From 9416cec045229acc9c575b4d1c9064bc4e059139 Mon Sep 17 00:00:00 2001 From: Luca Miguel Date: Fri, 25 Aug 2023 17:44:12 +0200 Subject: [PATCH 1/4] Added demonstration notebook --- rocket_twin/notebooks/Demonstration.ipynb | 807 ++++++++++++++++++ .../rocket_controller/rocket_controller.fmu | Bin 755453 -> 755454 bytes .../stage_controller/stage_controller.fmu | Bin 752204 -> 752195 bytes .../station_controller/station_controller.fmu | Bin 752396 -> 752406 bytes rocket_twin/systems/tank/tank_geom.py | 2 +- 5 files changed, 808 insertions(+), 1 deletion(-) create mode 100644 rocket_twin/notebooks/Demonstration.ipynb diff --git a/rocket_twin/notebooks/Demonstration.ipynb b/rocket_twin/notebooks/Demonstration.ipynb new file mode 100644 index 0000000..6d09680 --- /dev/null +++ b/rocket_twin/notebooks/Demonstration.ipynb @@ -0,0 +1,807 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "4d65332f-e939-4aa8-bf47-26bc0d691e7c", + "metadata": {}, + "source": [ + "# **Demonstration - Rocket Twin**" + ] + }, + { + "cell_type": "markdown", + "id": "5e5082c9-2e4a-4d5c-a9f8-e5bd6a336f67", + "metadata": {}, + "source": [ + "## Imports" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e207e054-e7c1-462f-ba12-717bfdde929a", + "metadata": {}, + "outputs": [], + "source": [ + "from rocket_twin.systems import Station, StationControllerFMU, RocketControllerFMU, StageControllerFMU\n", + "from cosapp.utils import swap_system\n", + "from cosapp.drivers import RungeKutta, NonLinearSolver\n", + "from cosapp.recorders import DataFrameRecorder\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from OCC.Display.SimpleGui import init_display" + ] + }, + { + "cell_type": "markdown", + "id": "853ab237-fc4c-47b2-b139-6605e7293a6f", + "metadata": {}, + "source": [ + "## Station creation\n", + "\n", + "A station is the most basic system of the rocket-twin library. It contains a ground fuel tank, which is connected to a rocket (whose number of stages can be specified by the user) by a pipe. It also has a controller which controls the fuel flux between the tank and the rocket." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "311d6d17-b7a0-41f9-b772-a532de531b4a", + "metadata": {}, + "outputs": [], + "source": [ + "# Number of stages of the rocket\n", + "n_stages = 3\n", + "\n", + "# Radius of the rocket\n", + "r = 1.\n", + "\n", + "# System creation\n", + "sys = Station('sys', n_stages=n_stages)\n", + "\n", + "# Adjust interval between fueling end and launch\n", + "sys.time_int = 10.\n", + "\n", + "# Set system to fueling mode:\n", + "sys.fueling = True\n", + "sys.rocket.flying = False\n", + "\n", + "# Note that fueling and flying can be false at the same time: this happens between the fueling phase end and the launch time" + ] + }, + { + "cell_type": "markdown", + "id": "07fb5f1a-c45e-4a81-8259-b92dc0564edf", + "metadata": {}, + "source": [ + "## System architecture visualisation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0b4dcf43-7c56-48f6-be1d-6c35042f3f5e", + "metadata": {}, + "outputs": [], + "source": [ + "sys" + ] + }, + { + "cell_type": "markdown", + "id": "4df32908-87bf-4fe3-be5a-5437c50727e2", + "metadata": {}, + "source": [ + "We can see that a rocket is composed by its stages and a controller (geom and dyn are physics classes and only perform computations). Each stage is composed by default by an engine, a tube, a fuel tank and also a controller. In addition, the first stage (the lowest) has a set of fins attached to it, while the last (the highest) has a nose." + ] + }, + { + "cell_type": "markdown", + "id": "6de464c0-74ab-481d-995d-a68d097a83ea", + "metadata": {}, + "source": [ + "## Tank parameters\n", + "\n", + "Here we set the parameters for all the fuel tanks (for each stage and the ground). The tanks are assumed to be cylindrical (they have thick walls and a thick bottom), meaning we need to define:\n", + "\n", + "1. The max fuel output rate\n", + "2. The initial fuel mass\n", + "3. The internal radius\n", + "4. The external radius (same as the rocket radius)\n", + "5. The thickness of the bottom surface\n", + "6. The height\n", + "7. The densities for both the structure and the fuel\n", + "8. In the case of the stage tanks, their position\n", + "\n", + "Each tank has a geometry module, which handles the structure and the fuel's shape and properties, and a fuel module, which handles the fuel mass at each instant. Besides their shape and properties (which are directly passed to the geometry module), each tank outputs their current fuel weight, their current fuel exit flow, and the maximum fuel capacity." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "74278944-3801-40fc-971a-afee35419490", + "metadata": {}, + "outputs": [], + "source": [ + "# Max fuel output rate\n", + "\n", + "sys.g_tank.fuel.w_out_max = 1.\n", + "sys.rocket.stage_1.tank.fuel.w_out_max = 1.\n", + "sys.rocket.stage_2.tank.fuel.w_out_max = 1.\n", + "sys.rocket.stage_3.tank.fuel.w_out_max = 1." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "df5a15ed-cbd1-4ea5-abe9-0f2a574fda77", + "metadata": {}, + "outputs": [], + "source": [ + "# Initial fuel mass\n", + "\n", + "sys.g_tank.fuel.weight_p = 20.\n", + "sys.rocket.stage_1.tank.fuel.weight_p = 0.\n", + "sys.rocket.stage_2.tank.fuel.weight_p = 0.\n", + "sys.rocket.stage_3.tank.fuel.weight_p = 0." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e7ff7cc9-b0a0-4485-88d3-911d52bd398c", + "metadata": {}, + "outputs": [], + "source": [ + "# Internal radius\n", + "\n", + "sys.g_tank.geom.r_int = 0.8\n", + "sys.rocket.stage_1.tank.geom.r_int = 0.8\n", + "sys.rocket.stage_2.tank.geom.r_int = 0.8\n", + "sys.rocket.stage_3.tank.geom.r_int = 0.8" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "62f1a722-25d0-4ed2-bc8f-fd332548b5ee", + "metadata": {}, + "outputs": [], + "source": [ + "# External radius\n", + "\n", + "sys.g_tank.geom.r_ext = r\n", + "sys.rocket.stage_1.tank.geom.r_ext = r\n", + "sys.rocket.stage_2.tank.geom.r_ext = r\n", + "sys.rocket.stage_3.tank.geom.r_ext = r" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fe0f658e-dad8-4f28-ab76-eebaa9e4c54f", + "metadata": {}, + "outputs": [], + "source": [ + "# Thickness of bottom surface\n", + "\n", + "sys.g_tank.geom.thickness = 0.2\n", + "sys.rocket.stage_1.tank.geom.thickness = 0.2\n", + "sys.rocket.stage_2.tank.geom.thickness = 0.2\n", + "sys.rocket.stage_3.tank.geom.thickness = 0.2" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2918b401-bad6-4877-9442-f7ff6e6b70c4", + "metadata": {}, + "outputs": [], + "source": [ + "# Height\n", + "\n", + "sys.g_tank.geom.height = 2.\n", + "sys.rocket.stage_1.tank.geom.height = 1.\n", + "sys.rocket.stage_2.tank.geom.height = 1.2\n", + "sys.rocket.stage_3.tank.geom.height = 1.4" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "390b25d1-a7fc-4154-9a7d-8dd0435c4e72", + "metadata": {}, + "outputs": [], + "source": [ + "# Fuel density\n", + "\n", + "rho_fuel = 7.8125 / np.pi\n", + "\n", + "sys.g_tank.geom.rho_fuel = rho_fuel\n", + "sys.rocket.stage_1.tank.geom.rho_fuel = rho_fuel\n", + "sys.rocket.stage_2.tank.geom.rho_fuel = rho_fuel\n", + "sys.rocket.stage_3.tank.geom.rho_fuel = rho_fuel" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7a53323a-97a5-4a3c-94e3-be556381eb54", + "metadata": {}, + "outputs": [], + "source": [ + "# Structure density\n", + "\n", + "rho_struct = 1 / (0.56 * np.pi)\n", + "\n", + "sys.g_tank.geom.rho_struct = rho_struct\n", + "sys.rocket.stage_1.tank.geom.rho_struct = rho_struct\n", + "sys.rocket.stage_2.tank.geom.rho_struct = rho_struct\n", + "sys.rocket.stage_3.tank.geom.rho_struct = rho_struct" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "cb0aaa03-cd47-42cc-bcb8-069c501b3130", + "metadata": {}, + "outputs": [], + "source": [ + "# Stage tanks positions\n", + "\n", + "sys.rocket.stage_1.tank.geom.pos = 0.\n", + "sys.rocket.stage_2.tank.geom.pos = 4.\n", + "sys.rocket.stage_3.tank.geom.pos = 8." + ] + }, + { + "cell_type": "markdown", + "id": "622009aa-fa2f-416d-94e3-faab4f7be788", + "metadata": {}, + "source": [ + "## Engine parameters\n", + "\n", + "Here we set the parameters for each stage engine. All engines are assumed to be shaped like a truncated cone, meaning we need to define:\n", + "\n", + "1. The base radius\n", + "2. The top radius\n", + "3. The height\n", + "4. The density of the structure\n", + "5. The position\n", + "6. The ISP (Specific impulse of the propellant)\n", + "\n", + "Each engine has a geometry model, which handles the structure's shape and properties, and a performance model, which computes the thrust force achieved by the engine." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "07a77b38-c572-4dc3-a501-5fa697ab780a", + "metadata": {}, + "outputs": [], + "source": [ + "# Base radius\n", + "\n", + "sys.rocket.stage_1.engine.geom.base_radius = 1.\n", + "sys.rocket.stage_2.engine.geom.base_radius = 1.\n", + "sys.rocket.stage_3.engine.geom.base_radius = 1." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4c091eb9-71a8-4e56-a778-d78655f6a419", + "metadata": {}, + "outputs": [], + "source": [ + "# Top radius\n", + "\n", + "sys.rocket.stage_1.engine.geom.top_radius = 0.5\n", + "sys.rocket.stage_2.engine.geom.top_radius = 0.5\n", + "sys.rocket.stage_3.engine.geom.top_radius = 0.5" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ace3cc11-5ebb-4ae3-83e0-8f196a657fdd", + "metadata": {}, + "outputs": [], + "source": [ + "# Height\n", + "\n", + "sys.rocket.stage_1.engine.geom.height = 1.\n", + "sys.rocket.stage_2.engine.geom.height = 1.\n", + "sys.rocket.stage_3.engine.geom.height = 1." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "71f7cecf-782c-48e6-a77c-d657d3195e64", + "metadata": {}, + "outputs": [], + "source": [ + "# Density\n", + "\n", + "sys.rocket.stage_1.engine.geom.rho = 12 / (7 * np.pi)\n", + "sys.rocket.stage_2.engine.geom.rho = 12 / (7 * np.pi)\n", + "sys.rocket.stage_3.engine.geom.rho = 12 / (7 * np.pi)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ff07b0d0-7e88-4f98-9738-0ccff2466b02", + "metadata": {}, + "outputs": [], + "source": [ + "# Positions\n", + "\n", + "sys.rocket.stage_1.engine.geom.pos = -1.2\n", + "sys.rocket.stage_2.engine.geom.pos = 2.8\n", + "sys.rocket.stage_3.engine.geom.pos = 6.8" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "adafef6b-cbcf-49d2-bdf5-55ba8fc646d9", + "metadata": {}, + "outputs": [], + "source": [ + "# ISP\n", + "\n", + "isp = 30.