openmc-designs/examples/post_process/post-processing.ipynb

985 lines
534 KiB
Text

{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Post Processing\n",
"This notebook demonstrates some basic post-processing tasks that can be performed with the Python API, such as plotting a 2D mesh tally and plotting neutron source sites from an eigenvalue calculation. The problem we will use is a simple reflected pin-cell."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%matplotlib inline\n",
"from IPython.display import Image\n",
"import numpy as np\n",
"import matplotlib.pyplot as plt\n",
"import openmc"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Generate Input Files"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"First we need to define materials that will be used in the problem. We'll create three materials for the fuel, water, and cladding of the fuel pin."
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"# 1.6 enriched fuel\n",
"fuel = openmc.Material(name='1.6% Fuel')\n",
"fuel.set_density('g/cm3', 10.31341)\n",
"fuel.add_nuclide('U235', 3.7503e-4)\n",
"fuel.add_nuclide('U238', 2.2625e-2)\n",
"fuel.add_nuclide('O16', 4.6007e-2)\n",
"\n",
"# borated water\n",
"water = openmc.Material(name='Borated Water')\n",
"water.set_density('g/cm3', 0.740582)\n",
"water.add_nuclide('H1', 4.9457e-2)\n",
"water.add_nuclide('O16', 2.4732e-2)\n",
"water.add_nuclide('B10', 8.0042e-6)\n",
"\n",
"# zircaloy\n",
"zircaloy = openmc.Material(name='Zircaloy')\n",
"zircaloy.set_density('g/cm3', 6.55)\n",
"zircaloy.add_nuclide('Zr90', 7.2758e-3)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"With our three materials, we can now create a materials file object that can be exported to an actual XML file."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"# Instantiate a Materials collection\n",
"materials = openmc.Materials([fuel, water, zircaloy])\n",
"\n",
"# Export to \"materials.xml\"\n",
"materials.export_to_xml()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now let's move on to the geometry. Our problem will have three regions for the fuel, the clad, and the surrounding coolant. The first step is to create the bounding surfaces -- in this case two cylinders and six reflective planes."
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"# Create cylinders for the fuel and clad\n",
"fuel_outer_radius = openmc.ZCylinder(x0=0.0, y0=0.0, r=0.39218)\n",
"clad_outer_radius = openmc.ZCylinder(x0=0.0, y0=0.0, r=0.45720)\n",
"\n",
"# Create boundary planes to surround the geometry\n",
"min_x = openmc.XPlane(x0=-0.63, boundary_type='reflective')\n",
"max_x = openmc.XPlane(x0=+0.63, boundary_type='reflective')\n",
"min_y = openmc.YPlane(y0=-0.63, boundary_type='reflective')\n",
"max_y = openmc.YPlane(y0=+0.63, boundary_type='reflective')\n",
"min_z = openmc.ZPlane(z0=-0.63, boundary_type='reflective')\n",
"max_z = openmc.ZPlane(z0=+0.63, boundary_type='reflective')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"With the surfaces defined, we can now create cells that are defined by intersections of half-spaces created by the surfaces."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"# Create a Universe to encapsulate a fuel pin\n",
"pin_cell_universe = openmc.Universe(name='1.6% Fuel Pin')\n",
"\n",
"# Create fuel Cell\n",
"fuel_cell = openmc.Cell(name='1.6% Fuel')\n",
"fuel_cell.fill = fuel\n",
"fuel_cell.region = -fuel_outer_radius\n",
"pin_cell_universe.add_cell(fuel_cell)\n",
"\n",
"# Create a clad Cell\n",
"clad_cell = openmc.Cell(name='1.6% Clad')\n",
"clad_cell.fill = zircaloy\n",
"clad_cell.region = +fuel_outer_radius & -clad_outer_radius\n",
"pin_cell_universe.add_cell(clad_cell)\n",
"\n",
"# Create a moderator Cell\n",
"moderator_cell = openmc.Cell(name='1.6% Moderator')\n",
"moderator_cell.fill = water\n",
"moderator_cell.region = +clad_outer_radius\n",
"pin_cell_universe.add_cell(moderator_cell)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"OpenMC requires that there is a \"root\" universe. Let us create a root cell that is filled by the pin cell universe and then assign it to the root universe."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"# Create root Cell\n",
"root_cell = openmc.Cell(name='root cell')\n",
"root_cell.fill = pin_cell_universe\n",
"\n",
"# Add boundary planes\n",
"root_cell.region = +min_x & -max_x & +min_y & -max_y & +min_z & -max_z\n",
"\n",
"# Create root Universe\n",
"root_universe = openmc.Universe(universe_id=0, name='root universe')\n",
"root_universe.add_cell(root_cell)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We now must create a geometry that is assigned a root universe, put the geometry into a geometry file, and export it to XML."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"# Create Geometry and set root Universe\n",
"geometry = openmc.Geometry(root_universe)"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"# Export to \"geometry.xml\"\n",
"geometry.export_to_xml()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"With the geometry and materials finished, we now just need to define simulation parameters. In this case, we will use 10 inactive batches and 90 active batches each with 5000 particles."
