mirror of
https://github.com/openmc-dev/openmc.git
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1127 lines
296 KiB
Text
1127 lines
296 KiB
Text
{
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"cells": [
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"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."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 1,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"from IPython.display import Image\n",
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"import numpy as np\n",
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"import matplotlib.pyplot as plt\n",
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"\n",
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"import openmc\n",
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"\n",
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"%matplotlib inline"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"## Generate Input Files"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"First we need to define materials that will be used in the problem. Before defining a material, we must create nuclides that are used in the material."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 2,
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"metadata": {
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"collapsed": true
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},
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"outputs": [],
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"source": [
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"# Instantiate some Nuclides\n",
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"h1 = openmc.Nuclide('H-1')\n",
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"b10 = openmc.Nuclide('B-10')\n",
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"o16 = openmc.Nuclide('O-16')\n",
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"u235 = openmc.Nuclide('U-235')\n",
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"u238 = openmc.Nuclide('U-238')\n",
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"zr90 = openmc.Nuclide('Zr-90')"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"With the nuclides we defined, we will now create three materials for the fuel, water, and cladding of the fuel pin."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 3,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# 1.6 enriched fuel\n",
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"fuel = openmc.Material(name='1.6% Fuel')\n",
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"fuel.set_density('g/cm3', 10.31341)\n",
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"fuel.add_nuclide(u235, 3.7503e-4)\n",
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"fuel.add_nuclide(u238, 2.2625e-2)\n",
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"fuel.add_nuclide(o16, 4.6007e-2)\n",
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"\n",
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"# borated water\n",
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"water = openmc.Material(name='Borated Water')\n",
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"water.set_density('g/cm3', 0.740582)\n",
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"water.add_nuclide(h1, 4.9457e-2)\n",
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"water.add_nuclide(o16, 2.4732e-2)\n",
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"water.add_nuclide(b10, 8.0042e-6)\n",
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"\n",
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"# zircaloy\n",
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"zircaloy = openmc.Material(name='Zircaloy')\n",
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"zircaloy.set_density('g/cm3', 6.55)\n",
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"zircaloy.add_nuclide(zr90, 7.2758e-3)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"With our three materials, we can now create a materials file object that can be exported to an actual XML file."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 4,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# Instantiate a MaterialsFile, add Materials\n",
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"materials_file = openmc.MaterialsFile()\n",
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"materials_file.add_material(fuel)\n",
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"materials_file.add_material(water)\n",
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"materials_file.add_material(zircaloy)\n",
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"materials_file.default_xs = '71c'\n",
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"\n",
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"# Export to \"materials.xml\"\n",
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"materials_file.export_to_xml()"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"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."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 5,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# Create cylinders for the fuel and clad\n",
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"fuel_outer_radius = openmc.ZCylinder(x0=0.0, y0=0.0, R=0.39218)\n",
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"clad_outer_radius = openmc.ZCylinder(x0=0.0, y0=0.0, R=0.45720)\n",
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"\n",
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"# Create boundary planes to surround the geometry\n",
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"# Use both reflective and vacuum boundaries to make life interesting\n",
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"min_x = openmc.XPlane(x0=-0.63, boundary_type='reflective')\n",
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"max_x = openmc.XPlane(x0=+0.63, boundary_type='reflective')\n",
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"min_y = openmc.YPlane(y0=-0.63, boundary_type='reflective')\n",
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"max_y = openmc.YPlane(y0=+0.63, boundary_type='reflective')\n",
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"min_z = openmc.ZPlane(z0=-0.63, boundary_type='reflective')\n",
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"max_z = openmc.ZPlane(z0=+0.63, boundary_type='reflective')"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"With the surfaces defined, we can now create cells that are defined by intersections of half-spaces created by the surfaces."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 6,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# Create a Universe to encapsulate a fuel pin\n",
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"pin_cell_universe = openmc.Universe(name='1.6% Fuel Pin')\n",
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"\n",
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"# Create fuel Cell\n",
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"fuel_cell = openmc.Cell(name='1.6% Fuel')\n",
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"fuel_cell.fill = fuel\n",
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"fuel_cell.region = -fuel_outer_radius\n",
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"pin_cell_universe.add_cell(fuel_cell)\n",
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"\n",
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"# Create a clad Cell\n",
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"clad_cell = openmc.Cell(name='1.6% Clad')\n",
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"clad_cell.fill = zircaloy\n",
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"clad_cell.region = +fuel_outer_radius & -clad_outer_radius\n",
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"pin_cell_universe.add_cell(clad_cell)\n",
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"\n",
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"# Create a moderator Cell\n",
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"moderator_cell = openmc.Cell(name='1.6% Moderator')\n",
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"moderator_cell.fill = water\n",
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"moderator_cell.region = +clad_outer_radius\n",
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"pin_cell_universe.add_cell(moderator_cell)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"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."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 7,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# Create root Cell\n",
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"root_cell = openmc.Cell(name='root cell')\n",
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"root_cell.fill = pin_cell_universe\n",
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"\n",
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"# Add boundary planes\n",
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"root_cell.region = +min_x & -max_x & +min_y & -max_y & +min_z & -max_z\n",
