diff --git a/CHANGELOG.md b/CHANGELOG.md index 1cdd8479c..116d26d36 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -341,6 +341,7 @@ You can install this version by running `pip install rocketpy==1.4.0` - ENH: CP and Thrust Eccentricity Effects Generate Roll Moment [#617](https://github.com/RocketPy-Team/RocketPy/pull/617) - ENH: Add Prandtl-Gauss transformation to NoseCone and Tail [#609](https://github.com/RocketPy-Team/RocketPy/pull/609) - ENH: Implement power series nose cones [#603](https://github.com/RocketPy-Team/RocketPy/pull/603) +- DOC: Valkyrie-Bisky Team Flight Example [#xxx] (xxx) ### Changed diff --git a/data/motors/cesaroni/Cesaroni_1997K650-21A.eng b/data/motors/cesaroni/Cesaroni_1997K650-21A.eng new file mode 100644 index 000000000..e95c47090 --- /dev/null +++ b/data/motors/cesaroni/Cesaroni_1997K650-21A.eng @@ -0,0 +1,12 @@ +;Pink 54mm 5G +;1997-K650-PK-21 +1997-K650-PK-21 54 488 21-19-17-15-13-11 1.0651 1.71 CTI +0.011 1353.5 +0.028 793.832 +0.186 815.421 +2.578 601.186 +2.689 479.953 +2.855 189.324 +3.086 43.179 +3.451 0 +; \ No newline at end of file diff --git a/data/rockets/valkyrie/Dima.json b/data/rockets/valkyrie/Dima.json new file mode 100644 index 000000000..048ba3c74 --- /dev/null +++ b/data/rockets/valkyrie/Dima.json @@ -0,0 +1,38 @@ +{ + "launch": { + "rail_length": { + "value": 10, + "dispersion": 0.001 + }, + "ensemble_member": null + }, + "Environment": { + "latitude": { + "value": 43.077771 + }, + "longitude": { + "value": -2.684446 + }, + "elevation": { + "value": 592 + }, + "max_expected_height": { + "value": 3000 + }, + "timezone": "Europe/Madrid" + }, + "Montecarlo": { + "map_filename": "Dima.PNG", + "map_scale": 1, + "append": false, + "map_limits": [ + -20000, + 20000, + -20000, + 20000 + ] + }, + "Flight": { + "max_time": 3000 + } +} diff --git a/data/rockets/valkyrie/VLK.json b/data/rockets/valkyrie/VLK.json new file mode 100644 index 000000000..92318f469 --- /dev/null +++ b/data/rockets/valkyrie/VLK.json @@ -0,0 +1,76 @@ +{ + "VLK": { + "rocket": { + "rocket_mass": {"value": 5.65, "dispersion": 0.2}, + "rocket_center_of_mass_without_motor": {"value": 0.844, "dispersion": 0.01}, + "rocket_coordinate_system_orientation": "tail_to_nose", + "rocket_inertia_11": {"value": 1.806, "dispersion": 0.1}, + "rocket_inertia_33": {"value": 0.0183, "dispersion": 0.001}, + "rocket_radius": {"value": 0.055, "dispersion": 0.0001}, + "motor_position": {"value": 0, "dispersion": 0} + }, + "motor": { + "motor_coordinate_system_orientation": "nozzle_to_combustion_chamber", + "motor_thrust_source": "./data/motors/cesaroni/Cesaroni_1997K650-21A.eng", + "motor_dry_mass": {"value": 0.6449, "dispersion": 0.001}, + "motor_inertia_11": {"value": 0.0343, "dispersion": 0.0001}, + "motor_inertia_33": {"value": 0.0008, "dispersion": 0.0001}, + "motor_dry_mass_position": {"value": 0.246, "dispersion": 0.001}, + "motor_impulse": {"value": 2300, "dispersion": 20}, + "motor_burn_time": {"value": 3.5, "dispersion": 0.1}, + "nozzle_radius": {"value": 0.045, "dispersion": 0.0005}, + "nozzle_position": {"value": 0}, + "throat_radius": {"value": 0.023, "dispersion": 0.0005}, + "grain_number": {"value": 5}, + "grain_separation": {"value": 0.001, "dispersion": 0.0001}, + "grain_density": {"value": 1170, "dispersion": 10}, + "grain_outer_radius": {"value": 0.025, "dispersion": 0.001}, + "grain_initial_inner_radius": {"value": 0.01, "dispersion": 0.000375}, + "grain_initial_height": {"value": 0.0966, "dispersion": 0.001}, + "grains_center_of_mass_position": {"value": 0.246, "dispersion": 0.003}, + "power_off_drag": {"value": 0.35, "dispersion": 0.05}, + "power_on_drag": {"value": 0.35, "dispersion": 