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"# OpenMC simulation parameters\n",
"settings = openmc.Settings()\n",
"settings.batches = 100\n",
"settings.inactive = 10\n",
"settings.particles = 5000\n",
"\n",
"# Create an initial uniform spatial source distribution over fissionable zones\n",
"bounds = [-0.63, -0.63, -0.63, 0.63, 0.63, 0.63]\n",
"uniform_dist = openmc.stats.Box(bounds[:3], bounds[3:], only_fissionable=True)\n",
"settings.source = openmc.IndependentSource(space=uniform_dist)\n",
"\n",
"# Export to \"settings.xml\"\n",
"settings.export_to_xml()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let us also create a plot file that we can use to verify that our pin cell geometry was created successfully."
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"image/png": "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",
"text/plain": [
"<IPython.core.display.Image object>"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"plot = openmc.Plot.from_geometry(geometry)\n",
"plot.pixels = (250, 250)\n",
"plot.to_ipython_image()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"As we can see from the plot, we have a nice pin cell with fuel, cladding, and water! Before we run our simulation, we need to tell the code what we want to tally. The following code shows how to create a 2D mesh tally."
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"# Instantiate an empty Tallies object\n",
"tallies = openmc.Tallies()"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"# Create mesh which will be used for tally\n",
"mesh = openmc.RegularMesh()\n",
"mesh.dimension = [100, 100]\n",
"mesh.lower_left = [-0.63, -0.63]\n",
"mesh.upper_right = [0.63, 0.63]\n",
"\n",
"# Create mesh filter for tally\n",
"mesh_filter = openmc.MeshFilter(mesh)\n",
"\n",
"# Create mesh tally to score flux and fission rate\n",
"tally = openmc.Tally(name='flux')\n",
"tally.filters = [mesh_filter]\n",
"tally.scores = ['flux', 'fission']\n",
"tallies.append(tally)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"# Export to \"tallies.xml\"\n",
"tallies.export_to_xml()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now we a have a complete set of inputs, so we can go ahead and run our simulation."
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" %%%%%%%%%%%%%%%\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 | 2011-2023 MIT, UChicago Argonne LLC, and contributors\n",
" License | https://docs.openmc.org/en/latest/license.html\n",
" Version | 0.13.3\n",
" Git SHA1 | 50e39a4e20dc9e0f3d7ccf07333f6a5e6c797c8c\n",
" Date/Time | 2023-10-27 00:37:10\n",
" OpenMP Threads | 8\n",
"\n",
" Reading settings XML file...\n",
" Reading cross sections XML file...\n",
" Reading materials XML file...\n",
" Reading geometry XML file...\n",
" Reading U235 from /opt/xdata/endfb-vii.1-hdf5/neutron/U235.h5\n",
" Reading U238 from /opt/xdata/endfb-vii.1-hdf5/neutron/U238.h5\n",
" Reading O16 from /opt/xdata/endfb-vii.1-hdf5/neutron/O16.h5\n",
" Reading H1 from /opt/xdata/endfb-vii.1-hdf5/neutron/H1.h5\n",
