{ "cells": [ { "cell_type": "markdown", "id": "801ca4e6-af5a-4c51-b0e6-ffb0be338e46", "metadata": {}, "source": [ "## Getting started with SimFrame" ] }, { "cell_type": "markdown", "id": "1fd06310-63aa-4f50-b67f-d63893108de5", "metadata": {}, "source": [ "This notebook will show how to set up SimFrame, load in a `MasterLattice` object and settings for tracking, and show how to plot the results.\n", "\n", "It is assumed that the [MasterLattice](https://github.com/astec-stfc/masterlattice/) repository has been installed, and that a `SimCodes` directory has been prepared and set with an environment variable (see the docs [here](https://acceleratorsimframe.readthedocs.io/en/latest/SimCodes.html)). " ] }, { "cell_type": "code", "execution_count": 2, "id": "d5bf300e-0888-406b-a695-2f364ba59592", "metadata": {}, "outputs": [], "source": [ "import os\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "import SimulationFramework.Framework as fw # noqa E402\n", "from SimulationFramework.Framework import load_directory # noqa E402\n", "import SimulationFramework.Modules.Beams as rbf # noqa E402\n", "import SimulationFramework.Modules.Twiss as rtf # noqa E402\n", "\n", "# Define a new framework instance, in directory 'getting_started'.\n", "# \"clean\" will empty (delete everything!) in the directory if true\n", "# \"verbose\" will print a progressbar if true\n", "framework = fw.Framework(\n", " simcodes=os.environ[\"SIMCODES\"],\n", " directory=\"./getting_started\",\n", " clean=False,\n", " verbose=False\n", " )\n", "\n", "scaling = 4" ] }, { "cell_type": "markdown", "id": "76afb759-b10f-4d61-9cab-7d551484fa8a", "metadata": {}, "source": [ "### Preparing the simulation and tracking" ] }, { "cell_type": "markdown", "id": "292970f3-d338-4008-a2d0-5ecef935f12d", "metadata": {}, "source": [ "Load a lattice definition file. These can be found in `Masterlattice/Lattices` by default." ] }, { "cell_type": "code", "execution_count": 32, "id": "aa477476-65be-4e92-94f8-e3757fc39e28", "metadata": {}, "outputs": [], "source": [ "framework.loadSettings(\"Lattices/clara400_v13_SP3.def\")\n", "startline = \"generator\"\n", "endline = \"S06\"" ] }, { "cell_type": "markdown", "id": "f5218b6d-c2c2-4666-ab7f-2fbec93777b1", "metadata": {}, "source": [ "Change all lattice codes to ASTRA/Elegant/GPT/Ocelot with exclusions (injector can only be done in ASTRA/GPT)." ] }, { "cell_type": "code", "execution_count": 26, "id": "fcb87429-f975-4721-919f-247927fc8e31", "metadata": {}, "outputs": [], "source": [ "framework.change_Lattice_Code(\"All\", \"elegant\", exclude=[\"injector400\"])\n", "\n", "# Individual lattice lines defined in the settings file can also be changed,\n", "# i.e. framework.change_Lattice_Code(\"VBC\", \"elegant\")" ] }, { "cell_type": "markdown", "id": "fe667984-87e3-4fb6-a1b6-567b30992dc0", "metadata": {}, "source": [ "This is the code that generates the laser distribution (ASTRA or GPT)" ] }, { "cell_type": "code", "execution_count": 27, "id": "7d680265-4d2e-4c65-9923-14ec8f5ea951", "metadata": {}, "outputs": [], "source": [ "framework.change_generator(\"ASTRA\")" ] }, { "cell_type": "markdown", "id": "217dbfe7-6525-4d35-881e-ccee056afc0f", "metadata": {}, "source": [ "Load a starting laser distribution setting" ] }, { "cell_type": "code", "execution_count": 28, "id": "42a9a5e0-b187-4064-bfe3-739bdf733b0c", "metadata": {}, "outputs": [], "source": [ "framework.generator.load_defaults(\"clara_400_2ps_Gaussian\")" ] }, { "cell_type": "markdown", "id": "b86cb842-ec15-4b9b-8803-981bf47b0e15", "metadata": {}, "source": [ "Set the thermal emittance for the generator" ] }, { "cell_type": "code", "execution_count": 29, "id": "db58bcdb-e915-4641-9bad-7f3d97e95b9c", "metadata": {}, "outputs": [], "source": [ "framework.generator.thermal_emittance = 0.0005" ] }, { "cell_type": "markdown", "id": "26ffc04b-7b1a-453a-9e93-359e5105063d", "metadata": {}, "source": [ "This is a scaling parameter. it defines the number of particles to create at the gun (this is \"ASTRA generator\" which creates distributions).\n", "The space charge 3D mesh in ASTRA/GPT performs best if the number of particles is a power of 8." ] }, { "cell_type": "code", "execution_count": 30, "id": "2364f673-a81c-4c9e-957b-bc16d467a0e6", "metadata": {}, "outputs": [], "source": [ "framework.generator.number_of_particles = 2 ** (3 * scaling)" ] }, { "cell_type": "markdown", "id": "566adf6b-4667-41a0-98e3-4089592058b6", "metadata": {}, "source": [ "Modify some lattice parameters" ] }, { "cell_type": "code", "execution_count": 31, "id": "50794df6-bbca-47f9-b056-246549d66605", "metadata": {}, "outputs": [], "source": [ "framework[\"CLA-S02-MAG-QUAD-01\"].k1l += 0.1\n", "framework[\"CLA-L03-LIN-CAV-01\"].phase += 5\n", "framework[\"bunch_compressor\"].set_angle(0.090)" ] }, { "cell_type": "markdown", "id": "3d04bdad-72ff-4097-8def-9a21f834ab82", "metadata": {}, "source": [ "Generate and track the bunch " ] }, { "cell_type": "code", "execution_count": 34, "id": "c2a2c950-042f-400c-8fa4-10c727c3188f", "metadata": {}, "outputs": [], "source": [ "framework.track(startfile=startline, endfile=endline)" ] }, { "cell_type": "markdown", "id": "09e0c347-3fea-4133-b0e0-47a7b5984cb3", "metadata": {}, "source": [ "The outputs from the simulation can now be loaded as follows, and we can plot the beam evolution along the line" ] }, { "cell_type": "code", "execution_count": 37, "id": "5362b618-6ebc-4ad4-827f-5c66a8292834", "metadata": {}, "outputs": [], "source": [ "fwdir = load_directory(\"./getting_started\", beams=True)" ] }, { "cell_type": "code", "execution_count": 38, "id": "15c0991a-05bb-4c26-8fd8-ce5c4cecdfd5", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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