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"\n",
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"# Create root Universe\n",
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"root_universe = openmc.Universe(universe_id=0, name='root universe')\n",
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"root_universe.add_cell(root_cell)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"We now must create a geometry that is assigned a root universe, put the geometry into a geometry file, and export it to XML."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 8,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# Create Geometry and set root Universe\n",
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"geometry = openmc.Geometry()\n",
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"geometry.root_universe = root_universe"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 9,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# Instantiate a GeometryFile\n",
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"geometry_file = openmc.GeometryFile()\n",
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"geometry_file.geometry = geometry\n",
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"\n",
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"# Export to \"geometry.xml\"\n",
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"geometry_file.export_to_xml()"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"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."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 10,
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"metadata": {
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"collapsed": true
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},
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"outputs": [],
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"source": [
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"# OpenMC simulation parameters\n",
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"batches = 100\n",
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"inactive = 10\n",
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"particles = 5000\n",
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"\n",
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"# Instantiate a SettingsFile\n",
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"settings_file = openmc.SettingsFile()\n",
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"settings_file.batches = batches\n",
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"settings_file.inactive = inactive\n",
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"settings_file.particles = particles\n",
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"\n",
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"# Create an initial uniform spatial source distribution over fissionable zones\n",
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"bounds = [-0.63, -0.63, -0.63, 0.63, 0.63, 0.63]\n",
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"uniform_dist = openmc.stats.Box(bounds[:3], bounds[3:], only_fissionable=True)\n",
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"settings_file.source = openmc.source.Source(space=uniform_dist)\n",
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"\n",
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"# Export to \"settings.xml\"\n",
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"settings_file.export_to_xml()"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"Let us also create a plot file that we can use to verify that our pin cell geometry was created successfully."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 11,
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"metadata": {
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"collapsed": false
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},
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"outputs": [],
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"source": [
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"# Instantiate a Plot\n",
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"plot = openmc.Plot(plot_id=1)\n",
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"plot.filename = 'materials-xy'\n",
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"plot.origin = [0, 0, 0]\n",
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"plot.width = [1.26, 1.26]\n",
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"plot.pixels = [250, 250]\n",
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"plot.color = 'mat'\n",
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"\n",
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"# Instantiate a PlotsFile, add Plot, and export to \"plots.xml\"\n",
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"plot_file = openmc.PlotsFile()\n",
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"plot_file.add_plot(plot)\n",
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"plot_file.export_to_xml()"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"With the plots.xml file, we can now generate and view the plot. OpenMC outputs plots in .ppm format, which can be converted into a compressed format like .png with the convert utility."
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]
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},
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{
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"cell_type": "code",
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"execution_count": 12,
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"metadata": {
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"collapsed": false
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},
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"outputs": [
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{
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"data": {
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"text/plain": [
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"0"
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]
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},
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"execution_count": 12,
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"metadata": {},
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"output_type": "execute_result"
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}
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],
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"source": [
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"# Run openmc in plotting mode\n",
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"executor = openmc.Executor()\n",
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"executor.plot_geometry(output=False)"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 13,
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"metadata": {
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"collapsed": false
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},
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"outputs": [
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{
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"data": {
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"image/png": "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6AgMAAAD1grKuAAAABGdBTUEAALGPC/xhBQAAACBjSFJN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\n0CWNdwAAAABJRU5ErkJggg==\n",
|
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"text/plain": [
|
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"<IPython.core.display.Image object>"
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]
|
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},
|
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"execution_count": 13,
|
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"metadata": {},
|
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"output_type": "execute_result"
|
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}
|
|
],
|
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"source": [
|
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"# Convert OpenMC's funky ppm to png\n",
|
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"!convert materials-xy.ppm materials-xy.png\n",
|
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"\n",
|
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"# Display the materials plot inline\n",
|
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"Image(filename='materials-xy.png')"
|
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]
|
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},
|
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{
|
|
"cell_type": "markdown",
|
|
"metadata": {},
|
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"source": [
|
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"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."