" Reading B10 from /opt/xdata/endfb-vii.1-hdf5/neutron/B10.h5\n",
" Reading Zr90 from /opt/xdata/endfb-vii.1-hdf5/neutron/Zr90.h5\n",
" Minimum neutron data temperature: 294 K\n",
" Maximum neutron data temperature: 294 K\n",
" Reading tallies XML file...\n",
" Preparing distributed cell instances...\n",
" Reading plot XML file...\n",
" Writing summary.h5 file...\n",
" Maximum neutron transport energy: 20000000 eV for U235\n",
" Initializing source particles...\n",
"\n",
" ====================> K EIGENVALUE SIMULATION <====================\n",
"\n",
" Bat./Gen. k Average k\n",
" ========= ======== ====================\n",
" 1/1 1.05222\n",
" 2/1 1.04039\n",
" 3/1 1.02923\n",
" 4/1 1.03979\n",
" 5/1 1.03682\n",
" 6/1 1.05988\n",
" 7/1 1.04849\n",
" 8/1 1.02769\n",
" 9/1 1.08457\n",
" 10/1 1.07211\n",
" 11/1 1.03089\n",
" 12/1 1.04143 1.03616 +/- 0.00527\n",
" 13/1 1.05918 1.04383 +/- 0.00825\n",
" 14/1 1.02158 1.03827 +/- 0.00806\n",
" 15/1 1.02379 1.03537 +/- 0.00689\n",
" 16/1 1.06954 1.04107 +/- 0.00800\n",
" 17/1 1.05054 1.04242 +/- 0.00690\n",
" 18/1 1.05444 1.04392 +/- 0.00616\n",
" 19/1 1.07380 1.04724 +/- 0.00637\n",
" 20/1 1.05148 1.04767 +/- 0.00571\n",
" 21/1 1.05985 1.04877 +/- 0.00528\n",
" 22/1 1.04049 1.04808 +/- 0.00487\n",
" 23/1 1.00283 1.04460 +/- 0.00567\n",
" 24/1 1.05393 1.04527 +/- 0.00530\n",
" 25/1 1.05210 1.04572 +/- 0.00495\n",
" 26/1 1.01377 1.04373 +/- 0.00504\n",
" 27/1 1.05674 1.04449 +/- 0.00480\n",
" 28/1 1.03217 1.04381 +/- 0.00458\n",
" 29/1 1.05243 1.04426 +/- 0.00435\n",
" 30/1 1.02943 1.04352 +/- 0.00419\n",
" 31/1 1.07030 1.04480 +/- 0.00419\n",
" 32/1 1.05439 1.04523 +/- 0.00402\n",
" 33/1 1.02710 1.04444 +/- 0.00392\n",
" 34/1 1.02344 1.04357 +/- 0.00385\n",
" 35/1 1.04084 1.04346 +/- 0.00370\n",
" 36/1 1.03818 1.04326 +/- 0.00356\n",
" 37/1 1.05615 1.04373 +/- 0.00346\n",
" 38/1 1.03077 1.04327 +/- 0.00336\n",
" 39/1 1.04828 1.04344 +/- 0.00325\n",
" 40/1 1.04892 1.04363 +/- 0.00314\n",
" 41/1 1.04616 1.04371 +/- 0.00304\n",
" 42/1 1.04568 1.04377 +/- 0.00295\n",
" 43/1 1.02828 1.04330 +/- 0.00289\n",
" 44/1 1.02634 1.04280 +/- 0.00285\n",
" 45/1 1.06308 1.04338 +/- 0.00283\n",
" 46/1 1.04557 1.04344 +/- 0.00275\n",
" 47/1 1.06041 1.04390 +/- 0.00271\n",
" 48/1 1.05813 1.04427 +/- 0.00267\n",
" 49/1 1.05534 1.04456 +/- 0.00261\n",
" 50/1 1.04697 1.04462 +/- 0.00255\n",
" 51/1 1.04793 1.04470 +/- 0.00249\n",
" 52/1 0.99828 1.04359 +/- 0.00267\n",
" 53/1 1.01921 1.04303 +/- 0.00266\n",
" 54/1 1.04030 1.04296 +/- 0.00260\n",
" 55/1 1.01665 1.04238 +/- 0.00261\n",
" 56/1 1.05756 1.04271 +/- 0.00258\n",
" 57/1 1.03523 1.04255 +/- 0.00253\n",
" 58/1 1.03701 1.04244 +/- 0.00248\n",
" 59/1 1.05190 1.04263 +/- 0.00243\n",
" 60/1 1.01668 1.04211 +/- 0.00244\n",
" 61/1 1.04511 1.04217 +/- 0.00239\n",
" 62/1 1.01641 1.04167 +/- 0.00240\n",
" 63/1 1.07012 1.04221 +/- 0.00241\n",
" 64/1 1.05301 1.04241 +/- 0.00237\n",
" 65/1 1.06213 1.04277 +/- 0.00236\n",
" 66/1 1.04220 1.04276 +/- 0.00232\n",
" 67/1 1.05513 1.04298 +/- 0.00229\n",
" 68/1 1.01721 1.04253 +/- 0.00229\n",