0.05} + }, + "nose": { + "nose_length": {"value": 0.20, "dispersion": 0.01}, + "nose_kind": "elliptical", + "nose_power": {"value": null, "dispersion": null}, + "nose_position": {"value": 1.84, "dispersion": 0} + }, + "fins": { + "fin_span": {"value": 0.0768, "dispersion": 0.001}, + "fin_root_chord": {"value": 0.17, "dispersion": 0.005}, + "fin_tip_chord": {"value": 0.14, "dispersion": 0.005}, + "fin_sweep_length": {"value": 0.10, "dispersion": 0.003}, + "fin_airfoil": "None", + "fin_position": {"value": 0.148, "dispersion": 0.001}, + "fin_cant_angle": {"value": 0, "dispersion": 0}, + "fin_n": {"value": 4, "dispersion": 0} + }, + "tail": { + "top_radius": {"value": 0.055, "dispersion": 0.001}, + "bottom_radius": {"value": 0.03, "dispersion": 0.005}, + "length": {"value": 0.15, "dispersion": 0.005}, + "position": {"value": 0, "dispersion": 0} + }, + "main_chute": { + "cd_s_main": {"value": 5.786483801, "dispersion": 0.07}, + "main_lag": {"value": 1.73, "dispersion": 0.4}, + "main_sampling_rate": {"value": 105}, + "Funcion de Deploy": {"value": 0}, + "main_noise": [0, 8.3, 0.5] + }, + "drogue_chute": { + "cd_s_drogue": {"value": 0.258940616, "dispersion": 0.07}, + "drogue_lag": {"value": 1.73, "dispersion": 0.4}, + "drogue_sampling_rate": {"value": 105}, + "Funcion de Deploy": {"value": 0}, + 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"Lince (2023)": (3284.12, 3587), "Defiance (2024)": (9238.01, 9308.32), "Hedy (2025)": (5406.92, 5231.53), + "Valkyrie (2025)": (2247.84, 2098.02), } max_apogee = 10000 @@ -104,5 +105,6 @@ In the next sections you will find the simulations of the rockets listed above. lince_flight_sim.ipynb defiance_flight_sim.ipynb hedy_flight_sim.ipynb + valkyrie_flight_sim.ipynb diff --git a/docs/examples/valkyrie_flight_sim.ipynb b/docs/examples/valkyrie_flight_sim.ipynb new file mode 100644 index 000000000..ecbe13e72 --- /dev/null +++ b/docs/examples/valkyrie_flight_sim.ipynb @@ -0,0 +1,554 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "94a916eb", + "metadata": {}, + "source": [ + "# Valkyrie - Bisky Team - 2025\n", + "\n", + "Valkyrie has been an essential rocket to validate key technologies in recovery and avionics. It marked a significant step forward towards more efficient, precise, and safe rockets.\n", + "\n", + "Permission to use flight data given by Iñigo Martínez, 2026\n", + "\n", + "* Launch date: `July 26th, 2025`\n", + "\n", + "* Simulated Apogee: 2247.84 m\n", + "\n", + "* Recorded Apogee: 2098.02 m\n", + "\n", + "* Relative Error: `6.66%` " + ] + }, + { + "cell_type": "code", + "execution_count": 71, + "id": "17ea162f", + "metadata": {}, + "outputs": [], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "markdown", + "id": "a4df1b07", + "metadata": {}, + "source": [ + "## Imports" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f0ed041a", + "metadata": {}, + "outputs": [], + "source": [ + "import json\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from rocketpy import Environment, Flight, Rocket, SolidMotor, Function\n", + "from rocketpy.simulation.flight_data_importer import FlightDataImporter\n", + "\n", + "plt.style.use(\"seaborn-v0_8-colorblind\")\n", + "\n", + "with open(\"../../data/rockets/valkyrie/VLK.json\", \"r\", encoding=\"utf-8\") as f:\n", + " rocket_data = json.load(f)[\"VLK\"]\n", + "\n", + "with open(\"../../data/rockets/valkyrie/Dima.json\", \"r\", encoding=\"utf-8\") as f:\n", + " launch_data = json.load(f)\n" + ] + }, + { + "cell_type": "markdown", + "id": "a8893b9b", + "metadata": {}, + "source": [ + "## Environment" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "2be900a9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Gravity