\n", + "\n", + "sys.rocket.stage_1.engine.perfo.isp = isp\n", + "sys.rocket.stage_2.engine.perfo.isp = isp\n", + "sys.rocket.stage_3.engine.perfo.isp = isp" + ] + }, + { + "cell_type": "markdown", + "id": "b3dcc237-8b24-4533-88b4-35d65e73f073", + "metadata": {}, + "source": [ + "## Tube parameters\n", + "\n", + "Here we set the parameters for the tube (the body) of each stage of the rocket. We need to define:\n", + "\n", + "1. The radius (the same as the rocket radius)\n", + "2. The lenght\n", + "3. The density\n", + "4. The position" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8f0ae3db-00d8-498a-9026-fc60a7eaf5d3", + "metadata": {}, + "outputs": [], + "source": [ + "# Radius\n", + "\n", + "sys.rocket.stage_1.tube.radius = r\n", + "sys.rocket.stage_2.tube.radius = r\n", + "sys.rocket.stage_3.tube.radius = r" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ec3bed35-64fa-4ba1-a67b-7f1b14efffe0", + "metadata": {}, + "outputs": [], + "source": [ + "# Length\n", + "\n", + "sys.rocket.stage_1.tube.length = 3.\n", + "sys.rocket.stage_2.tube.length = 3.\n", + "sys.rocket.stage_3.tube.length = 3." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8015a193-b30d-42c1-a74e-c2e6c0bfe02c", + "metadata": {}, + "outputs": [], + "source": [ + "# Density\n", + "\n", + "sys.rocket.stage_1.tube.rho = 0.2 / np.pi\n", + "sys.rocket.stage_2.tube.rho = 0.2 / np.pi\n", + "sys.rocket.stage_3.tube.rho = 0.2 / np.pi" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6009fc0d-123a-4f0a-a34a-f5520f362eab", + "metadata": {}, + "outputs": [], + "source": [ + "# Positions\n", + "\n", + "sys.rocket.stage_1.tube.pos = 1.\n", + "sys.rocket.stage_2.tube.pos = 5.\n", + "sys.rocket.stage_3.tube.pos = 9." + ] + }, + { + "cell_type": "markdown", + "id": "27d773ae-923f-462a-95be-41aafb98dd74", + "metadata": {}, + "source": [ + "## Nose parameters\n", + "\n", + "Here we set the parameters for the rocket's nose, attached to the highest stage. We need to define:\n", + "\n", + "1. The radius (the same as the rocket radius)\n", + "2. The height\n", + "3. The density\n", + "4. The position" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c697aa0c-b08c-4291-9252-233ae6396f6f", + "metadata": {}, + "outputs": [], + "source": [ + "# Radius\n", + "\n", + "sys.rocket.stage_3.nose.radius = r" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3ff7653a-3869-4f38-bc48-04db10913f26", + "metadata": {}, + "outputs": [], + "source": [ + "# Height\n", + "\n", + "sys.rocket.stage_3.nose.height = 1." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5321dac7-7b27-4b70-a40b-9b2b1d459312", + "metadata": {}, + "outputs": [], + "source": [ + "# Density\n", + "\n", + "sys.rocket.stage_3.nose.rho = 3 / np.pi" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a646f6ab-1d9e-4627-8f86-dcf38ba1a980", + "metadata": {}, + "outputs": [], + "source": [ + "# Position\n", + "\n", + "sys.rocket.stage_3.nose.pos = 12." + ] + }, + { + "cell_type": "markdown", + "id": "b8b515bc-966f-46b9-a4ca-ad54d5a2a6cd", + "metadata": {}, + "source": [ + "## Wings parameters\n", + "\n", + "Here we define the parameters for the set of wings attached to the lowest stage. We need to define:\n", + "\n", + "1. The number of wings\n", + "2. The length of the edge attached to the rocket\n", + "3. The length of the free edge\n", + "4. The span (distance between the free edge and the rocket)\n", + "5. The thickness\n", + "6. The density\n", + "7. The radius (same as the rocket radius)\n", + "8. The position" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6f19b613-e749-48c6-b53c-d5ae4a909fec", + "metadata": {}, + "outputs": [], + "source": [ + "# Number of wings\n", + "\n", + "sys.rocket.stage_1.wings.n = 4" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1acf4530-c11e-4bde-a287-13db8887abb1", + "metadata": {}, + "outputs": [], + "source": [ + "# Length of the attached edge\n", + "\n", + "sys.rocket.stage_1.wings.l_in = 1." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c828bce0-3c5c-42f2-a904-a672c7829053", + "metadata": {}, + "outputs": [], + "source": [ + "# Length of the free edge\n", + "\n", + "sys.rocket.stage_1.wings.l_out = 0.5" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f4d195e2-52cf-4e73-9c5e-503c1e1e35d5", + "metadata": {}, + "outputs": [], + "source": [ + "# Span\n", + "\n", + "sys.rocket.stage_1.wings.width = 4 / 3" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0445c458-d6ca-4446-852c-1a4641913985", + "metadata": {}, + "outputs": [], + "source": [ + "# Thickness\n", + "\n", + "sys.rocket.stage_1.wings.th = 0.1" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6e84cfdf-d918-4815-9f6a-f591baf024df", + "metadata": {}, + "outputs": [], + "source": [ + "# Density\n", + "\n", + "sys.rocket.stage_1.wings.rho = 10." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7741d88b-c6f1-4fa2-8be9-c81560efcedf", + "metadata": {}, + "outputs": [], + "source": [ + "# Radius\n", + "\n", + "sys.rocket.stage_1.wings.radius = r" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "aebd952d-df10-4293-9ea5-2db4c44867e3", + "metadata": {}, + "outputs": [], + "source": [ + "# Position\n", + "\n", + "sys.rocket.stage_1.wings.pos = 0." + ] + }, + { + "cell_type": "markdown", + "id": "99bec721-1620-4b53-a2b7-550ab77b3329", + "metadata": {}, + "source": [ + "## Choice of control mode\n", + "\n", + "The control of the system can be done through either cosapp or .fmu files. In order to use the fmu control, either a .mo file (from OpenModelica) or an .fmu file should be passed to the system." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "9fee58e0-11d3-4ff1-af73-a7384dfec86b", + "metadata": {}, + "outputs": [], + "source": [ + "use_fmu = False\n", + "\n", + "model_path = r\"systems\\control\\station_controller.mo\"\n", + "model_name = \"station_controller\"\n", + "\n", + "model_path_r = r\"systems\\control\\rocket_controller.mo\"\n", + "model_name_r = \"rocket_controller\"\n", + "\n", + "model_path_s = r\"systems\\control\\stage_controller.mo\"\n", + "model_name_s = \"stage_controller\"\n", + "\n", + "if use_fmu:\n", + " swap_system(sys.controller, StationControllerFMU(\"controller\", model_path=model_path, model_name=model_name))\n", + " swap_system(sys.rocket.controller, RocketControllerFMU(\"controller\", model_path=model_path_r, model_name=model_name_r, n_stages=n_stages))\n", + " for i in range(1, n_stages + 1):\n", + " swap_system(sys.rocket[f\"stage_{i}\"].controller, StageControllerFMU(\"controller\", model_path=model_path_s, model_name=model_name_s))" + ] + }, + { + "cell_type": "markdown", + "id": "4c3cff2c-de08-463a-8af2-14b23221f97a", + "metadata": {}, + "source": [ + "## Simulation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "46800442-0c21-44fa-9483-0bcd7632d814", + "metadata": {}, + "outputs": [], + "source": [ + "# Time interval and step\n", + "dt = 1.\n", + "T = 50.\n", + "\n", + "sys.drivers.clear()\n", + "driver = sys.add_driver(RungeKutta(order=4, dt=dt))\n", + "driver.add_child(NonLinearSolver('solver'))\n", + "driver.time_interval = (0, T)\n", + "\n", + "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", + "\n", + "driver.add_recorder(DataFrameRecorder(includes=includes), period=1.0)\n", + "\n", + "sys.run_drivers()" + ] + }, + { + "cell_type": "markdown", + "id": "c70067ec-90b0-4ee3-9626-78098450de60", + "metadata": {}, + "source": [ + "## Data processing" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b14eb1c5-c5a8-4a0a-a3a5-25bdf048b163", + "metadata": {}, + "outputs": [], + "source": [ + "data = driver.recorder.export_data()\n", + "\n", + "acel = np.asarray(data[\"rocket.a\"])\n", + "mass = np.asarray(data[\"rocket.geom.weight\"])\n", + "time = np.asarray(data[\"time\"])\n", + "\n", + "fuel1 = np.asarray(data[\"rocket.weight_prop_1\"])\n", + "fuel2 = np.asarray(data[\"rocket.weight_prop_2\"])\n", + "fuel3 = np.asarray(data[\"rocket.weight_prop_3\"])\n", + "fuelg = np.asarray(data[\"g_tank.weight_prop\"])" + ] + }, + { + "cell_type": "markdown", + "id": "f1acb9b0-195e-408b-b04a-bd9688864cc3", + "metadata": {}, + "source": [ + "## Results" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "be8b8507-a9ff-4643-8fe0-c2d488affedb", + "metadata": {}, + "outputs": [], + "source": [ + "plt.plot(time, fuel1, label=\"Stage 1 fuel\")\n", + "plt.plot(time, fuel2, label=\"Stage 2 fuel\")\n", + "plt.plot(time, fuel3, label=\"Stage 3 fuel\")\n", + "plt.plot(time, fuelg, label=\"Ground fuel\")\n", + "plt.plot(time, mass, label=\"Rocket mass\")\n", + "plt.axvspan(0, 18, color=\"RED\", alpha=0.4)\n", + "plt.axvspan(28, 50, color=\"GREEN\", alpha=0.4)\n", + "plt.xlabel(\"Time (s)\")\n", + "plt.ylabel(\"Fuel mass (kg)\")\n", + "plt.title(\"Mass over time\")\n", + "plt.legend()\n", + "plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b1c58307-4649-4236-bd2a-e0f0893515bd", + "metadata": {}, + "outputs": [], + "source": [ + "plt.plot(time, acel, label=\"Rocket Acceleration\")\n", + "plt.axvspan(0, 15, color=\"RED\", alpha=0.4)\n", + "plt.axvspan(25, 50, color=\"GREEN\", alpha=0.4)\n", + "plt.xlabel(\"Time (s)\")\n", + "plt.ylabel(\"Acceleration(m/s²)\")\n", + "plt.title(\"Acceleration over time\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d18d6b15-c895-4078-b6ee-ab478cec7b4e", + "metadata": {}, + "source": [ + "## System Visualisation" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "742bbdab-a4e7-42cf-998d-22283bcdd99c", + "metadata": {}, + "outputs": [], + "source": [ + "view = False\n", + "\n", + "if view:\n", + " shapes = []\n", + " sys.run_once()\n", + " \n", + " def dfs(sys):\n", + " try:\n", + " shapes.append(sys.shape)\n", + " except Exception:\n", + " pass\n", + " for child in sys.children:\n", + " dfs(sys[child])\n", + " \n", + " dfs(sys.rocket)\n", + " display, start_display, add_menu, add_function_to_menu = init_display()\n", + " for shape in shapes:\n", + " if shape is not None:\n", + " display.DisplayShape(shape)\n", + " start_display()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + 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zfTiYR@*1>7j$Dt)A?VW#{=KQ&OdKvvR6bL_60xpbfGPx_vopDxBWuk4-z)U1;M96V zEFU2!BuSo`S>W>t8xcG=iDW-nVQUrurcjQy&f>4`^;ksY zB0`QXBKb9E;B3Hjf(iDWHD@b^w@1QtOrl7SpHMvDCkz)Q5?EIAAbek2w{PSYJD7JH zVUl*|t>iaSMf`1QMp|S7Ty1d|9MZa9bYtl8t^;5@a8!`Ho*s{`&*9&E>(7N$oq*q9 zHHYcZxf-$nRT7;CPtWrLNAlI!dOxE(oU_zT1Ofw|tzM{oE>{tRc}?wh<8-*(fB8lr z=*D9{j>6LUZy!6;AtejZ>2!Dpl-V}_!