|
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]
|
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},
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{
|
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"cell_type": "code",
|
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"execution_count": 14,
|
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"metadata": {
|
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"collapsed": true
|
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},
|
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"outputs": [],
|
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"source": [
|
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"# Instantiate an empty TalliesFile\n",
|
|
"tallies_file = openmc.TalliesFile()"
|
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]
|
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},
|
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{
|
|
"cell_type": "code",
|
|
"execution_count": 15,
|
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"metadata": {
|
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"collapsed": false
|
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},
|
|
"outputs": [],
|
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"source": [
|
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"# Create mesh which will be used for tally\n",
|
|
"mesh = openmc.Mesh()\n",
|
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"mesh.dimension = [100, 100]\n",
|
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"mesh.lower_left = [-0.63, -0.63]\n",
|
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"mesh.upper_right = [0.63, 0.63]\n",
|
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"tallies_file.add_mesh(mesh)\n",
|
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"\n",
|
|
"# Create mesh filter for tally\n",
|
|
"mesh_filter = openmc.Filter(type='mesh', bins=[1])\n",
|
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"mesh_filter.mesh = mesh\n",
|
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"\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_file.add_tally(tally)"
|
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]
|
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},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 16,
|
|
"metadata": {
|
|
"collapsed": true
|
|
},
|
|
"outputs": [],
|
|
"source": [
|
|
"# Export to \"tallies.xml\"\n",
|
|
"tallies_file.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": 17,
|
|
"metadata": {
|
|
"collapsed": false,
|
|
"scrolled": true
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
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"\n",
|
|
" .d88888b. 888b d888 .d8888b.\n",
|
|
" d88P\" \"Y88b 8888b d8888 d88P Y88b\n",
|
|
" 888 888 88888b.d88888 888 888\n",
|
|
" 888 888 88888b. .d88b. 88888b. 888Y88888P888 888 \n",
|
|
" 888 888 888 \"88b d8P Y8b 888 \"88b 888 Y888P 888 888 \n",
|
|
" 888 888 888 888 88888888 888 888 888 Y8P 888 888 888\n",
|
|
" Y88b. .d88P 888 d88P Y8b. 888 888 888 \" 888 Y88b d88P\n",
|
|
" \"Y88888P\" 88888P\" \"Y8888 888 888 888 888 \"Y8888P\"\n",
|
|
"__________________888______________________________________________________\n",
|
|
" 888\n",
|
|
" 888\n",
|
|
"\n",
|
|
" Copyright: 2011-2015 Massachusetts Institute of Technology\n",
|
|
" License: http://mit-crpg.github.io/openmc/license.html\n",
|
|
" Version: 0.7.1\n",
|
|
" Git SHA1: 9a6ecd72597338b40d2b72378e5ad6dd65df2364\n",
|
|
" Date/Time: 2016-04-08 12:05:28\n",
|
|
" MPI Processes: 1\n",
|
|
"\n",
|
|
" ===========================================================================\n",
