = 1.9605E-03 seconds\n", - " Total time for finalization = 6.3080E-06 seconds\n", - " Total time elapsed = 1.4385E+02 seconds\n", - " Calculation Rate (inactive) = 62733.9 neutrons/second\n", - " Calculation Rate (active) = 17166.9 neutrons/second\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", + " | The OpenMC Monte Carlo Code\n", + " Copyright | 2011-2017 Massachusetts Institute of Technology\n", + " License | http://openmc.readthedocs.io/en/latest/license.html\n", + " Version | 0.8.0\n", + " Git SHA1 | 5e9b06a861d4f596314eff490ad63c051f833f3a\n", + " Date/Time | 2017-03-02 11:27:28\n", + " OpenMP Threads | 4\n", + "\n", + "\n", + " ====================> K EIGENVALUE SIMULATION <====================\n", + "\n", "\n", " ============================> RESULTS <============================\n", "\n", @@ -737,7 +757,7 @@ } ], "source": [ - "# Run OpenMC, showing only the summary information at the end.\n", + "# Run OpenMC\n", "openmc.run(output='summary')" ] }, @@ -856,11 +876,11 @@ "name": "stderr", "output_type": "stream", "text": [ - "/home/nelsonag/git/openmc/openmc/tallies.py:1835: RuntimeWarning: invalid value encountered in true_divide\n", + "/home/romano/openmc/openmc/tallies.py:1835: RuntimeWarning: invalid value encountered in true_divide\n", " self_rel_err = data['self']['std. dev.'] / data['self']['mean']\n", - "/home/nelsonag/git/openmc/openmc/tallies.py:1836: RuntimeWarning: invalid value encountered in true_divide\n", + "/home/romano/openmc/openmc/tallies.py:1836: RuntimeWarning: invalid value encountered in true_divide\n", " other_rel_err = data['other']['std. dev.'] / data['other']['mean']\n", - "/home/nelsonag/git/openmc/openmc/tallies.py:1837: RuntimeWarning: invalid value encountered in true_divide\n", + "/home/romano/openmc/openmc/tallies.py:1837: RuntimeWarning: invalid value encountered in true_divide\n", " new_tally._mean = data['self']['mean'] / data['other']['mean']\n" ] } @@ -969,9 +989,9 @@ "outputs": [ { "data": { - "image/png": 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bYjVOqg4A9OuAPdrz7rWHcGj/Dvz17Xlc8swMNm636nuiBH+4NyY5HuoVkXMc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\nkp3lfPzDOqYv28R3K0q4ffP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ZBwD6td9u7Xn/moM4uH8H/vbuXC5+djobi634Hi/BH+6NaRwP9YrwbRyB1wWN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\nnbeOacs28eOKIm7f/Af24Bf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LgfPzF1LmJJ0InDhs2LBCh+KcS6K9SxqennIvZVWVpApgJzPbA9gd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\ntPx/RfHQqmw1MBwAAAAASUVORK5CYII=\n", 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lpUFCKS8tCf4GK0rpUhH8LXbvVEZVtwr6du9In24dGdanK0N7d2lx3IIULNH8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\nSbH6n1XA+dkLKXWSxgBjhg0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2fltO6u6Nzufh7s8Bz7X2uLpVJSLNMTMO2b0nh+zek3eWbeKPL3/M715ayD2v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\nwxIRkXQVyxXH94DOwHeBgwi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"text/plain": [ - "" + "" ] }, "metadata": {}, @@ -1043,29 +1063,49 @@ "name": "stdout", "output_type": "stream", "text": [ - " =======================> TIMING STATISTICS <=======================\n", "\n", - " Total time for initialization = 4.3662E-02 seconds\n", - " Reading cross sections = 5.8801E-03 seconds\n", - " Total time in simulation = 1.7518E+02 seconds\n", - " Time in transport only = 1.7154E+02 seconds\n", - " Time in inactive batches = 8.0088E-01 seconds\n", - " Time in active batches = 1.7438E+02 seconds\n", - " Time synchronizing fission bank = 9.8651E-02 seconds\n", - " Sampling source sites = 6.7951E-02 seconds\n", - " SEND/RECV source sites = 2.9902E-02 seconds\n", - " Time accumulating tallies = 2.2328E-03 seconds\n", - " Total time for finalization = 5.9420E-06 seconds\n", - " Total time elapsed = 1.7525E+02 seconds\n", - " Calculation Rate (inactive) = 62431.1 neutrons/second\n", - " Calculation Rate (active) = 14049.6 neutrons/second\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", + " | The OpenMC Monte Carlo Code\n", + " Copyright | 2011-2017 Massachusetts Institute of Technology\n", + " License | http://openmc.readthedocs.io/en/latest/license.html\n", + " Version | 0.8.0\n", + " Git SHA1 | 5e9b06a861d4f596314eff490ad63c051f833f3a\n", + " Date/Time | 2017-03-02 11:31:01\n", + " OpenMP Threads | 4\n", + "\n", + "\n", + " ====================> K EIGENVALUE SIMULATION <====================\n", + "\n", "\n", " ============================> RESULTS <============================\n", "\n", - " k-effective (Collision) = 1.02429 +/- 0.00068\n", - " k-effective (Track-length) = 1.02408 +/- 0.00075\n", - " k-effective (Absorption) = 1.02514 +/- 0.00050\n", - " Combined k-effective = 1.02488 +/- 0.00045\n", + " k-effective (Collision) = 1.02629 +/- 0.00071\n", + " k-effective (Track-length) = 1.02613 +/- 0.00081\n", + " k-effective (Absorption) = 1.02540 +/- 0.00048\n", + " Combined k-effective = 1.02552 +/- 0.00045\n", " Leakage Fraction = 0.00000 +/- 0.00000\n", "\n" ] @@ -1082,8 +1122,8 @@ } ], "source": [ - "# Run OpenMC, showing only the summary information at the end.\n", - "openmc.run(output='summary')" + "# Run OpenMC\n", + "openmc.run()" ] }, { @@ -1147,8 +1187,8 @@ "output_type": "stream", "text": [ "Continuous-Energy keff = 1.025799\n", - "Multi-Group keff = 1.024883\n", - "bias [pcm]: 91.6\n" + "Multi-Group keff = 1.025523\n", + "bias [pcm]: 27.6\n" ] } ], @@ -1245,22 +1285,12 @@ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" - }, - { - "data": { - "image/png": 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M7BTgSqAX4RJ3tplNzrTbmVn9zcXBwAwzexL4B/BHd/9zs6yFEE1AsS3ySvQe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\nAABJRU5ErkJggg==\n", - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" } ], "source": [ @@ -1293,7 +1323,7 @@ "metadata": { "anaconda-cloud": {}, "kernelspec": { - "display_name": "Python 3", + "display_name": "Python [default]", "language": "python", "name": "python3" }, @@ -1307,7 +1337,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.0" + "version": "3.5.2" } }, "nbformat": 4, diff --git a/openmc/__init__.py b/openmc/__init__.py index 99baf4f29..04dd7f0aa 100644 --- a/openmc/__init__.py +++ b/openmc/__init__.py @@ -1,3 +1,5 @@ +import warnings + from openmc.arithmetic import * from openmc.cell import * from openmc.mesh import * @@ -28,6 +30,9 @@ from openmc.mixin import * from openmc.plotter import * try: - from openmc.openmoc_compatible import * + # Ignore matplotlib warning caused by OpenMOC calling matplotlib.use() + with warnings.catch_warnings(): + warnings.simplefilter("ignore") + from openmc.openmoc_compatible import * except ImportError: pass