" 69/1 1.06447 1.04290 +/- 0.00228\n",
" 70/1 1.05860 1.04316 +/- 0.00226\n",
" 71/1 1.01646 1.04273 +/- 0.00226\n",
" 72/1 1.02675 1.04247 +/- 0.00224\n",
" 73/1 1.07485 1.04298 +/- 0.00226\n",
" 74/1 1.03000 1.04278 +/- 0.00224\n",
" 75/1 1.08164 1.04338 +/- 0.00228\n",
" 76/1 1.04750 1.04344 +/- 0.00225\n",
" 77/1 1.02581 1.04318 +/- 0.00223\n",
" 78/1 1.02560 1.04292 +/- 0.00221\n",
" 79/1 1.04092 1.04289 +/- 0.00218\n",
" 80/1 1.03475 1.04277 +/- 0.00215\n",
" 81/1 1.02949 1.04259 +/- 0.00213\n",
" 82/1 1.04891 1.04267 +/- 0.00210\n",
" 83/1 1.06470 1.04298 +/- 0.00209\n",
" 84/1 1.04634 1.04302 +/- 0.00207\n",
" 85/1 1.04922 1.04310 +/- 0.00204\n",
" 86/1 1.02642 1.04288 +/- 0.00203\n",
" 87/1 1.01690 1.04255 +/- 0.00203\n",
" 88/1 1.06143 1.04279 +/- 0.00202\n",
" 89/1 1.05653 1.04296 +/- 0.00200\n",
" 90/1 1.05543 1.04312 +/- 0.00198\n",
" 91/1 1.06231 1.04336 +/- 0.00197\n",
" 92/1 1.04363 1.04336 +/- 0.00194\n",
" 93/1 0.99681 1.04280 +/- 0.00200\n",
" 94/1 1.03114 1.04266 +/- 0.00198\n",
" 95/1 1.07076 1.04299 +/- 0.00199\n",
" 96/1 1.02145 1.04274 +/- 0.00198\n",
" 97/1 1.03821 1.04269 +/- 0.00196\n",
" 98/1 1.04462 1.04271 +/- 0.00193\n",
" 99/1 0.98538 1.04207 +/- 0.00202\n",
" 100/1 1.01249 1.04174 +/- 0.00202\n",
" Creating state point statepoint.100.h5...\n",
"\n",
" =======================> TIMING STATISTICS <=======================\n",
"\n",
" Total time for initialization = 3.7722e-01 seconds\n",
" Reading cross sections = 3.5999e-01 seconds\n",
" Total time in simulation = 6.4525e+01 seconds\n",
" Time in transport only = 6.4430e+01 seconds\n",
" Time in inactive batches = 1.6481e+00 seconds\n",
" Time in active batches = 6.2877e+01 seconds\n",
" Time synchronizing fission bank = 4.1304e-02 seconds\n",
" Sampling source sites = 3.5765e-02 seconds\n",
" SEND/RECV source sites = 5.4831e-03 seconds\n",
" Time accumulating tallies = 6.4451e-03 seconds\n",
" Time writing statepoints = 6.7978e-03 seconds\n",
" Total time for finalization = 2.4647e-02 seconds\n",
" Total time elapsed = 6.4937e+01 seconds\n",
" Calculation Rate (inactive) = 30338.1 particles/second\n",
" Calculation Rate (active) = 7156.83 particles/second\n",
"\n",
" ============================> RESULTS <============================\n",
"\n",
" k-effective (Collision) = 1.04170 +/- 0.00181\n",
" k-effective (Track-length) = 1.04174 +/- 0.00202\n",
" k-effective (Absorption) = 1.04258 +/- 0.00148\n",
" Combined k-effective = 1.04225 +/- 0.00127\n",
" Leakage Fraction = 0.00000 +/- 0.00000\n",
"\n"
]
}
],
"source": [
"# Run OpenMC!\n",
"openmc.run()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Tally Data Processing"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Our simulation ran successfully and created a statepoint file with all the tally data in it. We begin our analysis here loading the statepoint file and 'reading' the results. By default, data from the statepoint file is only read into memory when it is requested. This helps keep the memory use to a minimum even when a statepoint file may be huge."