|
|
" ========================> INITIALIZATION <=========================\n",
|
|
" ===========================================================================\n",
|
|
"\n",
|
|
" Reading settings XML file...\n",
|
|
" Reading cross sections XML file...\n",
|
|
" Reading geometry XML file...\n",
|
|
" Reading materials XML file...\n",
|
|
" Reading tallies XML file...\n",
|
|
" Building neighboring cells lists for each surface...\n",
|
|
" Loading ACE cross section table: 92235.71c\n",
|
|
" Loading ACE cross section table: 92238.71c\n",
|
|
" Loading ACE cross section table: 8016.71c\n",
|
|
" Loading ACE cross section table: 1001.71c\n",
|
|
" Loading ACE cross section table: 5010.71c\n",
|
|
" Loading ACE cross section table: 40090.71c\n",
|
|
" Maximum neutron transport energy: 20.0000 MeV for 92235.71c\n",
|
|
" Initializing source particles...\n",
|
|
"\n",
|
|
" ===========================================================================\n",
|
|
" ====================> K EIGENVALUE SIMULATION <====================\n",
|
|
" ===========================================================================\n",
|
|
"\n",
|
|
" Bat./Gen. k Average k \n",
|
|
" ========= ======== ==================== \n",
|
|
" 1/1 1.04359 \n",
|
|
" 2/1 1.04244 \n",
|
|
" 3/1 1.03020 \n",
|
|
" 4/1 1.03630 \n",
|
|
" 5/1 1.06478 \n",
|
|
" 6/1 1.05450 \n",
|
|
" 7/1 1.02369 \n",
|
|
" 8/1 1.03614 \n",
|
|
" 9/1 1.05193 \n",
|
|
" 10/1 1.02886 \n",
|
|
" 11/1 1.05011 \n",
|
|
" 12/1 1.04597 1.04804 +/- 0.00207\n",
|
|
" 13/1 1.07035 1.05548 +/- 0.00753\n",
|
|
" 14/1 1.06150 1.05698 +/- 0.00554\n",
|
|
" 15/1 1.07094 1.05977 +/- 0.00512\n",
|
|
" 16/1 1.05131 1.05836 +/- 0.00441\n",
|
|
" 17/1 1.04733 1.05679 +/- 0.00405\n",
|
|
" 18/1 1.08130 1.05985 +/- 0.00465\n",
|
|
" 19/1 1.02559 1.05605 +/- 0.00560\n",
|
|
" 20/1 1.03399 1.05384 +/- 0.00547\n",
|
|
" 21/1 1.04617 1.05314 +/- 0.00500\n",
|
|
" 22/1 1.06981 1.05453 +/- 0.00477\n",
|
|
" 23/1 1.05270 1.05439 +/- 0.00439\n",
|
|
" 24/1 1.02487 1.05228 +/- 0.00458\n",
|
|
" 25/1 1.05905 1.05273 +/- 0.00429\n",
|
|
" 26/1 1.07658 1.05422 +/- 0.00428\n",
|
|
" 27/1 1.03455 1.05307 +/- 0.00418\n",
|
|
" 28/1 1.00971 1.05066 +/- 0.00462\n",
|
|
" 29/1 1.06111 1.05121 +/- 0.00440\n",
|
|
" 30/1 1.01777 1.04954 +/- 0.00450\n",
|
|
" 31/1 1.04718 1.04942 +/- 0.00428\n",
|
|
" 32/1 1.03340 1.04870 +/- 0.00415\n",
|
|
" 33/1 1.04570 1.04857 +/- 0.00397\n",
|
|
" 34/1 1.02728 1.04768 +/- 0.00390\n",
|
|
" 35/1 1.02852 1.04691 +/- 0.00382\n",
|
|
" 36/1 1.03242 1.04636 +/- 0.00371\n",
|
|
" 37/1 1.01479 1.04519 +/- 0.00376\n",
|
|
" 38/1 1.06045 1.04573 +/- 0.00366\n",
|
|
" 39/1 1.03810 1.04547 +/- 0.00354\n",
|
|
" 40/1 1.05281 1.04571 +/- 0.00343\n",
|
|
" 41/1 1.03941 1.04551 +/- 0.00332\n",
|
|
" 42/1 1.04049 1.04535 +/- 0.00322\n",
|
|
" 43/1 1.04586 1.04537 +/- 0.00312\n",
|
|
" 44/1 1.05437 1.04563 +/- 0.00304\n",
|
|
" 45/1 1.03445 1.04531 +/- 0.00297\n",
|
|
" 46/1 1.05104 1.04547 +/- 0.00289\n",
|
|
" 47/1 1.00773 1.04445 +/- 0.00299\n",
|
|
" 48/1 1.06879 1.04509 +/- 0.00298\n",
|
|
" 49/1 1.06625 1.04564 +/- 0.00295\n",
|
|
" 50/1 1.02641 1.04515 +/- 0.00292\n",
|
|
" 51/1 1.05701 1.04544 +/- 0.00286\n",
|
|
" 52/1 1.02868 1.04504 +/- 0.00282\n",
|
|
" 53/1 1.04592 1.04506 +/- 0.00275\n",
|
|
" 54/1 1.05757 1.04535 +/- 0.00271\n",
|
|
" 55/1 1.02329 1.04486 +/- 0.00269\n",
|
|
" 56/1 1.04116 1.04478 +/- 0.00263\n",
|
|
" 57/1 1.01990 1.04425 +/- 0.00263\n",
|
|
" 58/1 1.06202 1.04462 +/- 0.00260\n",
|
|
" 59/1 1.03550 1.04443 +/- 0.00255\n",
|
|
" 60/1 1.01383 1.04382 +/- 0.00258\n",
|
|
" 61/1 1.04111 1.04377 +/- 0.00253\n",
|
|
" 62/1 1.02061 1.04332 +/- 0.00252\n",