{jWaGmj&a1tO<=UzHM=AO~TQ;K$5DjIPgP uboe7|_ diff --git a/rocket_twin/systems/tank/tank_geom.py b/rocket_twin/systems/tank/tank_geom.py index cbe8fbf..5f0346b 100644 --- a/rocket_twin/systems/tank/tank_geom.py +++ b/rocket_twin/systems/tank/tank_geom.py @@ -58,7 +58,7 @@ def compute(self): self.r_int, self.r_ext, self.height, self.thickness, self.pos ) shape_fuel = CreateCylinder.from_base_and_dir( - gp_Pnt(0, 0, self.pos), gp_Vec(0, 0, height_fuel), self.r_int + gp_Pnt(0, 0, self.pos + 0.000000001), gp_Vec(0, 0, height_fuel), self.r_int ) self.shape = BRepAlgoAPI_Fuse(shape_struct, shape_fuel).Shape() From 640be4ab931bdc857e4fe7c67c215214a9285b76 Mon Sep 17 00:00:00 2001 From: Luca Miguel Date: Mon, 28 Aug 2023 12:25:52 +0200 Subject: [PATCH 2/4] pre-commit --- .pre-commit-config.yaml | 1 + rocket_twin/notebooks/Demonstration.ipynb | 316 +++++++++++++++++++--- 2 files changed, 286 insertions(+), 31 deletions(-) diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index a0d97f2..47d2ec2 100644 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -29,6 +29,7 @@ repos: - id: check-merge-conflict - id: pretty-format-json args: [--autofix] + exclude: /.*\.ipynb - id: debug-statements language_version: python3 - repo: https://github.com/pre-commit/mirrors-isort diff --git a/rocket_twin/notebooks/Demonstration.ipynb b/rocket_twin/notebooks/Demonstration.ipynb index 6d09680..720c08a 100644 --- a/rocket_twin/notebooks/Demonstration.ipynb +++ b/rocket_twin/notebooks/Demonstration.ipynb @@ -24,6 +24,8 @@ "outputs": [], "source": [ "from rocket_twin.systems import Station, StationControllerFMU, RocketControllerFMU, StageControllerFMU\n", + "from rocket_twin.drivers import FuelingRocket, VerticalFlyingRocket, Mission\n", + "from rocket_twin.utils import run_sequences\n", "from cosapp.utils import swap_system\n", "from cosapp.drivers import RungeKutta, NonLinearSolver\n", "from cosapp.recorders import DataFrameRecorder\n", @@ -61,10 +63,6 @@ "# Adjust interval between fueling end and launch\n", "sys.time_int = 10.\n", "\n", - "# Set system to fueling mode:\n", - "sys.fueling = True\n", - "sys.rocket.flying = False\n", - "\n", "# Note that fueling and flying can be false at the same time: this happens between the fueling phase end and the launch time" ] }, @@ -104,13 +102,12 @@ "Here we set the parameters for all the fuel tanks (for each stage and the ground). The tanks are assumed to be cylindrical (they have thick walls and a thick bottom), meaning we need to define:\n", "\n", "1. The max fuel output rate\n", - "2. The initial fuel mass\n", - "3. The internal radius\n", - "4. The external radius (same as the rocket radius)\n", - "5. The thickness of the bottom surface\n", - "6. The height\n", - "7. The densities for both the structure and the fuel\n", - "8. In the case of the stage tanks, their position\n", + "2. The internal radius\n", + "3. The external radius (same as the rocket radius)\n", + "4. The thickness of the bottom surface\n", + "5. The height\n", + "6. The densities for both the structure and the fuel\n", + "7. In the case of the stage tanks, their position\n", "\n", "Each tank has a geometry module, which handles the structure and the fuel's shape and properties, and a fuel module, which handles the fuel mass at each instant. Besides their shape and properties (which are directly passed to the geometry module), each tank outputs their current fuel weight, their current fuel exit flow, and the maximum fuel capacity." ] @@ -130,21 +127,6 @@ "sys.rocket.stage_3.tank.fuel.w_out_max = 1." ] }, - { - "cell_type": "code", - "execution_count": null, - "id": "df5a15ed-cbd1-4ea5-abe9-0f2a574fda77", - "metadata": {}, - "outputs": [], - "source": [ - "# Initial fuel mass\n", - "\n", - "sys.g_tank.fuel.weight_p = 20.\n", - "sys.rocket.stage_1.tank.fuel.weight_p = 0.\n", - "sys.rocket.stage_2.tank.fuel.weight_p = 0.\n", - "sys.rocket.stage_3.tank.fuel.weight_p = 0." - ] - }, { "cell_type": "code", "execution_count": null, @@ -642,12 +624,56 @@ " swap_system(sys.rocket[f\"stage_{i}\"].controller, StageControllerFMU(\"controller\", model_path=model_path_s, model_name=model_name_s))" ] }, + { + "cell_type": "markdown", + "id": "d341bae3-a636-4204-bee0-23b3210cafb0", + "metadata": {}, + "source": [ + "## Initial conditions\n", + "\n", + "We consider that the rocket, while at the station, is at the origin of our coordinate system and has null speed. Therefore, the only initial conditions to be defined are the fuel masses in each tank and whether the rocket is mid-fueling or mid-flight, which we define below:" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c7370468-2245-498a-88f7-c86f8d1640c2", + "metadata": {}, + "outputs": [], + "source": [ + "# Initial fuel mass\n", + "\n", + "ground_tank_mass = 2.\n", + "stage1_tank_mass = 5.\n", + "stage2_tank_mass = 6.\n", + "stage3_tank_mass = 7.\n", + "\n", + "# Phase\n", + "\n", + "fuel = False\n", + "flight = True" + ] + }, { "cell_type": "markdown", "id": "4c3cff2c-de08-463a-8af2-14b23221f97a", "metadata": {}, "source": [ - "## Simulation" + "## Simulation\n", + "\n", + "The rocket simulation may be done through three different means:\n", + "\n", + "1. By manually adding a time driver (EulerExplicit or RungeKutta) coupled with a NonLinearSolver, which can be imported from cosapp.drivers;\n", + "2. By using the rocket-specific drivers FuelingRocket (which simulates the fueling phase), VerticalFlyingRocket (which simulates the flight), or Mission (which simulates both), which can be imported from rocket_twin.drivers;\n", + "3. By using the command through sequences, importing the function run_sequences from rocket_twin.utils." + ] + }, + { + "cell_type": "markdown", + "id": "1f5f6cf7-dcec-433f-a910-acae75ef7f8f", + "metadata": {}, + "source": [ + "## Simulation by manually adding drivers" ] }, { @@ -658,19 +684,249 @@ "outputs": [], "source": [ "# Time interval and step\n", + "\n", + "man_sim = False\n", + "\n", "dt = 1.\n", "T = 50.\n", "\n", + "init = {\"g_tank.fuel.weight_p\" : ground_tank_mass,\n", + " \"rocket.stage_1.tank.fuel.weight_p\" : stage1_tank_mass,\n", + " \"rocket.stage_2.tank.fuel.weight_p\" : stage2_tank_mass,\n", + " \"rocket.stage_3.tank.fuel.weight_p\" : stage3_tank_mass,\n", + " \"fueling\" : fuel,\n", + " \"rocket.flying\" : flight,\n", + " }\n", + "\n", "sys.drivers.clear()\n", "driver = sys.add_driver(RungeKutta(order=4, dt=dt))\n", "driver.add_child(NonLinearSolver('solver'))\n", "driver.time_interval = (0, T)\n", "\n", - "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", + "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", + " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", "\n", "driver.add_recorder(DataFrameRecorder(includes=includes), period=1.0)\n", "\n", - "sys.run_drivers()" + "if man_sim:\n", + " sys.run_drivers()\n", + " data = driver.recorder.export_data()" + ] + }, + { + "cell_type": "markdown", + "id": "cd6b2576-b5bb-4e71-988f-02af1a468cb6", + "metadata": {}, + "source": [ + "## Simulation by rocket_twin drivers" + ] + }, + { + "cell_type": "markdown", + "id": "0b1fbbe2-a2bf-4616-8c7b-151e5d7895d7", + "metadata": {}, + "source": [ + "### Fueling" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "3fba5efd-0cd2-4021-ab22-298aa03bb26a", + "metadata": {}, + "outputs": [], + "source": [ + "fuel_sim = False\n", + "\n", + "dt = 1.\n", + "\n", + "init = {\"g_tank.fuel.weight_p\" : ground_tank_mass,\n", + " \"rocket.stage_1.tank.fuel.weight_p\" : stage1_tank_mass,\n", + " \"rocket.stage_2.tank.fuel.weight_p\" : stage2_tank_mass,\n", + " \"rocket.stage_3.tank.fuel.weight_p\" : stage3_tank_mass,\n", + " \"fueling\" : True,\n", + " \"rocket.flying\" : False,\n", + " }\n", + "\n", + "stop = \"rocket.flying == 1.\"\n", + "\n", + "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", + " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", + "\n", + "sys.drivers.clear()\n", + "sys.add_driver(FuelingRocket('fr', owner=sys, init=init, stop=stop, includes=includes, dt=dt))\n", + "\n", + "if fuel_sim:\n", + " sys.run_drivers()\n", + " data = sys.drivers[\"fr\"].data" + ] + }, + { + "cell_type": "markdown", + "id": "c9187b92-0273-41a3-befc-d58ffa746a87", + "metadata": {}, + "source": [ + "### Flying" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "380230af-5678-418c-8ba6-6d0995173fa1", + "metadata": {}, + "outputs": [], + "source": [ + "fly_sim = True\n", + "\n", + "dt = 1.\n", + "\n", + "init = {\"g_tank.fuel.weight_p\" : ground_tank_mass,\n", + " \"rocket.stage_1.tank.fuel.weight_p\" : stage1_tank_mass,\n", + " \"rocket.stage_2.tank.fuel.weight_p\" : stage2_tank_mass,\n", + " \"rocket.stage_3.tank.fuel.weight_p\" : stage3_tank_mass,\n", + " \"fueling\" : False,\n", + " \"rocket.flying\" : True,\n", + " }\n", + "\n", + "stop = f\"rocket.stage_{n_stages}.tank.weight_prop < 0\"\n", + "\n", + "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", + " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", + "\n", + "sys.drivers.clear()\n", + "sys.add_driver(VerticalFlyingRocket('vfr', owner=sys, init=init, stop=stop, includes=includes, dt=dt))\n", + "\n", + "if fly_sim:\n", + " sys.run_drivers()\n", + " data = sys.drivers[\"vfr\"].data" + ] + }, + { + "cell_type": "markdown", + "id": "29b6343b-7ca7-4db4-acff-f33ff3bc745a", + "metadata": {}, + "source": [ + "### Mission (fueling + flying)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0c5e8840-180f-430b-b37a-3592300355a5", + "metadata": {}, + "outputs": [], + "source": [ + "mis_sim = False\n", + "\n", + "dt = 1.\n", + "\n", + "init = {\"g_tank.fuel.weight_p\" : ground_tank_mass,\n", + " \"rocket.stage_1.tank.fuel.weight_p\" : stage1_tank_mass,\n", + " \"rocket.stage_2.tank.fuel.weight_p\" : stage2_tank_mass,\n", + " \"rocket.stage_3.tank.fuel.weight_p\" : stage3_tank_mass,\n", + " \"fueling\" : True,\n", + " \"rocket.flying\" : False,\n", + " }\n", + "\n", + "stop = f\"rocket.stage_{n_stages}.tank.weight_prop < 0\"\n", + "\n", + "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", + " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", + "\n", + "sys.drivers.clear()\n", + "sys.add_driver(Mission('mission', owner=sys, init=init, stop=stop, includes=includes, dt=dt))\n", + "\n", + "if mis_sim:\n", + " sys.run_drivers()\n", + " data = sys.drivers[\"mission\"].data" + ] + }, + { + "cell_type": "markdown", + "id": "deee8db0-3aba-4435-93a1-01981c98e8a1", + "metadata": {}, + "source": [ + "## Simulation by cosapp sequences" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "742acffd-710e-478e-bcf6-d6ad9a4a7fe5", + "metadata": {}, + "outputs": [], + "source": [ + "seq_sim = False" + ] + }, + { + "cell_type": "markdown", + "id": "b9a7d713-d977-4bdb-9a4e-f876c423a4ec", + "metadata": {}, + "source": [ + "### Initialisation sequence" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "06f203b4-74b8-4198-92df-918bb0d6c262", + "metadata": {}, + "outputs": [], + "source": [ + "init = {\"g_tank.fuel.weight_p\" : 20.