{ "cells": [ { "cell_type": "markdown", "id": "19e132b0", "metadata": {}, "source": [ "# The `Cask` Class\n", "\n", "The {py:obj}`Cask ` class, defined in the {py:obj}`snf_simulations.cask ` module, is the primary interface for simulating spent nuclear fuel (SNF) casks.\n", "\n", "A single `Cask` object represents a single SNF cask, and is built around a {py:obj}`Spectrum ` object that represents the combined antineutrino spectrum from all isotopes in the cask." ] }, { "cell_type": "markdown", "id": "4eaffb20", "metadata": {}, "source": [ "## Creating a `Cask`\n", "\n", "In order to simulate a cask, we need two properties:\n", "* The mass of SNF, in kg\n", "* The proportions of isotopes in the cask\n", "\n", "For the latter, the proportions are currently defined for two sample reactors, Sizewell and Hartlepool.\n", "\n", ":::{note}\n", "In the future different proportions should be able to be added using a [FISPIN](https://www.answerssoftwareservice.com/fispin) output file. See [this GitHub Issue](https://github.com/ekneale/SNF-simulations/issues/17) for details.\n", ":::\n", "\n", "To create a `Cask` object, we can use the {py:func}`from_reactor ` class method, which takes the mass of SNF and the name of the reactor as input. For example:" ] }, { "cell_type": "code", "execution_count": 4, "id": "9a4dc680", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n" ] } ], "source": [ "from snf_simulations.cask import Cask\n", "\n", "# Create a Cask object for 100 kg of SNF from the Sizewell reactor\n", "reactor = \"sizewell\"\n", "mass = 10000 # 10 tonnes\n", "cask = Cask.from_reactor(reactor, total_mass=mass)\n", "print(cask)" ] }, { "cell_type": "markdown", "id": "92cbb64e", "metadata": {}, "source": [ "The main function of the `Cask` class is to calculate the combined antineutrino spectrum from all isotopes in the cask, which is done using the {py:func}`get_total_spectrum ` method. This method uses the proportions of isotopes in the cask, and the corresponding spectra for each isotope, to calculate the total spectrum for the cask. For example we can get the total spectrum of the cask we just created and plot it:" ] }, { "cell_type": "code", "execution_count": 5, "id": "f8ad7d4f", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import matplotlib.pyplot as plt\n", "import numpy as np\n", "\n", "# Get the total spectrum for the cask\n", "total_spec = cask.get_total_spectrum()\n", "\n", "# Plot the spectrum\n", "figure = plt.figure(figsize=(10, 5))\n", "axes = figure.add_subplot(1, 1, 1)\n", "\n", "axes.bar(\n", " x=total_spec.energy[:-1],\n", " height=total_spec.flux,\n", " width=np.diff(total_spec.energy),\n", ")\n", "\n", "axes.set_xlim(0, 6000)\n", "axes.set_ylim(1e10, 1e17)\n", "axes.set_xlabel(\"Energy [keV]\")\n", "axes.set_ylabel(\"Relative Flux [keV^-1 s^-1]\")\n", "axes.set_title(f\"Total spectrum of {cask.total_mass} kg cask from {reactor.capitalize()} reactor\")\n", "axes.set_yscale(\"log\")\n", "axes.grid()\n", "\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "8f857077", "metadata": {}, "source": [ "## Simulating the SNF spectrum after removal from the reactor\n", "\n", "We can also simulate the antineutrino spectrum from the SNF after any given removal time, which includes modeling the activity levels and decay chains.\n", "\n", "This is done using the same {py:func}`get_total_spectrum ` method, which takes an optional `removal_time` parameter that specifies the time since the SNF was removed from the reactor, in years. For example we can plot the total spectrum for our cask after multiple different removal times:" ] }, { "cell_type": "code", "execution_count": 6, "id": "15fbb7e1", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "figure = plt.figure(figsize=(10, 5))\n", "axes = figure.add_subplot(1, 1, 1)\n", "\n", "removal_times = [0, 0.5, 1, 5, 10, 20]\n", "for removal_time in removal_times:\n", " total_spec = cask.get_total_spectrum(removal_time=removal_time)\n", " axes.step(\n", " total_spec.energy[:-1],\n", " total_spec.flux,\n", " where=\"post\",\n", " label=f\"{removal_time:.1f} years since removal from core\",\n", " )\n", "\n", "axes.set_xlim(0, 6000)\n", "axes.set_ylim(1e10, 1e17)\n", "axes.set_xlabel(\"Energy [keV]\")\n", "axes.set_ylabel(\"Relative Flux [keV^-1 s^-1]\")\n", "axes.set_title(f\"Total spectrum of {cask.total_mass} kg cask from {reactor.capitalize()} reactor\")\n", "axes.set_yscale(\"log\")\n", "axes.grid()\n", "axes.legend()\n", "\n", "plt.show()" ] } ], "metadata": { "kernelspec": { "display_name": "snf-simulations (3.10.12)", "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": "3.10.12" } }, "nbformat": 4, "nbformat_minor": 5 }