|
|
" 63/1 1.00456 1.04259 +/- 0.00257\n",
|
|
" 64/1 1.02277 1.04222 +/- 0.00255\n",
|
|
" 65/1 1.04544 1.04228 +/- 0.00251\n",
|
|
" 66/1 1.04487 1.04233 +/- 0.00246\n",
|
|
" 67/1 1.02699 1.04206 +/- 0.00243\n",
|
|
" 68/1 1.06160 1.04240 +/- 0.00241\n",
|
|
" 69/1 1.02989 1.04218 +/- 0.00238\n",
|
|
" 70/1 1.03107 1.04200 +/- 0.00235\n",
|
|
" 71/1 1.06571 1.04239 +/- 0.00234\n",
|
|
" 72/1 1.03444 1.04226 +/- 0.00231\n",
|
|
" 73/1 1.05059 1.04239 +/- 0.00228\n",
|
|
" 74/1 1.03352 1.04225 +/- 0.00224\n",
|
|
" 75/1 1.03707 1.04217 +/- 0.00221\n",
|
|
" 76/1 1.02994 1.04199 +/- 0.00219\n",
|
|
" 77/1 1.05416 1.04217 +/- 0.00216\n",
|
|
" 78/1 1.03794 1.04211 +/- 0.00213\n",
|
|
" 79/1 1.04652 1.04217 +/- 0.00210\n",
|
|
" 80/1 1.05715 1.04239 +/- 0.00208\n",
|
|
" 81/1 1.08146 1.04294 +/- 0.00212\n",
|
|
" 82/1 1.02159 1.04264 +/- 0.00211\n",
|
|
" 83/1 1.01968 1.04233 +/- 0.00211\n",
|
|
" 84/1 1.05577 1.04251 +/- 0.00209\n",
|
|
" 85/1 1.07808 1.04298 +/- 0.00211\n",
|
|
" 86/1 1.03943 1.04293 +/- 0.00209\n",
|
|
" 87/1 1.03431 1.04282 +/- 0.00206\n",
|
|
" 88/1 1.02414 1.04258 +/- 0.00205\n",
|
|
" 89/1 1.02316 1.04234 +/- 0.00204\n",
|
|
" 90/1 1.03342 1.04223 +/- 0.00202\n",
|
|
" 91/1 1.02781 1.04205 +/- 0.00200\n",
|
|
" 92/1 1.01293 1.04169 +/- 0.00201\n",
|
|
" 93/1 1.04347 1.04171 +/- 0.00198\n",
|
|
" 94/1 1.05357 1.04186 +/- 0.00196\n",
|
|
" 95/1 1.04740 1.04192 +/- 0.00194\n",
|
|
" 96/1 1.05215 1.04204 +/- 0.00192\n",
|
|
" 97/1 1.06667 1.04232 +/- 0.00192\n",
|
|
" 98/1 1.04926 1.04240 +/- 0.00190\n",
|
|
" 99/1 1.05386 1.04253 +/- 0.00188\n",
|
|
" 100/1 1.05088 1.04262 +/- 0.00186\n",
|
|
" Creating state point statepoint.100.h5...\n",
|
|
"\n",
|
|
" ===========================================================================\n",
|
|
" ======================> SIMULATION FINISHED <======================\n",
|
|
" ===========================================================================\n",
|
|
"\n",
|
|
"\n",
|
|
" =======================> TIMING STATISTICS <=======================\n",
|
|
"\n",
|
|
" Total time for initialization = 5.3700E-01 seconds\n",
|
|
" Reading cross sections = 1.4300E-01 seconds\n",
|
|
" Total time in simulation = 4.3618E+02 seconds\n",
|
|
" Time in transport only = 4.3609E+02 seconds\n",
|
|
" Time in inactive batches = 1.5047E+01 seconds\n",
|
|
" Time in active batches = 4.2113E+02 seconds\n",
|
|
" Time synchronizing fission bank = 2.4000E-02 seconds\n",
|
|
" Sampling source sites = 1.6000E-02 seconds\n",
|
|
" SEND/RECV source sites = 6.0000E-03 seconds\n",
|
|
" Time accumulating tallies = 4.0000E-02 seconds\n",
|
|
" Total time for finalization = 2.5600E-01 seconds\n",
|
|
" Total time elapsed = 4.3701E+02 seconds\n",
|
|
" Calculation Rate (inactive) = 3322.92 neutrons/second\n",
|
|
" Calculation Rate (active) = 1068.56 neutrons/second\n",
|
|
"\n",
|
|
" ============================> RESULTS <============================\n",
|
|
"\n",
|
|
" k-effective (Collision) = 1.04214 +/- 0.00161\n",
|
|
" k-effective (Track-length) = 1.04262 +/- 0.00186\n",
|
|
" k-effective (Absorption) = 1.04338 +/- 0.00158\n",
|
|
" Combined k-effective = 1.04278 +/- 0.00122\n",
|
|
" Leakage Fraction = 0.00000 +/- 0.00000\n",
|
|
"\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"0"
|
|
]
|
|
},
|
|
"execution_count": 17,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
}
|
|
],
|
|
"source": [
|
|
"# Run OpenMC!\n",
|
|
"executor.run_simulation()"
|
|
]
|
|
},
|
|
{
|
|
"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": 18,
|
|
"metadata": {
|
|
"collapsed": false,
|
|