}\n", + "\n", + "seq_init = [{\"name\" : \"start\", \"init\" : init, \"type\" : \"static\"}] \n", + "\n", + "if seq_sim:\n", + " run_sequences(sys, seq_init)" + ] + }, + { + "cell_type": "markdown", + "id": "8051e989-27cf-48c3-866a-f9e9ec366691", + "metadata": {}, + "source": [ + "### Fueling sequence" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7c094628-fb44-4f43-9cb7-25299e40624c", + "metadata": {}, + "outputs": [], + "source": [ + "stop = f\"rocket.stage_{n_stages}.tank.weight_prop = rocket.stage_{n_stages}.tank.weight_max\"\n", + "\n", + "seq_fuel = [{\"name\" : \"fuel\", \"type\" : \"transient\", \"dt\" : 1.0, \"stop\" : stop}]\n", + "\n", + "if seq_sim:\n", + " run_sequences(sys, seq_fuel)" + ] + }, + { + "cell_type": "markdown", + "id": "e71d863c-4b2a-4aae-982f-b46ee56bad86", + "metadata": {}, + "source": [ + "### Flying sequence" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a7f0f296-a164-42c8-9251-fda27d9038ed", + "metadata": {}, + "outputs": [], + "source": [ + "stop = f\"rocket.stage_{n_stages}.tank.weight_prop == 0.\"\n", + "\n", + "seq_fly = [{\"name\" : \"flight\", \"type\" : \"transient\", \"dt\" : 1.0, \"stop\" : stop}]\n", + "\n", + "if seq_sim:\n", + " run_sequences(sys, seq_fly)\n", + " data = sys.drivers['rk'].recorder.export_data()" ] }, { @@ -688,8 +944,6 @@ "metadata": {}, "outputs": [], "source": [ - "data = driver.recorder.export_data()\n", - "\n", "acel = np.asarray(data[\"rocket.a\"])\n", "mass = np.asarray(data[\"rocket.geom.weight\"])\n", "time = np.asarray(data[\"time\"])\n", From 59de05879b022092c183cfd632457a840f7da38d Mon Sep 17 00:00:00 2001 From: Luca Miguel Date: Mon, 28 Aug 2023 17:41:43 +0200 Subject: [PATCH 3/4] Small driver changes --- rocket_twin/drivers/mission.py | 5 +- rocket_twin/notebooks/Demonstration.ipynb | 288 ++++++++++-------- .../rocket_controller/rocket_controller.fmu | Bin 755454 -> 755452 bytes .../stage_controller/stage_controller.fmu | Bin 752195 -> 752277 bytes .../station_controller/station_controller.fmu | Bin 752406 -> 752401 bytes rocket_twin/utils/run_sequences.py | 4 +- 6 files changed, 173 insertions(+), 124 deletions(-) diff --git a/rocket_twin/drivers/mission.py b/rocket_twin/drivers/mission.py index 5544079..e9f54eb 100644 --- a/rocket_twin/drivers/mission.py +++ b/rocket_twin/drivers/mission.py @@ -43,11 +43,10 @@ def __init__( # Init and stop conditions init_fuel = init init_flight = { - "rocket.stage_1.tank.fuel.w_out_max": 3.0, - "g_tank.w_in": 0.0, + "rocket.controller.is_on_1": True, } - stop_fuel = "rocket.stage_1.tank.weight_prop >= rocket.stage_1.tank.weight_max" + stop_fuel = "rocket.flying == 1." stop_flight = stop # Fueling diff --git a/rocket_twin/notebooks/Demonstration.ipynb b/rocket_twin/notebooks/Demonstration.ipynb index 720c08a..319f2db 100644 --- a/rocket_twin/notebooks/Demonstration.ipynb +++ b/rocket_twin/notebooks/Demonstration.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 1, "id": "e207e054-e7c1-462f-ba12-717bfdde929a", "metadata": {}, "outputs": [], @@ -46,7 +46,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 2, "id": "311d6d17-b7a0-41f9-b772-a532de531b4a", "metadata": {}, "outputs": [], @@ -76,10 +76,67 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "id": "0b4dcf43-7c56-48f6-be1d-6c35042f3f5e", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/html": [ + "\n", + " \n", + " " + ], + "text/markdown": [ + "\n", + "### Child components\n", + "\n", + "- `controller`: StationControllerCoSApp\n", + "- `g_tank`: Tank\n", + "- `pipe`: Pipe\n", + "- `rocket`: Rocket\n", + "\n", + "### Inputs\n", + "\n", + "- `inwards`: ExtensiblePort\n", + "\n", + "

    \n", + "\n", + "| | |\n", + "---|---\n", + " **n_stages** 🔒🔒 : 3 | Number of stages\n", + " **fueling** 🔒🔒 : 1 | Whether the rocket is fueling or not\n", + " **time_int** 🔒🔒 : 10 s | Interval between fueling end and launch\n", + " **time_lnc** 🔒🔒 : 1e+05 s | Launch time\n", + "
    \n", + "\n", + "### Outputs\n", + "\n", + "- `outwards`: ExtensiblePort\n", + "\n", + "
    \n", + "\n", + "| | |\n", + "---|---\n", + " **stage**: 1 | Current stage\n", + "
    " + ], + "text/plain": [ + "sys - Station" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ "sys" ] @@ -114,7 +171,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 4, "id": "74278944-3801-40fc-971a-afee35419490", "metadata": {}, "outputs": [], @@ -129,7 +186,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 5, "id": "e7ff7cc9-b0a0-4485-88d3-911d52bd398c", "metadata": {}, "outputs": [], @@ -144,7 +201,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 6, "id": "62f1a722-25d0-4ed2-bc8f-fd332548b5ee", "metadata": {}, "outputs": [], @@ -159,7 +216,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 7, "id": "fe0f658e-dad8-4f28-ab76-eebaa9e4c54f", "metadata": {}, "outputs": [], @@ -174,7 +231,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 8, "id": "2918b401-bad6-4877-9442-f7ff6e6b70c4", "metadata": {}, "outputs": [], @@ -189,7 +246,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 9, "id": "390b25d1-a7fc-4154-9a7d-8dd0435c4e72", "metadata": {}, "outputs": [], @@ -206,7 +263,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 10, "id": "7a53323a-97a5-4a3c-94e3-be556381eb54", "metadata": {}, "outputs": [], @@ -223,7 +280,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 11, "id": "cb0aaa03-cd47-42cc-bcb8-069c501b3130", "metadata": {}, "outputs": [], @@ -256,7 +313,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 12, "id": "07a77b38-c572-4dc3-a501-5fa697ab780a", "metadata": {}, "outputs": [], @@ -270,7 +327,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 13, "id": "4c091eb9-71a8-4e56-a778-d78655f6a419", "metadata": {}, "outputs": [], @@ -284,7 +341,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 14, "id": "ace3cc11-5ebb-4ae3-83e0-8f196a657fdd", "metadata": {}, "outputs": [], @@ -298,7 +355,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 15, "id": "71f7cecf-782c-48e6-a77c-d657d3195e64", "metadata": {}, "outputs": [], @@ -312,7 +369,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 16, "id": "ff07b0d0-7e88-4f98-9738-0ccff2466b02", "metadata": {}, "outputs": [], @@ -326,7 +383,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 17, "id": "adafef6b-cbcf-49d2-bdf5-55ba8fc646d9", "metadata": {}, "outputs": [], @@ -357,7 +414,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 18, "id": "8f0ae3db-00d8-498a-9026-fc60a7eaf5d3", "metadata": {}, "outputs": [], @@ -371,7 +428,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 19, "id": "ec3bed35-64fa-4ba1-a67b-7f1b14efffe0", "metadata": {}, "outputs": [], @@ -385,7 +442,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 20, "id": "8015a193-b30d-42c1-a74e-c2e6c0bfe02c", "metadata": {}, "outputs": [], @@ -399,7 +456,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 21, "id": "6009fc0d-123a-4f0a-a34a-f5520f362eab", "metadata": {}, "outputs": [], @@ -428,7 +485,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 22, "id": "c697aa0c-b08c-4291-9252-233ae6396f6f", "metadata": {}, "outputs": [], @@ -440,7 +497,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 23, "id": "3ff7653a-3869-4f38-bc48-04db10913f26", "metadata": {}, "outputs": [], @@ -452,7 +509,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 24, "id": "5321dac7-7b27-4b70-a40b-9b2b1d459312", "metadata": {}, "outputs": [], @@ -464,7 +521,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "id": "a646f6ab-1d9e-4627-8f86-dcf38ba1a980", "metadata": {}, "outputs": [], @@ -495,7 +552,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 26, "id": "6f19b613-e749-48c6-b53c-d5ae4a909fec", "metadata": {}, "outputs": [], @@ -507,7 +564,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 27, "id": "1acf4530-c11e-4bde-a287-13db8887abb1", "metadata": {}, "outputs": [], @@ -519,7 +576,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "id": "c828bce0-3c5c-42f2-a904-a672c7829053", "metadata": {}, "outputs": [], @@ -531,7 +588,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 29, "id": "f4d195e2-52cf-4e73-9c5e-503c1e1e35d5", "metadata": {}, "outputs": [], @@ -543,7 +600,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 30, "id": "0445c458-d6ca-4446-852c-1a4641913985", "metadata": {}, "outputs": [], @@ -555,7 +612,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 31, "id": "6e84cfdf-d918-4815-9f6a-f591baf024df", "metadata": {}, "outputs": [], @@ -567,7 +624,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 32, "id": "7741d88b-c6f1-4fa2-8be9-c81560efcedf", "metadata": {}, "outputs": [], @@ -579,7 +636,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 33, "id": "aebd952d-df10-4293-9ea5-2db4c44867e3", "metadata": {}, "outputs": [], @@ -601,12 +658,25 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "id": "9fee58e0-11d3-4ff1-af73-a7384dfec86b", "metadata": {}, - "outputs": [], - "source": [ - "use_fmu = False\n", + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "Connector source 'stage_1.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_1' is dimensionless.\n", + "Connector source 'stage_1.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_1' is dimensionless.\n", + "Connector source 'stage_2.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_2' is dimensionless.\n", + "Connector source 'stage_2.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_2' is dimensionless.\n", + "Connector source 'stage_3.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_3' is dimensionless.\n", + "Connector source 'stage_3.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_3' is dimensionless.\n" + ] + } + ], + "source": [ + "use_fmu = True\n", "\n", "model_path = r\"systems\\control\\station_controller.mo\"\n", "model_name = \"station_controller\"\n", @@ -636,7 +706,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 35, "id": "c7370468-2245-498a-88f7-c86f8d1640c2", "metadata": {}, "outputs": [], @@ -678,14 +748,14 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "id": "46800442-0c21-44fa-9483-0bcd7632d814", "metadata": {}, "outputs": [], "source": [ "# Time interval and step\n", "\n", - "man_sim = False\n", + "man_sim = True\n", "\n", "dt = 1.