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"# Load the statepoint file\n",
"sp = openmc.StatePoint('statepoint.100.h5')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Next we need to get the tally, which can be done with the ``StatePoint.get_tally(...)`` method."
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Tally\n",
"\tID =\t1\n",
"\tName =\tflux\n",
"\tFilters =\tMeshFilter\n",
"\tNuclides =\ttotal\n",
"\tScores =\t['flux', 'fission']\n",
"\tEstimator =\ttracklength\n"
]
}
],
"source": [
"tally = sp.get_tally(scores=['flux'])\n",
"print(tally)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The statepoint file actually stores the sum and sum-of-squares for each tally bin from which the mean and variance can be calculated as described [here](../methods/tallies.rst#variance). The sum and sum-of-squares can be accessed using the ``sum`` and ``sum_sq`` properties:"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([[[0.4111205 , 0. ]],\n",
"\n",
" [[0.41061575, 0. ]],\n",
"\n",
" [[0.40986744, 0. ]],\n",
"\n",
" ...,\n",
"\n",
" [[0.40879612, 0. ]],\n",
"\n",
" [[0.40832871, 0. ]],\n",
"\n",
" [[0.4118188 , 0. ]]])"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"tally.sum"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"However, the mean and standard deviation of the mean are usually what you are more interested in. The Tally class also has properties ``mean`` and ``std_dev`` which automatically calculate these statistics on-the-fly."
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"(10000, 1, 2)\n"
]
},
{
"data": {
"text/plain": [
"(array([[[0.00456801, 0. ]],\n",
" \n",
" [[0.0045624 , 0. ]],\n",
" \n",
" [[0.00455408, 0. ]],\n",
" \n",
" ...,\n",
" \n",
" [[0.00454218, 0. ]],\n",
" \n",
" [[0.00453699, 0. ]],\n",
" \n",
" [[0.00457576, 0. ]]]),\n",
" array([[[1.93546369e-05, 0.00000000e+00]],\n",
" \n",
" [[1.65551573e-05, 0.00000000e+00]],\n",
" \n",
" [[1.67835932e-05, 0.00000000e+00]],\n",
" \n",
" ...,\n",
" \n",
" [[1.66301983e-05, 0.00000000e+00]],\n",
" \n",
" [[1.72553624e-05, 0.00000000e+00]],\n",
" \n",
" [[2.05457818e-05, 0.00000000e+00]]]))"
]
},
"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"print(tally.mean.shape)\n",
"(tally.mean, tally.std_dev)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"The tally data has three dimensions: one for filter combinations, one for nuclides, and one for scores. We see that there are 10000 filter combinations (corresponding to the 100 x 100 mesh bins), a single nuclide (since none was specified), and two scores. If we only want to look at a single score, we can use the ``get_slice(...)`` method as follows."
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Tally\n",
"\tID =\t2\n",
"\tName =\tflux\n",
"\tFilters =\tMeshFilter\n",
"\tNuclides =\ttotal\n",
"\tScores =\t['flux']\n",
"\tEstimator =\ttracklength\n"
]
}
],
"source": [
"flux = tally.get_slice(scores=['flux'])\n",
"fission = tally.get_slice(scores=['fission'])\n",
"print(flux)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To get the bins into a form that we can plot, we can simply change the shape of the array since it is a numpy array."
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"flux.std_dev.shape = (100, 100)\n",
"flux.mean.shape = (100, 100)\n",
"fission.std_dev.shape = (100, 100)\n",
"fission.mean.shape = (100, 100)"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x7fa8e8328e90>"
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 2 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fig = plt.subplot(121)\n",
"fig.imshow(flux.mean)\n",
"fig2 = plt.subplot(122)\n",
"fig2.imshow(fission.mean)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now let's say we want to look at the distribution of relative errors of our tally bins for flux. First we create a new variable called ``relative_error`` and set it to the ratio of the standard deviation and the mean, being careful not to divide by zero in case some bins were never scored to."