"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": 19,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Tally\n",
|
|
"\tID =\t10000\n",
|
|
"\tName =\t\n",
|
|
"\tFilters =\t\n",
|
|
" \t\tmesh\t[10000]\n",
|
|
"\tNuclides =\ttotal \n",
|
|
"\tScores =\t[u'flux', u'fission']\n",
|
|
"\tEstimator =\ttracklength\n",
|
|
"\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](http://mit-crpg.github.io/openmc/methods/tallies.html#variance). The sum and sum-of-squares can be accessed using the ``sum`` and ``sum_sq`` properties:"
|
|
]
|
|
},
|
|
{
|
|
"cell_type": "code",
|
|
"execution_count": 20,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"array([[[ 0.40945685, 0. ]],\n",
|
|
"\n",
|
|
" [[ 0.40939021, 0. ]],\n",
|
|
"\n",
|
|
" [[ 0.410625 , 0. ]],\n",
|
|
"\n",
|
|
" ..., \n",
|
|
" [[ 0.41130501, 0. ]],\n",
|
|
"\n",
|
|
" [[ 0.41228849, 0. ]],\n",
|
|
"\n",
|
|
" [[ 0.41420317, 0. ]]])"
|
|
]
|
|
},
|
|
"execution_count": 20,
|
|
"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": 21,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"(10000, 1, 2)\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"(array([[[ 0.00454952, 0. ]],\n",
|
|
" \n",
|
|
" [[ 0.00454878, 0. ]],\n",
|
|
" \n",
|
|
" [[ 0.0045625 , 0. ]],\n",
|
|
" \n",
|
|
" ..., \n",
|
|
" [[ 0.00457006, 0. ]],\n",
|
|
" \n",
|
|
" [[ 0.00458098, 0. ]],\n",
|
|
" \n",
|
|
" [[ 0.00460226, 0. ]]]),\n",
|
|
" array([[[ 1.64748193e-05, 0.00000000e+00]],\n",
|
|
" \n",
|
|
" [[ 1.70922989e-05, 0.00000000e+00]],\n",
|
|
" \n",
|
|
" [[ 1.67622385e-05, 0.00000000e+00]],\n",
|
|
" \n",
|
|
" ..., \n",
|
|
" [[ 1.69274948e-05, 0.00000000e+00]],\n",
|
|
" \n",
|
|
" [[ 1.57842763e-05, 0.00000000e+00]],\n",
|
|
" \n",
|
|
" [[ 2.06590062e-05, 0.00000000e+00]]]))"
|
|
]
|
|
},
|
|
"execution_count": 21,
|
|
"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": 22,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"Tally\n",
|
|
"\tID =\t10001\n",
|
|
"\tName =\t\n",
|
|
"\tFilters =\t\n",
|
|
" \t\tmesh\t[10000]\n",
|
|
"\tNuclides =\ttotal \n",
|
|
"\tScores =\t[u'flux']\n",
|
|
"\tEstimator =\ttracklength\n",
|
|
"\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": 23,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"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": 24,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"<matplotlib.image.AxesImage at 0x7f0fd73b00d0>"
|
|
]
|
|
},
|
|
"execution_count": 24,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": 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431v/KSvvnyIUKzN6foP7nTPs1saoVSK4GYlSLsHtd69S9MTwBRt85u//OatDkxztPkv1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gX7GZGgWKCNSpoMJhJbpGihMtW+xxcK/4FXok+T9ZzlhHiHDGnuyDE2Av10BIU9IlznHCe5TYot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\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x7f0fda2c2610>"
|
|
]
|
|
},
|
|
"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": 25,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"image/png": "iVBORw0KGgoAAAANSUhEUgAAAYwAAAEACAYAAACgS0HpAAAABHNCSVQICAgIfAhkiAAAAAlwSFlz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\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x7f0fd6e514d0>"
|
|
]
|
|
},
|
|
"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": 26,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"array([ (1.0, [-0.1382758052991497, -0.3512177196880901, -0.33148352853135243], [0.4185689312254184, 0.515870835450486, -0.7474472094699589], 0.12980877137486158, 0),\n",
|
|
" (1.0, [-0.1382758052991497, -0.3512177196880901, -0.33148352853135243], [-0.7887279871402189, -0.41474066458733805, -0.4537602268152112], 0.9055673129689725, 0),\n",
|
|