\n", "T = 50.\n", @@ -702,6 +772,7 @@ "driver = sys.add_driver(RungeKutta(order=4, dt=dt))\n", "driver.add_child(NonLinearSolver('solver'))\n", "driver.time_interval = (0, T)\n", + "driver.set_scenario(init=init)\n", "\n", "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", @@ -731,7 +802,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 37, "id": "3fba5efd-0cd2-4021-ab22-298aa03bb26a", "metadata": {}, "outputs": [], @@ -771,12 +842,12 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 38, "id": "380230af-5678-418c-8ba6-6d0995173fa1", "metadata": {}, "outputs": [], "source": [ - "fly_sim = True\n", + "fly_sim = False\n", "\n", "dt = 1.\n", "\n", @@ -784,11 +855,12 @@ " \"rocket.stage_1.tank.fuel.weight_p\" : stage1_tank_mass,\n", " \"rocket.stage_2.tank.fuel.weight_p\" : stage2_tank_mass,\n", " \"rocket.stage_3.tank.fuel.weight_p\" : stage3_tank_mass,\n", + " \"rocket.controller.is_on_1\" : True,\n", " \"fueling\" : False,\n", " \"rocket.flying\" : True,\n", " }\n", "\n", - "stop = f\"rocket.stage_{n_stages}.tank.weight_prop < 0\"\n", + "stop = f\"rocket.stage_{n_stages}.tank.weight_prop <= 0.15\"\n", "\n", "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", @@ -806,12 +878,12 @@ "id": "29b6343b-7ca7-4db4-acff-f33ff3bc745a", "metadata": {}, "source": [ - "### Mission (fueling + flying)" + "### Mission (fueling + flying) (bug avec le temps)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 39, "id": "0c5e8840-180f-430b-b37a-3592300355a5", "metadata": {}, "outputs": [], @@ -828,7 +900,7 @@ " \"rocket.flying\" : False,\n", " }\n", "\n", - "stop = f\"rocket.stage_{n_stages}.tank.weight_prop < 0\"\n", + "stop = f\"rocket.stage_{n_stages}.tank.weight_prop <= 0\"\n", "\n", "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", @@ -851,81 +923,29 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 40, "id": "742acffd-710e-478e-bcf6-d6ad9a4a7fe5", "metadata": {}, "outputs": [], "source": [ - "seq_sim = False" - ] - }, - { - "cell_type": "markdown", - "id": "b9a7d713-d977-4bdb-9a4e-f876c423a4ec", - "metadata": {}, - "source": [ - "### Initialisation sequence" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "06f203b4-74b8-4198-92df-918bb0d6c262", - "metadata": {}, - "outputs": [], - "source": [ - "init = {\"g_tank.fuel.weight_p\" : 20.}\n", + "seq_sim = False\n", "\n", - "seq_init = [{\"name\" : \"start\", \"init\" : init, \"type\" : \"static\"}] \n", + "#Stop conditions\n", + "stop_fuel = f\"rocket.stage_{n_stages}.tank.weight_prop == rocket.stage_{n_stages}.tank.weight_max\"\n", + "stop_fly = f\"rocket.stage_{n_stages}.tank.weight_prop == 0.\"\n", "\n", - "if seq_sim:\n", - " run_sequences(sys, seq_init)" - ] - }, - { - "cell_type": "markdown", - "id": "8051e989-27cf-48c3-866a-f9e9ec366691", - "metadata": {}, - "source": [ - "### Fueling sequence" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "7c094628-fb44-4f43-9cb7-25299e40624c", - "metadata": {}, - "outputs": [], - "source": [ - "stop = f\"rocket.stage_{n_stages}.tank.weight_prop = rocket.stage_{n_stages}.tank.weight_max\"\n", + "#Sequences\n", + "seq_init = [{\"name\" : \"start\", \"init\" : {\"g_tank.fuel.weight_p\" : 20.}, \"type\" : \"static\"}] \n", + "seq_fuel = [{\"name\" : \"fuel\", \"type\" : \"transient\", \"dt\" : 1.0, \"stop\" : stop_fuel}]\n", + "seq_fly = [{\"name\" : \"flight\", \"type\" : \"transient\", \"dt\" : 1.0, \"stop\" : stop_fly}]\n", "\n", - "seq_fuel = [{\"name\" : \"fuel\", \"type\" : \"transient\", \"dt\" : 1.0, \"stop\" : stop}]\n", + "seq = [seq_init[0], seq_fuel[0], seq_fly[0]]\n", "\n", - "if seq_sim:\n", - " run_sequences(sys, seq_fuel)" - ] - }, - { - "cell_type": "markdown", - "id": "e71d863c-4b2a-4aae-982f-b46ee56bad86", - "metadata": {}, - "source": [ - "### Flying sequence" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "a7f0f296-a164-42c8-9251-fda27d9038ed", - "metadata": {}, - "outputs": [], - "source": [ - "stop = f\"rocket.stage_{n_stages}.tank.weight_prop == 0.\"\n", - "\n", - "seq_fly = [{\"name\" : \"flight\", \"type\" : \"transient\", \"dt\" : 1.0, \"stop\" : stop}]\n", + "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", + " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", "\n", "if seq_sim:\n", - " run_sequences(sys, seq_fly)\n", + " run_sequences(sys, seq, includes)\n", " data = sys.drivers['rk'].recorder.export_data()" ] }, @@ -939,7 +959,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 41, "id": "b14eb1c5-c5a8-4a0a-a3a5-25bdf048b163", "metadata": {}, "outputs": [], @@ -964,10 +984,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 42, "id": "be8b8507-a9ff-4643-8fe0-c2d488affedb", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plt.plot(time, fuel1, label=\"Stage 1 fuel\")\n", "plt.plot(time, fuel2, label=\"Stage 2 fuel\")\n", @@ -985,10 +1016,21 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 43, "id": "b1c58307-4649-4236-bd2a-e0f0893515bd", "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/png": 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EPkAIgXNXqoOP0STcXA0Rkedi8CHyAVdK9SjTVwEAqkzs+BAR1YfBh8gH/HK92wMAVWZ2fIiI6sPgQ+QDzl0tk39tZMeHiKheDD5EPuBc7Y4P5/gQEdWLwYfIB5y7UtPx4aouIqL6MfgQ+QDLUnaAq7qIiBrC4EPk5fRVJuQW6uTP2fEhIqofgw+Rl8su0KH2Qi52fIiI6sfgQ+Tlas/vAbiPDxFRQxh8iLycZQ+f8EA1AO7jQ0TUEAYfIi9nWcrePTYUAIe6iIgawuBD5OUsmxd2iwsBwKEuIqKGMPgQebHah5NaOj4c6iIiqp/XBJ+0tDRIkmT1ERcXJ78uhEBaWhoSEhIQGBiI1NRUZGVlubFiItcrLDeguMIIAOgaYxnqYseHiKg+XhN8AKBnz564dOmS/HH8+HH5taVLl2LZsmVYsWIFDh48iLi4OAwfPhylpaVurJjItSwbF7ZpFYjQABUAHllBRNQQrwo+KpUKcXFx8kd0dDSA6m7P8uXLsWDBAkyYMAFJSUlYvXo1dDod1q5d6+aqiVzHspS9c3QwVEoJADcwJCJqiFcFnzNnziAhIQGdOnXCpEmTcO7cOQDA+fPnkZeXhxEjRsj3arVaDBkyBHv37nVXuUQuZ5nf0yU6BCpF9R9nruoiIqqfyt0FNNaAAQOwZs0adOvWDZcvX8aiRYuQkpKCrKws5OXlAQBiY2OtviY2NhbZ2dkNvq9er4der5c/LykpcX7xRC7yS62Oj9rS8eEcHyKienlN8Bk5cqT86+TkZAwaNAhdunTB6tWrMXDgQACAJElWXyOEsLlW1+LFi7Fw4ULnF0zUAiwdn85RIVApr3d8uKqLiKheXjXUVVtwcDCSk5Nx5swZeXWXpfNjkZ+fb9MFqmv+/PkoLi6WP3Jzc11WM5EzGU1m5Fw/nLRzdDDUCnZ8iIhuxGuDj16vx6lTpxAfH49OnTohLi4OGRkZ8usGgwGZmZlISUlp8H20Wi3CwsKsPoi8QU6hDlVmgUC1EnFhAXLHxywAM7s+RER2ec1Q17x58zB27Fi0b98e+fn5WLRoEUpKSjBt2jRIkoTZs2cjPT0diYmJSExMRHp6OoKCgjBlyhR3l07kEpZhrk5RwVAoJHlVF1C9iaFG0fAwLxGRP/Ka4HPhwgVMnjwZV69eRXR0NAYOHIj9+/ejQ4cOAIAXX3wRFRUVmDFjBoqKijBgwABs27YNoaGhbq6cyDVqL2UHALWipoFbZTZD470NXSIil/Ga4LN+/foGX5ckCWlpaUhLS2uZgojcTJ7YHF19Rlftjg+XtBMR2cf/JCTyUpbDSbtc7/ioag1tcYIzEZF9DD5EXqr2UnaguutpCT88qJSIyD4GHyIvVKwzoqDcAKBmjg9QM9zFg0qJiOxj8CHyQr9cH+aKCwtAsLZmqp5lgjMPKiUiso/Bh8gL/ZJvvaLLggeVEhE1jMGHyAudu2pZ0VU3+PCgUiKihjD4EHkheQ+f6xObLWqOrWDwISKyh8GHyAvV7OFTT8eHQ11ERHYx+BB5GZNZILug+nDSLtHWHR95jg87PkREdjH4EHmZC0U6GExmaFQKJLQKtHpNxRPaiYgaxOBD5GXkw0kjg6GscxCpSmEZ6mLHh4jIHgYfIi/zyxX7S9kBQK1kx4eIqCEMPkRexrKUve78HoDL2YmIboTBh8jLnGug41NzVhc7PkRE9jD4EHmZX+Sl7LYdH7WSR1YQETWEwYfIi5RWGnGlVA+gno4PDyklImoQgw+RF7Gs6IoK0SIsQG3zumVVVxVXdRER2cXgQ+RFzl2tf34PwFVdREQ3wuBD5EUsHZ8u9QQfruoiImoYgw+RF5HP6IqyndgM1DqklKu6iIjsYvAh8iINbV4I1J7czI4PEZE9DD5EXsJsFvi1oP6l7EDNUBeXsxMR2cfgQ+QlLhZXoNJohlopoV3rQLv3cKiLiKhhDD5EXsIyv6dDZLDc2amLk5uJiBrG4EPkJeSjKqLsz+8Baub4cDk7EZF9DD5EXqKhoyos1NzAkIioQQw+RF7iRpsXAjyygojoRhh8iLzEjTYvBHhIKRHRjTD4EHkBnaEKl4orAdS/eSEAqK6v6jJyVRcRkV0MPkRewNLtaR2kRutgTb33cR8fIqKGMfgQeYFzV288sRmodUgpOz5ERHYx+BB5gcYsZQcAlYL7+BARNYTBh8gLnPitGADQPS60wfu4jw8RUcMYfIg8nBACR3KuAQD6tm/d4L01Q13s+BAR2cPgQ+ThLhRVoKDcALVSQs+EsAbvrRnqYseHiMgeBh8iD/djThEAoEdCOALUygbvlTs+nONDRGQXgw+Rh5OHudq1uuG9cseHQ11ERHYx+BB5uCO51wAAfdu3uuG9nNxMRNQwBh8iD1ZpNOHkxeoVXX3bNTyxGeCRFUREN8LgQ+TBTl4qgdEkEBmsQbuIwBvezyMriIgaxuBD5MFqlrG3giRJN7yfR1YQETWMwYfIgx25vqLrRvv3WKg5x4eIqEFeG3wWL14MSZIwe/Zs+ZoQAmlpaUhISEBgYCBSU1ORlZXlviKJmsnS8enTiBVdAFd1ERHdiFcGn4MHD+L9999Hr169rK4vXboUy5Ytw4oVK3Dw4EHExcVh+PDhKC0tdVOlRI7LL63Eb9cqIElAr7bhjfoadnyIiBrmdcGnrKwMU6dOxT//+U+0bl3T/hdCYPny5ViwYAEmTJiApKQkrF69GjqdDmvXrnVjxUSOOXq929MtJhShAepGfQ3n+BARNczrgs/MmTMxevRo3H333VbXz58/j7y8PIwYMUK+ptVqMWTIEOzdu7fe99Pr9SgpKbH6IPIETdm/x8KyqotndRER2adydwFNsX79evz44484ePCgzWt5eXkAgNjYWKvrsbGxyM7Orvc9Fy9ejIULFzq3UCInqJnY3KrRXyPv48Pl7EREdnlNxyc3NxezZs3C//3f/yEgIKDe++ou+RVCNLgMeP78+SguLpY/cnNznVYzkaNMZoFjF6o3LuzTiI0LLSw7NxtNAkKw60NEVJfXdHwOHz6M/Px89OvXT75mMpmwa9curFixAqdPnwZQ3fmJj4+X78nPz7fpAtWm1Wqh1WpdVziRA/57uRQ6gwkhWhW6xoQ0+uvUipr/ljGZhRyEiIiomtd0fIYNG4bjx4/j6NGj8kf//v0xdepUHD16FJ07d0ZcXBwyMjLkrzEYDMjMzERKSoobKydqOssy9t7twqFUND681A46nOdDRGTLazo+oaGhSEpKsroWHByMyMhI+frs2bORnp6OxMREJCYmIj09HUFBQZgyZYo7SiZymDy/pwnDXIB18DGazAhQK51aFxGRt/Oa4NMYL774IioqKjBjxgwUFRVhwIAB2LZtG0JDQ91dGlGTWFZ0NXbjQovaQ11c0k5EZMurg8/OnTutPpckCWlpaUhLS3NLPUTOUFxhxNn8MgBAnyas6AIAhUKCQgLMggeVEhHZ4zVzfIj8xbEL1wAA7SOCEBXS9In33MSQiKh+DD5EHqb2ieyOkDcxZPAhIrLB4EPkYWomNrdy6OstwYdDXUREthh8iDyIEAJHLROb2zdtRZeFmkNdRET1YvAh8iDZBToU6YzQqBToER/m0HvU7N7Mjg8RUV0MPkQe5Ehu9TBXUkIYNCrH/niqFJbzutjxISKqi8GHyIPUTGx2bJgLANRKy+RmdnyIiOpi8CHyIJbg09SNC2uzLGc3co4PEZENBh8iD1FpNOPUpRIAji9lB2otZ+eqLiIiGww+RB7iRH45qswC0aFatGkV6PD7cFUXEVH9GHyIPMSRi9XHVPRt1wqS1PgT2eviqi4iovox+BB5iCOXrgefZkxsBmoOKuWqLiIiWww+RB7i6PXg05yJzQA7PkREDWHwIfIAeUKDi6UGKCSgV9vwZr0XDyklIqofgw+RBziKEABA97gwBGtVzXovNVd1ERHVi8GHyAMcEaEAmreM3aJmqIsdHyKiuhh8iDzAEVHd8XH0RPbaaoa62PEhIqqLwYfIzaoEcOz6UJczOj41Q13s+BAR1cXgQ+RmP1dpUQklQrVKdI4Kafb78cgKIqL6MfgQudkRY/UuzX3iQ6BQOL5xoQUPKSUiqh+DD5Gb7b8efPrGN7/bAwCq6xsYGjnURURkg8GHyI2MAthlCAYADOnUvP17LFTs+BAR1YvBh8iNDldqUCqUiIARfeKc0/GRDyllx4eIyAaDD5EbbdcFAABSpSIonTC/BwBUCh5ZQURUHwYfIjeyBJ+hKHLae/LICiKi+jH4ELlJjlGJs0Y1lBAYLF1z2vvyyAoiovox+BC5iaXb019dgXDJ5LT35T4+RET1a/JpiMXFxfjyyy+xe/du/Prrr9DpdIiOjkbfvn1xzz33ICUlxRV1EvkcS/AZpi0DKpz3vtzHh4iofo3u+Fy6dAlPPPEE4uPj8dprr6G8vBx9+vTBsGHD0LZtW+zYsQPDhw9Hjx49sGHDBlfWTOT1ys0S9ldoAQB3acqd+t7y5Gau6iIistHojk/v3r3x8MMP44cffkBSUpLdeyoqKvDVV19h2bJlyM3Nxbx585xWKJEv+b5CCwMktFNVoYvS4NT35iGlRET1a3TwycrKQnR0dIP3BAYGYvLkyZg8eTKuXLnS7OKIfNUOyzBXUCUk56xil9UMdbHjQ0RUV6OHum4Uepp7P5G/EKLWMvagSqe/P4+sICKqX5NWdW3duhWTJ0/GuXPnAACPPfaYS4oi8mVZBjUum5QIlMwYEKB3+vvzyAoiovo1KfjMmzcPY8aMwaOPPooLFy7g5MmTrqqLyGdZhrnuCNQjwAUbSqi5gSERUb2atJw9PDwcU6dOxcCBA/HEE0+gqqrKVXUR+azvrgefu1wwzAXUXtXFjg8RUV1N+u/NkJDqQxS7dOmCmTNn4scff3RJUUS+6qpJgZ/0agCumd8DsONDRNSQJgWfv//97zCZqneYHTNmDA4dOuSSooh81U5dAAQk9NQYEKdyTUfGMseHh5QSEdlq0lBXx44dAVTv1yOEQN++fQEA2dnZ+PLLL9GjRw+MGDHC6UUS+YoduuubFrqo2wPUrOqq4qouIiIbDk2tHD9+PNasWQMAuHbtGgYMGIA333wT48ePx8qVK51aIJGvMApglwuXsVvwyAoiovo5FHx+/PFH3HnnnQCAzz//HLGxscjOzsaaNWvw9ttvO7VAIl9xsFKDUqFApMKE3lqjy74PDyklIqqfQ8FHp9MhNDQUALBt2zZMmDABCoUCAwcORHZ2tlMLJPIVlmXsQ4L0UDp5t+baLKu6qriqi4jIhkPBp2vXrvjqq6+Qm5uLrVu3yvN68vPzERYW5tQCLVauXIlevXohLCwMYWFhGDRoEDZv3iy/LoRAWloaEhISEBgYiNTUVGRlZbmkFiJHyKexBznxKHY7LKu6TJzjQ0Rkw6Hg88orr2DevHno2LEjBgwYgEGDBgGo7v5YJjw7W9u2bbFkyRIcOnQIhw4dwl133YXx48fL4Wbp0qVYtmwZVqxYgYMHDyIuLg7Dhw9HaWmpS+ohaopsoxK/GNVQQeDOIOfv1lxbzaouBh8iorocCj4TJ05ETk4ODh06hC1btsjXhw0bhr/97W9OK662sWPHYtSoUejWrRu6deuG119/HSEhIdi/fz+EEFi+fDkWLFiACRMmICkpCatXr4ZOp8PatWtdUg9RU1i6Pf0DDAhTuDaQqBU8nZ2IqD5NCj4JCQl4+umnsXnzZkRERKBv375QKGre4rbbbsNNN93k9CLrMplMWL9+PcrLyzFo0CCcP38eeXl5VkvptVothgwZgr1797q8HqIb2V7rNHZXkzs+HOoiIrLRpOCzdu1aBAUF4bnnnkNUVBQeeOABfPLJJygsLHRVfVaOHz+OkJAQaLVaPPXUU/LeQXl5eQCA2NhYq/tjY2Pl1+qj1+tRUlJi9UHkTOVmCQcqqvfvceUydgseUkpEVL8mBZ/U1FS8+eabOHPmDPbt24dbbrkF7777LuLj45Gamoq//e1v+OWXX1xVK7p3746jR49i//79ePrppzFt2jSrg1IlyXqpjBDC5lpdixcvRnh4uPzRrl07l9RO/mtPhRYGSGivqkIXtevPt7NsYGgWgJldHyIiKw6fDd2zZ0/Mnz8f+/fvR3Z2NqZOnYrt27cjOTkZSUlJ2LRpkzPrBABoNBp07doV/fv3x+LFi9G7d2+89dZbiIuLAwCb7k5+fr5NF6iu+fPno7i4WP7Izc11et3k37bXOpT0BjncKVS11srzoFIiImsOB5/a4uLi8MQTT+Cbb77B1atX8b//+7/QarXOeOsGCSGg1+vRqVMnxMXFISMjQ37NYDAgMzMTKSkpDb6HVquVl8hbPoicRYia/XtceUxFbepa8+54UCkRkbUmndVVV35+PvLz82Gu81+V9913X7OKsufll1/GyJEj0a5dO5SWlmL9+vXYuXMntmzZAkmSMHv2bKSnpyMxMRGJiYlIT09HUFAQpkyZ4vRaiBory6BGvkmJIMmMAYGuXcZuUbvjw+BDRGTNoeBz+PBhTJs2DadOnYIQ1n+xSpIkn+DuTJcvX8ZDDz2ES5cuITw8HL169cKWLVswfPhwAMCLL76IiooKzJgxA0VFRRgwYAC2bdsm7zBN5A7/ud7tuSNQD20LDHMBNTs3AxzqIiKqy6Hg8+ijj6Jbt2748MMPERsbe8MJxM7w4YcfNvi6JElIS0tDWlqay2shagwhgC9LgwAAI4JbZpgLqP6zoFJIqDILdnyIiOpwKPicP38eGzduRNeuXZ1dD5HP+KFSg+wqFYIlM0YGu/aYirpUyurgY+SSdiIiKw5Nbh42bBh++uknZ9dC5FP+3/Vuz5iQCgS7eLfmuuTdm7mcnYjIikMdnw8++ADTpk3DiRMnkJSUBLVabfX6uHHjnFIckbcqM0v4d3kgAODBUF2Lf39uYkhEZJ9DwWfv3r3Ys2eP1enoFq6a3EzkTTaVBaJCKNBZbcQtWkOLf3/V9RPaeVApEZE1h4a6nnvuOXmFldlstvpg6CGqGeZ6MFTXIpsW1qW+vrKriqu6iIisOBR8CgoK8Pzzz99wV2Qif3TWoMJhvRZKCEwIaflhLoAdHyKi+jgUfCZMmIAdO3Y4uxYin/DZ9W7P0KBKxKjc03HhHB8iIvscmuPTrVs3zJ8/H3v27EFycrLN5ObnnnvOKcUReRujAL4oqw4+D7hhUrMFV3UREdnn8KqukJAQZGZmIjMz0+o1SZIYfMhvZeoCcNWkRJTS1GJnc9lj6fhwHx8iImsOb2BIRLYsk5rvC9FB7YZJzRaWOT7cuZmIyJpTTmcnIuBKlQLbr5/N5c5hLoCruoiI6tPo4LNkyRLodI37y/zAgQPYtGmTw0UReaOvyoJQBQm9tQZ001S5tZaaoS52fIiIamt08Dl58iTat2+Pp59+Gps3b8aVK1fk16qqqnDs2DG89957SElJwaRJkxAWFuaSgok8kRC19+4pd3M1gNoy1MWODxGRlUbP8VmzZg2OHTuGd999F1OnTkVxcTGUSiW0Wq3cCerbty+efPJJTJs2DVqt1mVFE3mao3o1zhjV0EoCY0Na9kBSe1QKdnyIiOxp0uTmXr164R//+Af+/ve/49ixY/j1119RUVGBqKgo9OnTB1FRUa6qk8ijfVYaDAAYFVyBsBY+kNQeTm4mIrLPoVVdkiShd+/e6N27t7PrIfI6FWYJ35RVH0j6gAcMcwGAWsnJzURE9jgUfADAbDbj7NmzyM/Ph7nOX66DBw9udmFE3mJLeQBKhQLtVFUYGNDyB5Lao1LwyAoiInscCj779+/HlClTkJ2dDSGs/2Ll6ezkb/7f9WGuB0J1ULhx757aeGQFEZF9DgWfp556Cv3798emTZsQHx8PyR3HTxN5gByjEvsqtZAgcL+b9+6pjUdWEBHZ51DwOXPmDD7//HN07drV2fUQeZXPry9hvyNQjzYqz+l08sgKIiL7HNq5ecCAATh79qyzayHyKiZRE3we9KBuD1BrHx/O8SEisuJQx+fZZ5/F3LlzkZeXZ/d09l69ejmlOCJP9n2FFhdNKoQrzBge5P69e2qT9/Hhqi4iIisOBZ/7778fADB9+nT5miRJEEJwcjP5jTUl1ZOax4foEOBhp95xHx8iIvt4OjuRA342qPAfXSAkCEwL84y9e2pTc1UXEZFdDgWfDh06OLsOIq/yblEogOqdmru4+UBSe+R9fLiqi4jIisMbGP7yyy9Yvnw5Tp06BUmScPPNN2PWrFno0qWLM+sj8jjnDCp8W169U/PMVqVursY+7uNDRGSfQzMTtm7dih49euCHH35Ar169kJSUhAMHDqBnz57IyMhwdo1EHmXltRAISBgWVIEeWs/r9gC1h7rY8SEiqs2hjs9LL72E559/HkuWLLG5/sc//hHDhw93SnFEnuaCUYkvy6qXsHtqtwfgUBcRUX0c6vicOnUKjz32mM316dOn4+TJk80uishT/aM4BFWQcHtgJW4JMLq7nHpxcjMRkX0OBZ/o6GgcPXrU5vrRo0cRExPT3JqIPFJ+lQIbrp/L5cndHqBmOTsPKSUisubQUNcTTzyBJ598EufOnUNKSgokScKePXvwl7/8BXPnznV2jUQe4Z/FITAICf20egzykFPY62PZwLCKGxgSEVlxKPj8+c9/RmhoKN58803Mnz8fAJCQkIC0tDQ899xzTi2QyBMUmRT49PqGhc+0LoWnn8vLIyuIiOxzKPhIkoTnn38ezz//PEpLq1v+oaGhTi2MyJOsKg6GTijQU2NAaqDe3eXcEA8pJSKyz+F9fCwYeMjXlZglrCoJAQA808rzuz1AzaquKq7qIiKy0ujgc8stt+C7775D69at0bdvX0gN/O3/448/OqU4Ik/wSXEwSs0KdFUbcU9wpbvLaRSu6iIisq/RwWf8+PHQarXyrxsKPkS+QmeW8GFxdbdnRqtSKLzktz1XdRER2dfo4PPqq6/Kv05LS3NFLUQeZ11pEArNSrRTVWFcSIW7y2k0NVd1ERHZ5dA+Pp07d0ZBQYHN9WvXrqFz587NLorIE+gF8P616jlsT7cqhcpLuj1ATceHc3yIiKw5FHx+/fVXmEwmm+t6vR4XLlxodlFEnuCL0iBcNikRpzTh/lCdu8tpEhXP6iIisqtJq7q+/vpr+ddbt25FeHi4/LnJZMJ3332HTp06Oa86IjepEsDK692eJ1uVQutF3R6g1gaGnNxMRGSlScHn3nvvBVC9j8+0adOsXlOr1ejYsSPefPNNpxVH5C7/KgtEbpUKkQoTJntZtwfgIaVERPVpUvAxX58o2alTJxw8eBBRUVEuKYrInXRmCW8WhgEAHmtVhkCF94UHLmcnIrLPoTk+58+fb/HQs3jxYtx6660IDQ1FTEwM7r33Xpw+fdrqHiEE0tLSkJCQgMDAQKSmpiIrK6tF6yTv9961EFw0qdBGVYXpYWXuLschKh5ZQURkl8M7N5eXlyMzMxM5OTkwGKwPbHTFeV2ZmZmYOXMmbr31VlRVVWHBggUYMWIETp48ieDg6jOUli5dimXLluHjjz9Gt27dsGjRIgwfPhynT5/mDtPUKL8alfJKrj9HFiPAof80cD/LHB8jl7MTEVlxKPgcOXIEo0aNgk6nQ3l5OSIiInD16lUEBQUhJibGJcFny5YtVp+vWrUKMTExOHz4MAYPHgwhBJYvX44FCxZgwoQJAIDVq1cjNjYWa9euxR/+8Aen10S+57WCVjBAwp2BlbgnyDt2abaHh5QSEdnn0H/PPv/88xg7diwKCwsRGBiI/fv3Izs7G/369cNf//pXZ9doV3FxMQAgIiICQPXwW15eHkaMGCHfo9VqMWTIEOzdu7fe99Hr9SgpKbH6IP/0XXkAtusCoIZAWmSxV5zJVR95ObtZQAiGHyIiC4eCz9GjRzF37lwolUoolUro9Xq0a9cOS5cuxcsvv+zsGm0IITBnzhzccccdSEpKAgDk5eUBAGJjY63ujY2NlV+zZ/HixQgPD5c/2rVr57rCyWNVmoHXCqq3Z5geXoYumio3V9Q8akXNH21uYkhEVMOh4KNWq+WzumJjY5GTkwMACA8Pl3/tSs888wyOHTuGdevW2bxW9wwxIUSD54rNnz8fxcXF8kdubq7T6yXP90FxCLKrVIhRmvBs61J3l9Nslo4PwOEuIqLaHJrj07dvXxw6dAjdunXD0KFD8corr+Dq1av45JNPkJyc7OwarTz77LP4+uuvsWvXLrRt21a+HhcXB6C68xMfHy9fz8/Pt+kC1abVauXDV8k//ValxIrrE5oXRBYjxAuXr9dVO/gYzWYEQunGaoiIPIdDHZ/09HQ5XPzv//4vIiMj8fTTTyM/Px/vv/++Uwu0EELgmWeewcaNG7F9+3abHaI7deqEuLg4ZGRkyNcMBgMyMzORkpLikprIN6QXhKFSKHBbgB7jgr3nINKGWA11seNDRCRrcsdHCIHo6Gj07NkTABAdHY1///vfTi+srpkzZ2Lt2rX417/+hdDQUHneTnh4OAIDAyFJEmbPno309HQkJiYiMTER6enpCAoKwpQpU1xeH3mn7yu02FQeBAUEFkZe8+oJzbUpFBIUEmAW3MSQiKg2h4JPYmIisrKykJiY6Iqa7Fq5ciUAIDU11er6qlWr8MgjjwAAXnzxRVRUVGDGjBkoKirCgAEDsG3bNu7hQ3YZBfDq1eoJzQ+FleNmrXdPaK5LpVTAUGXmsRVERLU0OfgoFAokJiaioKCgRYNPY5bkSpKEtLQ0pKWlub4g8nqri4Nx1qhGhMKEOa19bxsDtUKCAez4EBHV5tAcn6VLl+KFF17AiRMnnF0PUYvIr1JgeVH1eVx/jChBuNL3uiKWYyuMnONDRCRzaFXX//zP/0Cn06F3797QaDQIDAy0er2wsNApxRG5ypLCcJQJBXprDXjAC09fbwz5oFIeW0FEJHMo+CxfvtzJZRC1nMOVGmwsC4IEgdcir0HhIxOa61IpeGwFEVFdDgWfadOmObsOohaztiQIADAxRIfeAUY3V+M6lr18jJzjQ0Qkc/js6V9++QV/+tOfMHnyZOTn5wOoPkg0KyvLacURuUKhqXozv1sDDW6uxLXkg0q5qouISOZQ8MnMzERycjIOHDiAjRs3oqysDABw7NgxvPrqq04tkMjZSszVnZAwhW93QlQKdnyIiOpyKPi89NJLWLRoETIyMqDRaOTrQ4cOxb59+5xWHJErlJirf9v7fPBRco4PEVFdDgWf48eP47777rO5Hh0djYKCgmYXReRKpXLw8e1AwFVdRES2HAo+rVq1wqVLl2yuHzlyBG3atGl2UUSu5H9DXb4d8IiImsKh4DNlyhT88Y9/RF5eHiRJgtlsxvfff4958+bh4YcfdnaNRE5jFIBOVP+2D/Xxjg+HuoiIbDkUfF5//XW0b98ebdq0QVlZGXr06IHBgwcjJSUFf/rTn5xdI5HTlJlrfsuH+njHh0NdRES2HNrHR61W49NPP8Vrr72GI0eOwGw2o2/fvi16dheRIyzDXMGSGSof3bjQwrKBIYe6iIhqOBR8LLp06YIuXbo4qxYil7Os6PL1YS6gVseHy9mJiGSNDj5z5sxp9JsuW7bMoWKIXK3UTyY2A7U6PtzAkIhI1ujgc+TIkUbdJ0k+Pn5AXs1f9vABao6sYMeHiKhGo4PPjh07XFkHUYsoMfnTUBdXdRER1eXwWV0AcPbsWWzduhUVFRUAACH4Fyx5NnkPH6Xvd0HkfXy4qouISOZQ8CkoKMCwYcPQrVs3jBo1St7M8PHHH8fcuXOdWiCRM/nXUBc7PkREdTkUfJ5//nmo1Wrk5OQgKChIvv773/8eW7ZscVpxRM7GVV1ERP7NoeXs27Ztw9atW9G2bVur64mJicjOznZKYUSuwFVdRET+zaGOT3l5uVWnx+Lq1avQarXNLorIVfxpqIsdHyIiWw4Fn8GDB2PNmjXy55bzut544w0MHTrUacUROZs/DXVZlrNz52YiohoODXW98cYbSE1NxaFDh2AwGPDiiy8iKysLhYWF+P77751dI5HT+ONQF8/qIiKq4VDHp0ePHjh27Bhuu+02DB8+HOXl5ZgwYQKOHDnCIyzIo/nnUBc7PkREFg6f1RUXF4eFCxc6sxYil/OvoS4eUkpEVJdDHZ9Vq1bhs88+s7n+2WefYfXq1c0uisgVzAIo86uhrusdHw51ERHJHAo+S5YsQVRUlM31mJgYpKenN7soIlcoFxLM8J/gwyMriIhsORR8srOz0alTJ5vrHTp0QE5OTrOLInIFyzCXBgIBzTqsxTvUrOry/ZBHRNRYDv31HxMTg2PHjtlc/+mnnxAZGdnsoohcodSPzukCALW8qosdHyIiC4eCz6RJk/Dcc89hx44dMJlMMJlM2L59O2bNmoVJkyY5u0Yip7CczO4Pw1wAOz5ERPY4tKpr0aJFyM7OxrBhw6BSVb+F2WzGww8/zDk+5LH8aUUXACgVXM5ORFSXQ8FHo9Fgw4YNWLRoEY4ePYrAwEAkJyejQ4cOzq6PyGn8afNCoNbkZq7qIiKSObyPD1B9KGliYqKzaiFyKX/avBCoWc7OfXyIiGo4NMdn4sSJWLJkic31N954Aw888ECziyJyBX8b6rJ0fEyc3ExEJHMo+GRmZmL06NE213/3u99h165dzS6KyBX8baiLk5uJiGw5FHzKysqg0WhsrqvVapSUlDS7KCJX8L+hLi5nJyKqy6Hgk5SUhA0bNthcX79+PXr06NHsoohcwdLx8Z+hLsuqLv8IekREjeHQ5OY///nPuP/++/HLL7/grrvuAgB89913WLt2LT7//HOnFkjkLH7X8eEhpURENhwKPuPGjcNXX32F9PR0fP755wgMDETv3r2xfft2hIWFObtGIqeoCT7+EQR4SCkRkS2Hl7OPHj1anuB87do1fPrpp5g9ezZ++uknmEwmpxVI5Cw1Q13+EQR4SCkRka1mHdW4fft2/M///A8SEhKwYsUKjBo1CocOHXJWbUROJXd8/OSsLq7qIiKy1eSOz4ULF/Dxxx/jo48+Qnl5OR588EEYjUZ88cUXnNhMbmUSwDvXQrGlPBArYgrRVVNl9XrNWV3+0QHhIaVERLaa1PEZNWoUevTogZMnT+Kdd97BxYsX8c4777iqNhu7du3C2LFjkZCQAEmS8NVXX1m9LoRAWloaEhISEBgYiNTUVGRlZbVYfeQ+hSYFHsmLxPKiMPxsUOP7Cq3V65VmwAD/GupSKXlWFxFRXU0KPtu2bcPjjz+OhQsXYvTo0VAqla6qy67y8nL07t0bK1assPv60qVLsWzZMqxYsQIHDx5EXFwchg8fjtLS0hatk1rWT5VqjP0tGrsrAuq9xzLMpYBAsOQfQUAe6uLkZiIiWZOCz+7du1FaWor+/ftjwIABWLFiBa5cueKq2myMHDkSixYtwoQJE2xeE0Jg+fLlWLBgASZMmICkpCSsXr0aOp0Oa9eubbEaqeUIAawtCcIDF6PxW5UKHVVV6KU12L239nEV1xc7+TzLUJcQPLaCiMiiScFn0KBB+Oc//4lLly7hD3/4A9avX482bdrAbDYjIyPDrZ2V8+fPIy8vDyNGjJCvabVaDBkyBHv37q336/R6PUpKSqw+yPNVmoEXrrTCy1dbwwAJw4Mq8HXbfLRTVdm9399WdAE1HR+AE5yJiCwcWtUVFBSE6dOnY8+ePTh+/Djmzp2LJUuWICYmBuPGjXN2jY2Sl5cHAIiNjbW6HhsbK79mz+LFixEeHi5/tGvXzqV1UvPlGJWYcDEan5cFQwGBFyOK8Y/YwgYnLfvb5oVAzXJ2gBOciYgsmrWcHQC6d++OpUuX4sKFC1i3bp0zamoWSbIexxBC2Fyrbf78+SguLpY/cnNzXV0iNcMOnRZjfovBSYMGkQoTPokvwIxWZTccvvK3zQuBmg0MAR5bQURk4fAGhnUplUrce++9uPfee531lk0SFxcHoLrzEx8fL1/Pz8+36QLVptVqodVq632dPINeAMuLwrDyWigAoI/WgPdiC5Ggatxmmf441KVU1B7q8p/AR0TUkGZ3fDxFp06dEBcXh4yMDPmawWBAZmYmUlJS3FgZNddJvQrjf4uRQ89DYWXYkHCl0aEH8M+hLkmSag4q5couIiIATuz4tISysjKcPXtW/vz8+fM4evQoIiIi0L59e8yePRvp6elITExEYmIi0tPTERQUhClTprixanJUlQD+cS0Ey4vCYISECIUJ6dHX8Lvgyia/lz8OdQGASqGA0WTiXj5ERNd5VfA5dOgQhg4dKn8+Z84cAMC0adPw8ccf48UXX0RFRQVmzJiBoqIiDBgwANu2bUNoaKi7SiYHnTcqMSc/Akf0GgDA8KAKpEddQ7TKsc6FPw51AddXdhm5qouIyMKrgk9qaiqEqP+/XCVJQlpaGtLS0lquKHIqswA+KQnG4sIwVAoFQiUzXo0qxv0hOjQwR/2G/HGoC6h1UClXdRERAfCy4EO+7WKVEi9eaYU913dgvj2wEkujr6FNE+by1MffzumysKzsYseHiKgagw+5nVkAn5UGYVFhOErNCgRIZrwUUYKHw8qdtsuyZajLX05mt5A7PpzjQ0QEgMGH3CxLr8afr4bjR331lgJ9tAYsiy5CZ439HZgd5a9DXSqu6iIissLgQ25RYpawrDAMa0qCYYaEYMmM51uX4pHwMqhccJZW7bO6/EnNUJd//dxERPVh8KEWJQTwr7JALCoMx1WTEgAwJliHP0UWI87BFVuNIQ91+VnHh0NdRETWGHyoxZwxqPDnq62wv7J6WKuz2ojXIotxR5Depd+3SgDlwk8nN18f6jJyqIuICACDD7WAcrOEt4tC8WFxCKogIUAy49lWpXi8VRm0LhjWqqvUXLNBeYifdXxUCnZ8iIhqY/AhlzEKYH1pMN4qCpWHtYYHVeCVyGK0Uzd/iXpjWYa5giQz1C0QtDyJfGQFl7MTEQFg8CEXEALYXB6AN4rCcd5Y/Vusg6oKr0QWY5gDx000l78eVwHUdHyM3MCQiAgAgw852f4KDRYXhuOn60dNRCpMmNW6FJPCyqFxU7elxE+PqwBqLWdnx4eICACDDznJzwYVlhaGY7uuetflIMmMJ8LL8ESrMoS4udPir3v4AFzVRURUF4MPNcsFoxLLi0LxRVkQBCSoIDA5rBzPtipFjAuXpzeFfw91cVUXEVFtDD7kkF+NSrx3LRQbS4NQhep/XEcH6zAvogSdWnDicmOUmPx3qIsdHyIiaww+1CRnDCq8ey0UX5cFwnw98NwRWIl5rUvQJ8Do5urssyxn97dzuoBa+/hwjg8REQAGH2qkLL0a714LxebyAIjrgeeuoErMbFWKfgEGN1fXMP8e6rre8eGqLiIiAAw+dAMn9GosLwrFf3SB8rV7girwbOtSJGk9s8NTlz+v6uI+PkRE1hh8qF7FJgkTfouGARIkCIwJrsAzrUvR3cknp7taqR+v6qoZ6mLHh4gIYPChBpSYFTBAggYCm9vmo4uXBR4LDnUBVVzVRUQEAFDc+BbydypJeG3oATjUBXBVFxGRBYMP+Tz/Huq6fmQFgw8REQAGH/ID/jzUpb6+gSGHuoiIqjH4kE8TouZ0dnZ8iIiIwYd8WrmQ5I0W/TH4KBVczk5EVBuDD/k0yzCXBgJaN50O707y5GZuYEhEBIDBh3xc7RVdkh8GH8tydh5ZQURUjcGHfFrNOV3+2fHgcnYiImsMPuTTSkz+u5QdqJnczFVdRETVGHzIp/nz5oUAoFLwyAoiotoYfMinlfrxHj4AoGbHh4jICoMP+bQSP97DB6g5pJRzfIiIqjH4kE+zLGf336EuS8eHwYeICGDwIR/HoS5uYEhEVBuDD/k0DnXxyAoiotoYfMin+ftQFw8pJSKyxuBDPs2fT2YHau3jw44PEREABh/ycf58MjtQs6rLyI4PEREABh+qhxDAeaPK3WU0G4e62PEhIqrN+/9lI6cQAjhrVGF/pRYHKjT4oVKLfJMSAKCVvPcfzRI/P6tL7vgw+BARAWDw8VtmAZw2qHCgUosDlVr8UKFBgVlpdY8GAn0CDHgorNxNVTZPpRkwCP8e6pKXs3Ooi4gIAIOP3ygzS/hJr8HhSg0OVWpwRK+R97ixCJDMuEVrwIBAAwYE6NFHa0CAFw+GWro9EgSCvbhr1RwqDnUREVlh8PFBQgC/VSlx+HrQOVypwSmDGmZIVvcFSWb0CzBgYIAeAwIN6KU1QCPV86ZeqFSe3yOg8KGfqylqhrrY8SEiAnw0+Lz33nt44403cOnSJfTs2RPLly/HnXfe6e6yXKbELOFYpQY/6dU4otfgJ70GV0xKm/vaqKrQT2tAv4Dqj5s0Rqh8OBD4++aFQO1DStnxISICfDD4bNiwAbNnz8Z7772H22+/Hf/4xz8wcuRInDx5Eu3bt3d3ec1mEMDPBjV+uj5c9ZNejV+Mapv7VBDoqTXiFq0B/QP0uCXAgHiVfwUAf1/RBQCq660uk1lACAFJ8uGkS0TUCD4XfJYtW4bHHnsMjz/+OABg+fLl2Lp1K1auXInFixe7ubqm0QvgtEGN43o1Tug1OK5X47RBDSNs//Fqp6pCb60BfbQG9AkwoqfGiEA/3bTPwt/P6QJqNjAEqld2aXy5xUdE1Ag+FXwMBgMOHz6Ml156yer6iBEjsHfvXrtfo9frodfr5c9LSkpcWmN9dGYJPxtUyDJocEJfHXb+a1Cjyk7ICVeYa4UcA3ppjYhS+m9Xoz4c6qpZ1QVUr+zScOsuIvJzPhV8rl69CpPJhNjYWKvrsbGxyMvLs/s1ixcvxsKFC1uiPADVE48vVylwyqDGSb0aJw1qnDKocd6ogrATclopzEjWGpCkNSJZU/2/7VQmcMTixkpqTW72V5ZVXQD38iEiAnws+FjUncfQ0NyG+fPnY86cOfLnJSUlaNeunVPrEUJgSWYOTph64NTVEBQK+489WmnCzRojkrXG6rCjMaINQ47Daoa62PEBgCqu7CIi8q3gExUVBaVSadPdyc/Pt+kCWWi1Wmi1WpfWJUkSMn4pwjm0AgSghEBndRV6aI24WWNED031/0b72eRjV+NQV/XvPaVCgsksuLKLiAg+Fnw0Gg369euHjIwM3HffffL1jIwMjB8/3o2VAU/dmgDztm3o0UqFbuFqr94Y0Fv4+8nsFqrrwYd7+RAR+VjwAYA5c+bgoYceQv/+/TFo0CC8//77yMnJwVNPPeXWuh5Mjgb+kw+oIwGF7fJzcj4OdVVTKxXQV5m5ezMREXww+Pz+979HQUEBXnvtNVy6dAlJSUn497//jQ4dOri7NGphJabrQ11+vuJNxfO6iIhkPhd8AGDGjBmYMWOGu8sgN+OqrmqWlV1c1UVEBG7qQb6rlJObAdQ6oZ3Bh4iIwYd8Vwnn+ACodVAph7qIiBh8yDdVASgXHOoCAPX1oS52fIiIGHzIR5WZa35r+/MhpUCtyc1czk5ExOBDvskyzBUkmaH2852v5cnN3MCQiIjBh3yTZWKzvw9zAbUnN7PjQ0TE4EM+qcTEic0WKiWXsxMRWTD4kE/iOV01VApuYEhEZMHgQz6plJsXytRKruoiIrJg8CGfxD18asj7+HCODxERgw/5Jnmoy8/P6QJqVnVVcVUXERGDD/kmDnXV4KouIqIaDD7kk6rAyc0WXNVFRFSDwYd8GoMPoOaqLiIiGYMP+TQOddWe3MxnQUTE4EM+jR0fQMlDSomIZAw+5NMYfGpNbuZQFxERgw/5tjAOddUcUsqODxERgw/5NnZ8uJydiKg2Bh/yaQw+NZObuYEhERGDD/kwNQS0krurcL+aoS6GQCIiBh/yWWEKMyQGn1pDXez4EBEx+JDPClPyH3qg1s7NXNVFRMTgQ74rlPN7AAAqBTs+REQWDD7kszixuZpaaTmdnc+DiIjBh3wWj6uopuIcHyIiGYMP+Sx2fKqpLUdWcDk7ERGDD/kuBp9qNYeU8nkQETH4kM/iUFc1y6ouDnURETH4kA9jx6eaWsFDSomILBh8yGcx+FST9/Fhx4eIiMGHfBeHuqrVnNXFIEhExOBDPosdn2ryqi52fIiIGHzIdzH4VOOqLiKiGgw+5LM41FVNPqSU+/gQETH4kO8KU7LDAQAqDnUREckYfMgnSRAIkfgPPcChLiKi2hh8yCeFKASub1/j92oOKWUQJCJi8CGfxInNNVQKdnyIiCwYfMgnMfjUUPPICiIiGYMP+SSu6KrBDQyJiGow+JBPYsenhmVVl9EkIAQDIRH5N68JPq+//jpSUlIQFBSEVq1a2b0nJycHY8eORXBwMKKiovDcc8/BYDC0bKHkEcLY8ZFZ9vEBABMnOBORn/Oa4GMwGPDAAw/g6aeftvu6yWTC6NGjUV5ejj179mD9+vX44osvMHfu3BaulDwBOz41LIeUAlzZRUSkcncBjbVw4UIAwMcff2z39W3btuHkyZPIzc1FQkICAODNN9/EI488gtdffx1hYWEtVSp5AAafGqpa6/pzCnUI0ijdWI17FVXoUVahhRoqmIz++xyI3KXcqEJZhRZVblxl6jXB50b27duHpKQkOfQAwD333AO9Xo/Dhw9j6NChdr9Or9dDr9fLn5eUlLi8VnI9Tm6uoa7V8Rnxt11urMRT9HN3AUR+7+HeesSFuud7+0zwycvLQ2xsrNW11q1bQ6PRIC8vr96vW7x4sdxNIu83PKgSJ/QaDA6qdHcpHkOpkDC2dwK2ZdX/58B/CFSZqwBIkMAdLolamoAAINz658+twSctLe2GoePgwYPo379/o95PkmwfpBDC7nWL+fPnY86cOfLnJSUlaNeuXaO+H3mee0MrcG9ohbvL8DjvTO7r7hI8wlXdVfxt398QGRSJEE2Iu8sh8jtlhjIU6ArQPjLFbTW4Nfg888wzmDRpUoP3dOzYsVHvFRcXhwMHDlhdKyoqgtFotOkE1abVaqHVahv1PYiIiMi7uTX4REVFISoqyinvNWjQILz++uu4dOkS4uPjAVRPeNZqtejXj2P6RERE5EVzfHJyclBYWIicnByYTCYcPXoUANC1a1eEhIRgxIgR6NGjBx566CG88cYbKCwsxLx58/DEE09wRRcREREB8KLg88orr2D16tXy5337Vs9Z2LFjB1JTU6FUKrFp0ybMmDEDt99+OwIDAzFlyhT89a9/dVfJRERE5GG8Jvh8/PHH9e7hY9G+fXt8++23LVMQEREReR2v2bmZiIiIqLkYfIiIiMhvMPgQERGR32DwISIiIr/B4ENERER+g8GHiIiI/AaDDxEREfkNBh8iIiLyGww+RERE5De8ZufmliKEAACUlJQ4941LSwG9HigsBCornfve5N10uurfG6WlgEbj7mp8WqmuFPpyPQoNhahU888hUUvTGXXQG/UoLSmFpsq5f99Z/t22/DteH0nc6A4/c+HCBbRr187dZRAREZEDcnNz0bZt23pfZ/Cpw2w24+LFiwgNDYUkSU5735KSErRr1w65ubk8Ld6F+JxbDp91y+Bzbhl8zi3Dlc9ZCIHS0lIkJCRAoah/Jg+HuupQKBQNJsXmCgsL4x+qFsDn3HL4rFsGn3PL4HNuGa56zuHh4Te8h5ObiYiIyG8w+BAREZHfYPBpIVqtFq+++iq0Wq27S/FpfM4th8+6ZfA5tww+55bhCc+Zk5uJiIjIb7DjQ0RERH6DwYeIiIj8BoMPERER+Q0GHyIiIvIbDD4t5L333kOnTp0QEBCAfv36Yffu3e4uyavt2rULY8eORUJCAiRJwldffWX1uhACaWlpSEhIQGBgIFJTU5GVleWeYr3Y4sWLceuttyI0NBQxMTG49957cfr0aat7+Kybb+XKlejVq5e8qdugQYOwefNm+XU+Y9dYvHgxJEnC7Nmz5Wt81s2XlpYGSZKsPuLi4uTX3f2MGXxawIYNGzB79mwsWLAAR44cwZ133omRI0ciJyfH3aV5rfLycvTu3RsrVqyw+/rSpUuxbNkyrFixAgc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    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ "plt.plot(time, acel, label=\"Rocket Acceleration\")\n", "plt.axvspan(0, 15, color=\"RED\", alpha=0.4)\n", @@ -1009,7 +1051,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 44, "id": "742bbdab-a4e7-42cf-998d-22283bcdd99c", "metadata": {}, "outputs": [], @@ -1035,6 +1077,14 @@ " display.DisplayShape(shape)\n", " start_display()" ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1be4b214-37ab-49aa-86e0-14e0897a324b", + "metadata": {}, + "outputs": [], + "source": [] } ], "metadata": { diff --git a/rocket_twin/systems/control/rocket_controller/rocket_controller.fmu b/rocket_twin/systems/control/rocket_controller/rocket_controller.fmu index 1f4dfaf69d7285a594acc5df2145e1f408188f6b..2d526fd79e646284d956fea9dca276c3d2190899 100644 GIT binary patch delta 246993 zcmV)CK*GQNjV}C+E)7si0|W{H00000go_-J4Ic*wz3gNNz3i8vRs|H7Kkx+x1B8nl 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zo^1#1ddZIh2Kf)#g_|PNuQRy@y4w+4sRy^i|8FOZxu!ob=0Yh!!CJKP)_mQiz`#(k z16_-VCD(KvODtN1eO7KZ1a@~?bkVgaMuD}U=Nxd-%NR2KR|Rk;0y)u4x32_B z?4KT8iB#@`b<6@vFt>AZPoK}p4W90RX#+ Date: Thu, 31 Aug 2023 11:51:26 +0200 Subject: [PATCH 4/4] Bug fixes --- rocket_twin/drivers/mission.py | 1 + rocket_twin/notebooks/Demonstration.ipynb | 217 ++++++------------ .../rocket_controller/rocket_controller.fmu | Bin 755452 -> 755452 bytes .../stage_controller/stage_controller.fmu | Bin 752277 -> 752204 bytes .../station_controller/station_controller.fmu | Bin 752401 -> 752403 bytes rocket_twin/tests/test_sequences.py | 9 +- rocket_twin/utils/run_sequences.py | 2 +- 7 files changed, 74 insertions(+), 155 deletions(-) diff --git a/rocket_twin/drivers/mission.py b/rocket_twin/drivers/mission.py index e9f54eb..d9e6537 100644 --- a/rocket_twin/drivers/mission.py +++ b/rocket_twin/drivers/mission.py @@ -43,6 +43,7 @@ def __init__( # Init and stop conditions init_fuel = init init_flight = { + "rocket.stage_1.tank.fuel.w_out_max": 3.0, "rocket.controller.is_on_1": True, } diff --git a/rocket_twin/notebooks/Demonstration.ipynb b/rocket_twin/notebooks/Demonstration.ipynb index 319f2db..6901dcf 100644 --- a/rocket_twin/notebooks/Demonstration.ipynb +++ b/rocket_twin/notebooks/Demonstration.ipynb @@ -18,7 +18,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "id": "e207e054-e7c1-462f-ba12-717bfdde929a", "metadata": {}, "outputs": [], @@ -46,7 +46,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "id": "311d6d17-b7a0-41f9-b772-a532de531b4a", "metadata": {}, "outputs": [], @@ -76,67 +76,10 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "id": "0b4dcf43-7c56-48f6-be1d-6c35042f3f5e", "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "\n", - " \n", - " " - ], - "text/markdown": [ - "\n", - "### Child components\n", - "\n", - "- `controller`: StationControllerCoSApp\n", - "- `g_tank`: Tank\n", - "- `pipe`: Pipe\n", - "- `rocket`: Rocket\n", - "\n", - "### Inputs\n", - "\n", - "- `inwards`: ExtensiblePort\n", - "\n", - "

    \n", - "\n", - "| | |\n", - "---|---\n", - " **n_stages** 🔒🔒 : 3 | Number of stages\n", - " **fueling** 🔒🔒 : 1 | Whether the rocket is fueling or not\n", - " **time_int** 🔒🔒 : 10 s | Interval between fueling end and launch\n", - " **time_lnc** 🔒🔒 : 1e+05 s | Launch time\n", - "
    \n", - "\n", - "### Outputs\n", - "\n", - "- `outwards`: ExtensiblePort\n", - "\n", - "
    \n", - "\n", - "| | |\n", - "---|---\n", - " **stage**: 1 | Current stage\n", - "
    " - ], - "text/plain": [ - "sys - Station" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "sys" ] @@ -171,7 +114,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "id": "74278944-3801-40fc-971a-afee35419490", "metadata": {}, "outputs": [], @@ -186,7 +129,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "e7ff7cc9-b0a0-4485-88d3-911d52bd398c", "metadata": {}, "outputs": [], @@ -201,7 +144,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "id": "62f1a722-25d0-4ed2-bc8f-fd332548b5ee", "metadata": {}, "outputs": [], @@ -216,7 +159,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "id": "fe0f658e-dad8-4f28-ab76-eebaa9e4c54f", "metadata": {}, "outputs": [], @@ -231,7 +174,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "id": "2918b401-bad6-4877-9442-f7ff6e6b70c4", "metadata": {}, "outputs": [], @@ -246,7 +189,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "id": "390b25d1-a7fc-4154-9a7d-8dd0435c4e72", "metadata": {}, "outputs": [], @@ -263,7 +206,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "id": "7a53323a-97a5-4a3c-94e3-be556381eb54", "metadata": {}, "outputs": [], @@ -280,7 +223,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "id": "cb0aaa03-cd47-42cc-bcb8-069c501b3130", "metadata": {}, "outputs": [], @@ -313,7 +256,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "id": "07a77b38-c572-4dc3-a501-5fa697ab780a", "metadata": {}, "outputs": [], @@ -327,7 +270,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "id": "4c091eb9-71a8-4e56-a778-d78655f6a419", "metadata": {}, "outputs": [], @@ -341,7 +284,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "id": "ace3cc11-5ebb-4ae3-83e0-8f196a657fdd", "metadata": {}, "outputs": [], @@ -355,7 +298,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "id": "71f7cecf-782c-48e6-a77c-d657d3195e64", "metadata": {}, "outputs": [], @@ -369,7 +312,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "id": "ff07b0d0-7e88-4f98-9738-0ccff2466b02", "metadata": {}, "outputs": [], @@ -383,7 +326,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "id": "adafef6b-cbcf-49d2-bdf5-55ba8fc646d9", "metadata": {}, "outputs": [], @@ -414,7 +357,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "id": "8f0ae3db-00d8-498a-9026-fc60a7eaf5d3", "metadata": {}, "outputs": [], @@ -428,7 +371,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "id": "ec3bed35-64fa-4ba1-a67b-7f1b14efffe0", "metadata": {}, "outputs": [], @@ -442,7 +385,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "id": "8015a193-b30d-42c1-a74e-c2e6c0bfe02c", "metadata": {}, "outputs": [], @@ -456,7 +399,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "id": "6009fc0d-123a-4f0a-a34a-f5520f362eab", "metadata": {}, "outputs": [], @@ -485,7 +428,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "id": "c697aa0c-b08c-4291-9252-233ae6396f6f", "metadata": {}, "outputs": [], @@ -497,7 +440,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "id": "3ff7653a-3869-4f38-bc48-04db10913f26", "metadata": {}, "outputs": [], @@ -509,7 +452,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "id": "5321dac7-7b27-4b70-a40b-9b2b1d459312", "metadata": {}, "outputs": [], @@ -521,7 +464,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "id": "a646f6ab-1d9e-4627-8f86-dcf38ba1a980", "metadata": {}, "outputs": [], @@ -552,7 +495,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "id": "6f19b613-e749-48c6-b53c-d5ae4a909fec", "metadata": {}, "outputs": [], @@ -564,7 +507,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "id": "1acf4530-c11e-4bde-a287-13db8887abb1", "metadata": {}, "outputs": [], @@ -576,7 +519,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "id": "c828bce0-3c5c-42f2-a904-a672c7829053", "metadata": {}, "outputs": [], @@ -588,7 +531,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "id": "f4d195e2-52cf-4e73-9c5e-503c1e1e35d5", "metadata": {}, "outputs": [], @@ -600,7 +543,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "id": "0445c458-d6ca-4446-852c-1a4641913985", "metadata": {}, "outputs": [], @@ -612,7 +555,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "id": "6e84cfdf-d918-4815-9f6a-f591baf024df", "metadata": {}, "outputs": [], @@ -624,7 +567,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": null, "id": "7741d88b-c6f1-4fa2-8be9-c81560efcedf", "metadata": {}, "outputs": [], @@ -636,7 +579,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": null, "id": "aebd952d-df10-4293-9ea5-2db4c44867e3", "metadata": {}, "outputs": [], @@ -658,25 +601,12 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": null, "id": "9fee58e0-11d3-4ff1-af73-a7384dfec86b", "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "Connector source 'stage_1.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_1' is dimensionless.\n", - "Connector source 'stage_1.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_1' is dimensionless.\n", - "Connector source 'stage_2.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_2' is dimensionless.\n", - "Connector source 'stage_2.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_2' is dimensionless.\n", - "Connector source 'stage_3.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_3' is dimensionless.\n", - "Connector source 'stage_3.outwards.weight_prop' has physical unit kg, but target 'controller.inwards.weight_prop_3' is dimensionless.\n" - ] - } - ], - "source": [ - "use_fmu = True\n", + "outputs": [], + "source": [ + "use_fmu = False\n", "\n", "model_path = r\"systems\\control\\station_controller.mo\"\n", "model_name = \"station_controller\"\n", @@ -706,22 +636,22 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": null, "id": "c7370468-2245-498a-88f7-c86f8d1640c2", "metadata": {}, "outputs": [], "source": [ "# Initial fuel mass\n", "\n", - "ground_tank_mass = 2.\n", - "stage1_tank_mass = 5.\n", - "stage2_tank_mass = 6.\n", - "stage3_tank_mass = 7.\n", + "ground_tank_mass = 20.\n", + "stage1_tank_mass = 0.\n", + "stage2_tank_mass = 0.\n", + "stage3_tank_mass = 0.\n", "\n", "# Phase\n", "\n", - "fuel = False\n", - "flight = True" + "fuel = True\n", + "flight = False" ] }, { @@ -748,7 +678,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": null, "id": "46800442-0c21-44fa-9483-0bcd7632d814", "metadata": {}, "outputs": [], @@ -770,12 +700,12 @@ "\n", "sys.drivers.clear()\n", "driver = sys.add_driver(RungeKutta(order=4, dt=dt))\n", - "driver.add_child(NonLinearSolver('solver'))\n", + "solver = driver.add_child(NonLinearSolver('solver'))\n", "driver.time_interval = (0, T)\n", "driver.set_scenario(init=init)\n", "\n", "includes = [\"rocket.a\", \"rocket.geom.weight\", \"rocket.weight_prop_1\", \n", - " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\"]\n", + " \"rocket.weight_prop_2\", \"rocket.weight_prop_3\", \"g_tank.weight_prop\", \"rocket.geom.cg\"]\n", "\n", "driver.add_recorder(DataFrameRecorder(includes=includes), period=1.0)\n", "\n", @@ -802,7 +732,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": null, "id": "3fba5efd-0cd2-4021-ab22-298aa03bb26a", "metadata": {}, "outputs": [], @@ -842,7 +772,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": null, "id": "380230af-5678-418c-8ba6-6d0995173fa1", "metadata": {}, "outputs": [], @@ -883,7 +813,7 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": null, "id": "0c5e8840-180f-430b-b37a-3592300355a5", "metadata": {}, "outputs": [], @@ -923,7 +853,7 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": null, "id": "742acffd-710e-478e-bcf6-d6ad9a4a7fe5", "metadata": {}, "outputs": [], @@ -959,13 +889,14 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": null, "id": "b14eb1c5-c5a8-4a0a-a3a5-25bdf048b163", "metadata": {}, "outputs": [], "source": [ "acel = np.asarray(data[\"rocket.a\"])\n", "mass = np.asarray(data[\"rocket.geom.weight\"])\n", + "cg = np.asarray(data[\"rocket.geom.cg\"])\n", "time = np.asarray(data[\"time\"])\n", "\n", "fuel1 = np.asarray(data[\"rocket.weight_prop_1\"])\n", @@ -984,21 +915,10 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": null, "id": "be8b8507-a9ff-4643-8fe0-c2d488affedb", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plt.plot(time, fuel1, label=\"Stage 1 fuel\")\n", "plt.plot(time, fuel2, label=\"Stage 2 fuel\")\n", @@ -1016,21 +936,10 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": null, "id": "b1c58307-4649-4236-bd2a-e0f0893515bd", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plt.plot(time, acel, label=\"Rocket Acceleration\")\n", "plt.axvspan(0, 15, color=\"RED\", alpha=0.4)\n", @@ -1041,6 +950,14 @@ "plt.show()" ] }, + { + "cell_type": "code", + "execution_count": null, + "id": "66ea36d0-e91d-4004-b8c0-8f0ac879cfff", + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "markdown", "id": "d18d6b15-c895-4078-b6ee-ab478cec7b4e", @@ -1051,7 +968,7 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": null, "id": "742bbdab-a4e7-42cf-998d-22283bcdd99c", "metadata": {}, "outputs": [], diff --git a/rocket_twin/systems/control/rocket_controller/rocket_controller.fmu b/rocket_twin/systems/control/rocket_controller/rocket_controller.fmu index 2d526fd79e646284d956fea9dca276c3d2190899..217677e203e10377abff4427d613960c7dfe53ae 100644 GIT binary patch delta 361545 zcmV)8K*qoPjV}C+E)7si0|W{H00000FI^vz4Ic+dVDMx~VDOirRs|H7Kkx+x120`4 zkx(TENnr3~Nnr4op;iSN2rpe9SIRBbT#=qN2T5S?WJzG~k=h;*3|6ZnL(r&Ev9tnO zluCkWlL!GMf8&fnw1F$uf?NTeZ$xCcCls`FlqvYgU2E@?C!yKW_S^`?X&C zx7S{K?Q=5u=5~@p2+4(SJWfcMh>wf>^d|t{LBrl0L^cojV0c*aeK36LqQ!UG>sBnk zb;T`9?elM0wrsiIK5wCYMg21S;$?QvbvN3VE?=;)f4HDvphJ^URYAytmLbGj)4PBi zI*q(lNJuZazGhRlTdQu$BNqT4iR6*ZvVNA(zF61n%_G|eoEnpw&n?86rGLlPJkp+XYQAFs z!UjK-f8p!Q!XTWxB~3P|swrM@i~km=w~xUNpt&5%>1G3+i&RC5S7?OOB)|m5r$c#v zI$e#cxK7ZCIRe%rpg3SjqbqS0Hwe1?E1;u9tO*&Emq|D8&O5QbAML6$jwe0=QWGg& zDCBX>0efPFvNDUj#hQJ%Ca^Xfn<*J|k>YD^f0!yTf=_oI_YE>9oz4|0_AlY~@ipJC z(bZ(3Td{D-^7%xpHLN)q2<5yCy%R=`*5-uv<0O!7NjhECgps9VdHrxTtb+~cZie!% zbUNFFk)uj^{j>3i-vF@@yRDgYqsQ?2$A3WlfNnERYCtC4m@9a_W+=)7<9-318`6v-d)~>hDzwj{s3=B($q>PVlfq zm7!DjSx80c!M9=c2`lV^QL0?}?B+buf0Hi{^AOUZLa>Yfr;qLLrSdCRQPxRAk@^@_ z$}a{^B`?@-lAFH*=8j?TPkp%3Ou{IO2H$ngoHKW}dzO3lR(Ti+o|NR!%P_EzD!J#Q zkAm_&do57ZSxe)fv>25Z$-|n(e8zUl&2NyT0hINl0i#g+7f3(m1z=Vz!G1~Te^)G_ zh}`@fukp?|p&E+I&8xXC^Cest0e*kMWTw7}@xsSGk9P;ndmz3@*{p{7XLi@}e!!an zo9Y0(qkQ|*HKRCjOp3?j?Hth9G^h&t(giIpQw zJB$wy<9&N9L@j`ks0D3~Ir+GNfBOPt$VYwd>A2#2z3l+bQeg7357-%Qw%fgwEUC!SAH{e>!#izj38+ zN_e~s5`ume+zPMRu^E!QFFldO?fLZAGYEbZkk?`}1uc?i91n~oa`SkOk;~dA+gzZ&vM3PVfWF`#3Oxn)tu+&M+Z_^+OhI_9K;7z= zdhCJlGn}d*5dIx^o#x;3coeV!#afrt9Fao@dCwFpN~OvGm>+6!+YK6ijv8vyHJGw# zcv-K(gc??7*WgTOf4CAgbTH76o30_JXDrAng1QIHMY{D!_uX=d#AI;xg!%!RdjIuF z)j5D&bHtCT#w-9P&~DWhu1_9ZXOo=(c-unjoY`AbDom)N7*#xuDh6S=Ne<@V;9wkF ziGw%7;6J^9Z;>Bcz#Xk1G_UTTS-^E^3s}GKCl_xSN`HQNf5zgS^CRe)bm(2)nt`4* zD|&o^2x^%Q7GvF3*Vc zT$VAjktxi8K%1F)$(r<;k?fPY3bnN?l}JxJ#@A_Jw+rod3A=p`CuLI|;0Qj)=+a&8 zFkUFtL*r1oe+R}CS5ar+S$UH>Zc%r9hn7~_Ft6iXt%y7n z8_|e3W#LUC>pLn&!=hEXhPNV|HoT2@(nXXt)cKS^e>ZOyjz%PB?Gf@j1ADnwJI#kf zkU0(xd=0H=AQ$Z8DPb7b0M-jeaD8QG!7fhMiuWHDKFE0sxP@<63*YtN&g~7R!W>>2`4x*7rmpc@cEE{>hl=f zNU}OIe|V(;CbZpux;p$S?rKFe8b~}H(OeDA^W+NRs-?G+jrm&u(VY65g@utYQUB=`Cq3rBZf2ZCiK^cYZmWzDAf_rTue6K4??m3$a zQjVrXlt8wjnQXQ!Y|a#04ze9uED?>TA9xz!tcNhwEj#bq?~$Dqz1rd#@jMpNBbW;3 zwHfg|aqbrd%AjcC4*8HVd_bV8z>9zg(v|73eBW#)wP@+M#p!WNh?#OKR5+I-4?Ch5ds`N4?ssOD%V4h4O>D&l1c zht&`-?L5*^1#0TC<67Vo&1d@!&0QxTi%u<3##Ym!srn#4aw>K4Qke7OX;}NI?DMsm zj|I)710Ngm`+>UpGk%}DYKMgc8+^n+e+U|nyl)XCaT_q~HZoi<7zXMY78)4dFf!N$ z!@l=*45JMUPZ=4$`YUJHsAtGYF=%r%+#hhhHk_|bL>Zq0a@W%x3DWk=gX805nD{M( z3AKr5(^?#}9e~$7K zM_jo74-6R4Z!6s1WG1ECRsR=w*rX4>BnD?>9eh9xUYT`pg%})~b#R&(Bsi!)liJLi zo6N=uKwoonqAz2EzKKtHK~n8#vxr};X>aQI%h3B!E7#k4Ae&Loh{4;%pzf4R`bd~R zBQW|+w!ZBCAf6`}{Sh<8d9C~ie=O9>p;~#qR$huFW%&*a8&*u)tn!TQa0rPyR9wm0 zB734%Q^IR-3SGk4X<4E@T(n(@cA;p~MBB>St^87}pn5hhgK=KV_4?egPQ{{B%`B`*=o##S{mLo^savH`)oS|=(kW>pUf7xZJs!OZF zY;UHi`VCcDy>mh}Nmg$nDT)a-srsZvNlgv0oRp@vf+u*!xi-MngKGxKp zYDJqKOJswIjwhj!qwm;|PVrl4oT2a7m`LA}3O5;A;ZzH3e>`GnuHTkwb~bereQPH% zkcv%`Y_k1&BQQZdoRd=9e^&S?PsP{w8*Cwx9tx|ZlYqA&t6t>kQW_LR=@gh@8=$aD z=}7Xbx>7f{F zGD6`pa58Gr8Bq<5qXsD2gB*$)gDs0pdMN7j5*kce_LAsWnGQuDouWA%iq;G$+70R- zGeWV!2*pM{6q^iCf4q_gMc4>MB-!-ZqSBW+sTKmU+N?dQ)w=khfX9T(=41G*Mbx7% zyU>zoY6n81=`@axIMdM7&IHlybd^b|`dE^dk{XYB72g`Bj_kDLysZKf2(;7cV-#%n zIGi20MdF2rZiC~DKQU=5JlQ0!=kGk7OWL#KRO;_Qyitd4e~|sy;F7dKkw3r{G1xEp z$HVn6gmG4JR|osYuc~dM@!*L(c}*A3c+6j-U2TQSanH@qUrVK(@z0_A0$7q5#(RzJ z<^3()qi1HXdBL-a+cE!FwpFHzhJg_YCcQ*Nhu!(-Ay=XxmE;o`ZmYc-hBZyemD< z6OXpS%fUd%wXT6;GCQXJ9s-8@E!;@xDJP(G2Uqz>eI68)_)EOXnO_KYpbIUfk zsk8rre;qv$oO;YszH#q{YiYrXb~C9cjl^x<;MZKb1zvOi*7Eq*drT*=;1&%4Nsb~N*piE&bO7#vj~0;ST>E`FUn@)pWf$8dq> z5|gJpkCh1$%y+WS2B+}T^b z$^&SQHVgMA$<6n-x~Eyf7l>CG^q#NN>qU9xE#Mhm)_{5^KcIo+j#lPNTqYN-j`#&m zag9h6sV&%XkOwO^%RwpgJ6!TQ+zxMJd@KFb&HmzRyYw~@Q21*e1!LqUk;y@RYBSYN ze~^oF53TS}@tAW$XRcjJ%EuR00i2~r@%8uC$~I3wTv_(l!kxg*_OVYUGgZCh!=!PP zZS%1MH2w|`>R3?`MM198m6MyXn|I`F?zn+mpksaoaVV;#Jj2jn%f`ANh>rbr^Qs zVLp*vl9V6t!U=_urP5;j+bqttQXacJ-PBB)(?MM*tXDipR&L~eaaGtt8pAvri0Wc zP*Q1xMQJGRmqGk$biGJ zAO{WvaDrKmD$1(C1$>Tistnm2iyFO3y>bXXE37X{fUdZU0%87yUT%I>O52p@8=U(K zaI!mAp*Q>zolL!7b21(<+|1%;mH8N(fdu@H|Fp~??IJF1E=aqUZxx1n+dP9yoQM)1 z(IgH@xa(1;lyu!Yex9m7e0H)a5zuuX=9w%5y`-zL&WkE6P0C`KH7 zG>Pv3TF@-raFv%;7S&RDS;S!M#m1?_x?cmxKbgJc-~r^X&t?RW7sEV& ze7%?lkk`UIfRsjJ-+jy9&o2#a_b*OZ1FHzu!hfHms#bRH?2~7A_sQ=>fADeU-dcI; 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