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Determine relative error\n",
"relative_error = np.zeros_like(flux.std_dev)\n",
"nonzero = flux.mean > 0\n",
"relative_error[nonzero] = flux.std_dev[nonzero] / flux.mean[nonzero]\n",
"\n",
"# distribution of relative errors\n",
"ret = plt.hist(relative_error[nonzero], bins=50)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Source Sites"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Source sites can be accessed from the ``source`` property. As shown below, the source sites are represented as a numpy array with a structured datatype."
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([((-0.12818551, -0.02456422, -0.43456403), (-0.20124308, -0.34203958, 0.91788352), 588725.34961317, 0.00346319, 1., 0, 0, 0),\n",
" ((-0.12818551, -0.02456422, -0.43456403), ( 0.99676617, 0.06738748, 0.04377356), 657059.3168882 , 0.00346319, 1., 0, 0, 0),\n",
" ((-0.0502791 , -0.06303921, -0.38288257), ( 0.70313303, 0.69627789, -0.14422568), 2108371.03927001, 0.00345503, 1., 0, 0, 0),\n",
" ...,\n",
" (( 0.13635569, 0.32155735, -0.58994963), ( 0.60831647, -0.26563692, -0.74792252), 739853.29331269, 0.00379888, 1., 0, 0, 0),\n",
" (( 0.30552009, -0.14951375, -0.34244787), (-0.97198566, 0.18342182, 0.14697046), 2602839.75269266, 0.00385486, 1., 0, 0, 0),\n",
" (( 0.30552009, -0.14951375, -0.34244787), (-0.71257365, -0.2228104 , -0.66527762), 1669685.00527709, 0.00385486, 1., 0, 0, 0)],\n",
" dtype={'names': ['r', 'u', 'E', 'time', 'wgt', 'delayed_group', 'surf_id', 'particle'], 'formats': [[('x', '<f8'), ('y', '<f8'), ('z', '<f8')], [('x', '<f8'), ('y', '<f8'), ('z', '<f8')], '<f8', '<f8', '<f8', '<i4', '<i4', '<i4'], 'offsets': [0, 24, 48, 56, 64, 72, 76, 80], 'itemsize': 104})"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sp.source"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"If we want, say, only the energies from the source sites, we can simply index the source array with the name of the field:"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([ 588725.34961317, 657059.3168882 , 2108371.03927001, ...,\n",
" 739853.29331269, 2602839.75269266, 1669685.00527709])"
]
},
"execution_count": 24,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sp.source['E']"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now, we can look at things like the energy distribution of source sites. Note that we don't directly use the ``matplotlib.pyplot.hist`` method since our binning is logarithmic."
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"0.9999999999999999\n"
]
},
{
"data": {
"text/plain": [
"Text(0, 0.5, 'Probability/eV')"
]
},
"execution_count": 25,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Create log-spaced energy bins from 1 keV to 10 MeV\n",
"energy_bins = np.logspace(3,7)\n",
"\n",
"# Calculate pdf for source energies\n",
"probability, bin_edges = np.histogram(sp.source['E'], energy_bins, density=True)\n",
"\n",
"# Make sure integrating the PDF gives us unity\n",
"print(sum(probability*np.diff(energy_bins)))\n",
"\n",
"# Plot source energy PDF\n",
"plt.semilogx(energy_bins[:-1], probability*np.diff(energy_bins), drawstyle='steps')\n",
"plt.xlabel('Energy (eV)')\n",
"plt.ylabel('Probability/eV')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's also look at the spatial distribution of the sites. To make the plot a little more interesting, we can also include the direction of the particle emitted from the source and color each source by the logarithm of its energy."
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(-0.5, 0.5)"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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",
"text/plain": [
"<Figure size 640x480 with 2 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.quiver(sp.source['r']['x'], sp.source['r']['y'],\n",
" sp.source['u']['x'], sp.source['u']['y'],\n",
" np.log(sp.source['E']), cmap='jet', scale=20.0)\n",
"plt.colorbar()\n",
"plt.xlim((-0.5,0.5))\n",
"plt.ylim((-0.5,0.5))"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"# Close the statepoint file as a matter of best practice\n",
"sp.close()"
]
}
],
"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": "3.11.6"
}
},
"nbformat": 4,
"nbformat_minor": 4
}