" (1.0, [-0.037141545763691594, 0.3164763430804079, -0.13705878399440294], [0.3855911650385466, 0.7867859791128493, -0.48196190359368796], 0.996776361155944, 0),\n",
|
|
" ...,\n",
|
|
" (1.0, [0.10735654583359178, -0.007276312264885898, -0.05173760352485271], [0.5349120379020222, -0.015907381482490993, 0.8447579931091957], 0.8409377635712494, 0),\n",
|
|
" (1.0, [-0.048566216245400286, 0.29160532148505824, 0.31942717397594755], [0.6200960701401188, -0.409911862042636, 0.6689193741801173], 3.8787384499997857, 0),\n",
|
|
" (1.0, [0.07888442268099938, -0.14443885526015943, 0.3095767587545024], [0.373899151360205, 0.18819594431853104, 0.9081749342247754], 4.776147593645684, 0)], \n",
|
|
" dtype=[('wgt', '<f8'), ('xyz', '<f8', (3,)), ('uvw', '<f8', (3,)), ('E', '<f8'), ('delayed_group', '<i4')])"
|
|
]
|
|
},
|
|
"execution_count": 26,
|
|
"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": 27,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"array([ 0.12980877, 0.90556731, 0.99677636, ..., 0.84093776,\n",
|
|
" 3.87873845, 4.77614759])"
|
|
]
|
|
},
|
|
"execution_count": 27,
|
|
"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": 28,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"name": "stdout",
|
|
"output_type": "stream",
|
|
"text": [
|
|
"1.0\n"
|
|
]
|
|
},
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"<matplotlib.text.Text at 0x7f0fd545d3d0>"
|
|
]
|
|
},
|
|
"execution_count": 28,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": 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FJUmaeot2YSUJvft/3Ac8pV98VVX9bcuxjcwuLGllTUu3TBdMS1u1fh3IwI6+XFVPWM6O\n2mQCkVbWtHwpdsG0tNUkx0CuS/KUxatJknYXox6BbAUOA75J72K/0LsQ0LOwJE3Nr+oumJa2av1K\n9AHHLmcnkqTVZ8EEkmRv4LeBQ4Ev05uK5L5JBCZJmm6LjYH8OfCv6CWP44A/aT0iSVInLDYb766z\nr5LsSe/03aMnFdyoHAORVta09Ot3wbS01STOwrp35xO7riRJgxYbRH9Skn/oPw+wT39551lYC94P\nRJL0YGvX9o5Chq3bvn2y8SzHYvcD2WNSgUiabt62djwWShDDEsu0Gvl+INPMMRCpfdPSd7+aTbKN\nJz0bryRJu5hAJEmNmEAkSY2YQCRJjZhAJEmNmEAkSY2YQCRJjZhAJEmNmEAk7bJuXe9itvkeXm2u\nubwSXdIuXm2+srwSXZK0WzCBSJIaMYFIkhoxgUiSGjGBSJIaMYFIkhoxgUiSGjGBSJIaMYFIkhox\ngUi7oWFTljhdiZai9QSSZEOSrUluTnLGkDrnJNmW5IYkR/XLDkzyV0m+muTLSV7ddqzS7mLHjt6U\nGXMf27evdGTqklYTSJI1wLnAscCRwMlJjphT5zjgkKo6DDgNOK+/6j7gdVV1JPA04JVzt5UkrZy2\nj0COAbZV1a1VdS+wGdg4p85G4EKAqroS2C/J/lX1t1V1Q7/8B8AW4ICW45UkjajtBHIAcNvA8u38\ndBKYW+eOuXWS/BxwFHDl2COUJDWy50oHsJgkDwM+BrymfyQyr02bNu16PjMzw8zMTOuxSdI4rV3b\nO5lh2LrljFHNzs4yOzvb/AXm0er9QJKsBzZV1Yb+8plAVdXZA3XOA66oqo/0l7cCz6qqu5LsCXwG\n+IuqetcC+/F+INISeN+P7hn3/1kX7gdyNXBokoOT7AWcBFwyp84lwCmwK+HcXVV39df9d+CmhZKH\npPl5d0G1rdUurKq6P8npwOX0ktUFVbUlyWm91XV+VV2W5PgktwD3AC8DSPJ04MXAl5NcDxTwe1X1\n2TZjllaLnafqSm3xlrbSKmU31eqyO3ZhSZJWKROIJKkRE4gkqRETiCSpEROIJKkRE4gkqRETiCSp\nEROIJKkRE4gkqRETiNRhznelleRUJlKHOV3J7sOpTCRJq4YJRJI6YOfNpuZ7rFu3MjHZhSV1mF1Y\ngmafA7uwJEkrxgQiSWrEBCJJasQEIklqxAQiSWrEBCJJasQEIk2BhaYkWalz/KXFeB2INAUWOo+/\n6TrtPlbqOpA9l7OxpPbtvAJ52DpppXgEIk0BjyS0HF6JLknqFBOIJKkRE4gkqRETiCSpEROINCHe\nflarjWdhSRPimVZqi9eBSJIaWehaIWjvh4tdWNKYDeuqsptKbdm+vZckhj3aYheWNGZ2VakLvJBQ\nWiYnMZSa8whEu7U2Jir0CERd0IkjkCQbkmxNcnOSM4bUOSfJtiQ3JDlqKdtqvGZnZ1c6hKmxc2By\nqY/BsQ7bc7xsz+nSagJJsgY4FzgWOBI4OckRc+ocBxxSVYcBpwHnjbqtxq+rf6ALdUWN+mU/12ID\nk8Me27c/8Bpdbc9pZXtOl7aPQI4BtlXVrVV1L7AZ2DinzkbgQoCquhLYL8n+I247Mcv54I667WL1\nFlo/37pRylbiD7KNttyx46e/yK+4YnbBL/orrph90Jf9YvvYndpzqfWW+tkcVm57Lr6+6d/6KPtd\nqrYTyAHAbQPLt/fLRqkzyrYTs1o/VMv9QDUZhJ6dnW18xHDccaPH27Q9/cJbej0TyNK2XS0JpNVB\n9CQnAsdW1Sv6yy8BjqmqVw/U+TTw1qr6Un/588AbgZ9fbNuB13DIUpKWaNqvRL8DOGhg+cB+2dw6\nj52nzl4jbAssvxEkSUvXdhfW1cChSQ5OshdwEnDJnDqXAKcAJFkP3F1Vd424rSRphbR6BFJV9yc5\nHbicXrK6oKq2JDmtt7rOr6rLkhyf5BbgHuDUhbZtM15J0uhWxYWEkqTJcyoTSVIjJhBJUiOrNoEk\nOSLJnyW5OMlvr3Q8XZdkY5Lzk3w4yXNXOp4uS/LzSd6X5OKVjqXrkuyb5ANJ3pvkN1Y6nq5b6mdz\n1Y+BJAnw51V1ykrHshokeSTwR1X18pWOpeuSXFxV/3al4+iy/vVhO6rq0iSbq+qklY5pNRj1szn1\nRyBJLkhyV5Ib55SPMknjCcBngMsmEWsXLKc9+34feE+7UXbDGNpSczRo0wN5YMaK+ycWaEe0/Rmd\n+gQCvJ/ehIq7LDTRYpKXJnl7kkdX1aer6vnASyYd9BRr2p6PSfI24LKqumHSQU+pxp/NndUnGWxH\nLKlN6SWPA3dWnVSQHbLU9txVbZQXn/oEUlX/C9gxp3joRItVdVFVvQ54XJJ3JTkPuHSiQU+xZbTn\nicBzgBcmecUkY55Wy2jLHyf5M+Aoj1AebKltCnyS3mfyPcCnJxdpNyy1PZOsW8pns+2pTNoy30SL\nxwxWqKovAl+cZFAdNkp7vht49ySD6qhR2nI78B8mGVTHDW3Tqvoh8JsrEVSHLdSeS/psTv0RiCRp\nOnU1gYwySaNGZ3uOj205frbpeI2tPbuSQMKDB3WcaHF5bM/xsS3HzzYdr9bac+oTSJIPAV+iNyj+\nrSSnVtX9wKvoTbT4VWCzEy2OxvYcH9ty/GzT8Wq7PVf9hYSSpHZM/RGIJGk6mUAkSY2YQCRJjZhA\nJEmNmEAkSY2YQCRJjZhAJEmNmEC0aiW5P8l1Sa7v//vGlY5ppyQfTfJz/effTPLFOetvmHsPh3le\n4+tJDptT9o4kb0jyC0neP+64pUFdnY1XGsU9VXX0OF8wyR79K3mX8xqPB9ZU1Tf7RQU8PMkBVXVH\n/94Mo1zh+2F601C8qf+6AV4IPK2qbk9yQJIDq+r25cQrDeMRiFazeW+Kk+T/JdmU5Nokf5Pkcf3y\nfft3cPu//XUn9Mv/XZJPJfkC8Pn0/GmSm5JcnuTSJC9I8uwknxzYz68k+cQ8IbwY+NScsovpJQOA\nk4EPDbzOmiR/mOTK/pHJztsJbx7YBuCZwDcHEsZn5qyXxsoEotVsnzldWL8+sO47VfWLwHnA7/bL\n/hPwhapaD/wy8MdJ9umvezLwgqp6NvAC4KCqejzwUuBpAFV1BXB4kkf1tzkVuGCeuJ4OXDuwXMDH\ngX/TXz6BB98c6beAu6vqqfTu2/CKJAdX1VeA+5M8oV/vJHpHJTtdAzxjoQaSlsMuLK1mP1ygC2vn\nkcK1PPDF/TzghCRv6C/vxQPTXn+uqr7Xf/5LwEcBququJFcMvO5FwEuSfABYTy/BzPVo4O/mlP09\nsCPJi4CbgB8NrHse8ISBBPgI4DDgVvpHIUluAn4N+C8D230HeMy8714aAxOIdlc/7v97Pw/8HQQ4\nsaq2DVZMsh64Z8TX/QC9o4cfAx+tqp/MU+eHwN7zlF8MvAc4ZU55gFdV1efm2WYzvVlV/xr4m6oa\nTEx78+BEJI2VXVhazeYdA1nAXwKv3rVxctSQev8bOLE/FrI/MLNzRVV9G7iTXnfYsLOgtgCHzhPn\nJ4Gz6SWEuXH9xyR79uM6bGfXWlV9A/gu8DYe3H0F8DjgK0NikJbNBKLVbO85YyBv6ZcPO8PpTcBD\nktyY5CvAHwyp93F695H+KnAhvW6w7w2s/yBwW1V9bcj2lwHPHlgugKr6QVX9UVXdN6f+++h1a12X\n5Mv0xm0Gew8+DBwOzB2wfzZw6ZAYpGXzfiBSA0keWlX3JFkHXAk8vaq+01/3buC6qpr3CCTJ3sBf\n9bdp5Q+wf6e5WeCXhnSjSctmApEa6A+cPxJ4CHB2VV3UL78G+AHw3Kq6d4HtnwtsaesajSSHAo+p\nqr9u4/UlMIFIkhpyDESS1IgJRJLUiAlEktSICUSS1IgJRJLUyP8H6yC5BGRU2e8AAAAASUVORK5C\nYII=\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x7f0fd6e51450>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"# Create log-spaced energy bins from 1 keV to 100 MeV\n",
|
|
"energy_bins = np.logspace(-3,1)\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), linestyle='steps')\n",
|
|
"plt.xlabel('Energy (MeV)')\n",
|
|
"plt.ylabel('Probability/MeV')"
|
|
]
|
|
},
|
|
{
|
|
"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": 29,
|
|
"metadata": {
|
|
"collapsed": false
|
|
},
|
|
"outputs": [
|
|
{
|
|
"data": {
|
|
"text/plain": [
|
|
"(-0.5, 0.5)"
|
|
]
|
|
},
|
|
"execution_count": 29,
|
|
"metadata": {},
|
|
"output_type": "execute_result"
|
|
},
|
|
{
|
|
"data": {
|
|
"image/png": 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M+mzzwav3wOavwB4F2+bA/LFwRRi8eT04mo/+YTXUQexRunz42qDkZRj2FcSN+/nrQX8s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\nF5W9GoMAAAAASUVORK5CYII=\n",
|
|
"text/plain": [
|
|
"<matplotlib.figure.Figure at 0x7f0fda2aea90>"
|
|
]
|
|
},
|
|
"metadata": {},
|
|
"output_type": "display_data"
|
|
}
|
|
],
|
|
"source": [
|
|
"plt.quiver(sp.source['xyz'][:,0], sp.source['xyz'][:,1],\n",
|
|
" sp.source['uvw'][:,0], sp.source['uvw'][:,1],\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))"
|
|
]
|
|
}
|
|
],
|
|
"metadata": {
|
|
"kernelspec": {
|
|
"display_name": "Python 2",
|
|
"language": "python",
|
|
"name": "python2"
|
|
},
|
|
"language_info": {
|
|
"codemirror_mode": {
|
|
"name": "ipython",
|
|
"version": 2
|
|
},
|
|
"file_extension": ".py",
|
|
"mimetype": "text/x-python",
|
|
"name": "python",
|
|
"nbconvert_exporter": "python",
|
|
"pygments_lexer": "ipython2",
|
|
"version": "2.7.11"
|
|
}
|
|
},
|
|
"nbformat": 4,
|
|
"nbformat_minor": 0
|
|
}
|