Details\n", + "\n", + "Acceleration of gravity at surface level: 9.8026 m/s²\n", + "Acceleration of gravity at 3.000 km (ASL): 9.7952 m/s²\n", + "\n", + "\n", + "Launch Site Details\n", + "\n", + "Launch Date: 2026-07-26 10:00:00 UTC | 2026-07-26 12:00:00 Europe/Madrid\n", + "Launch Site Latitude: 43.07777°\n", + "Launch Site Longitude: -2.68445°\n", + "Reference Datum: SIRGAS2000\n", + "Launch Site UTM coordinates: 37203.68 W 4785157.78 N\n", + "Launch Site UTM zone: 31T\n", + "Launch Site Surface Elevation: 605.0 m\n", + "\n", + "\n", + "Atmospheric Model Details\n", + "\n", + "Atmospheric Model Type: windy\n", + "windy Maximum Height: 3.000 km\n", + "\n", + "Surface Atmospheric Conditions\n", + "\n", + "Surface Wind Speed: 1.20 m/s\n", + "Surface Wind Direction: 129.36°\n", + "Surface Wind Heading: 309.36°\n", + "Surface Pressure: 946.36 hPa\n", + "Surface Temperature: 297.58 K\n", + "Surface Air Density: 1.108 kg/m³\n", + "Surface Speed of Sound: 345.82 m/s\n", + "\n", + "\n", + "Earth Model Details\n", + "\n", + "Earth Radius at Launch site: 6368.21 km\n", + "Semi-major Axis: 6378.14 km\n", + "Semi-minor Axis: 6356.75 km\n", + "Flattening: 0.0034\n", + "\n", + "\n", + "Atmospheric Model Plots\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "env_cfg = launch_data[\"Environment\"]\n", + "\n", + "env = Environment(\n", + " date=[2026, 7, 26, 12],\n", + " latitude=env_cfg[\"latitude\"][\"value\"],\n", + " longitude=env_cfg[\"longitude\"][\"value\"],\n", + " elevation=env_cfg[\"elevation\"][\"value\"],\n", + " timezone=env_cfg[\"timezone\"],\n", + ")\n", + "\n", + "env.set_atmospheric_model(type=\"windy\", file=\"ICON\")\n", + "env.max_expected_height = env_cfg[\"max_expected_height\"][\"value\"]\n", + "env.info()\n" + ] + }, + { + "cell_type": "markdown", + "id": "29b84c37", + "metadata": {}, + "source": [ + "## Motor" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "95eb3add", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Nozzle Details\n", + "Nozzle Radius: 0.045 m\n", + "Nozzle Throat Radius: 0.023 m\n", + "\n", + "Grain Details\n", + "Number of Grains: 5\n", + "Grain Spacing: 0.001 m\n", + "Grain Density: 1170 kg/m3\n", + "Grain Outer Radius: 0.025 m\n", + "Grain Inner Radius: 0.01 m\n", + "Grain Height: 0.0966 m\n", + "Grain Volume: 0.000 m3\n", + "Grain Mass: 0.186 kg\n", + "\n", + "Motor Details\n", + "Total Burning Time: 3.5 s\n", + "Total Propellant Mass: 0.932 kg\n", + "Structural Mass Ratio: 0.409\n", + "Average Propellant Exhaust Velocity: 2142.979 m/s\n", + "Average Thrust: 570.679 N\n", + "Maximum Thrust: 1353.5 N at 0.011 s after ignition.\n", + "Total Impulse: 1997.377 Ns\n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "c:\\Users\\emide\\anaconda3\\envs\\bisky_main\\Lib\\site-packages\\rocketpy\\motors\\motor.py:990: UserWarning: burn_time argument (0, 3.5) is out of thrust source time range. Using thrust_source boundary times instead: (0, 3.451) s.\n", + "If you want to change the burn out time of the curve please use the 'reshape_thrust_curve' argument.\n", + " warnings.warn(\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "motor_cfg = rocket_data[\"motor\"]\n", + "\n", + "motor = SolidMotor(\n", + " thrust_source=\"../../data/motors/cesaroni/Cesaroni_1997K650-21A.eng\",\n", + " burn_time = motor_cfg[\"motor_burn_time\"][\"value\"],\n", + " grain_number=int(motor_cfg[\"grain_number\"][\"value\"]),\n", + " grain_density=motor_cfg[\"grain_density\"][\"value\"],\n", + " grain_initial_inner_radius=motor_cfg[\"grain_initial_inner_radius\"][\"value\"],\n", + " grain_outer_radius=motor_cfg[\"grain_outer_radius\"][\"value\"],\n", + " grain_initial_height=motor_cfg[\"grain_initial_height\"][\"value\"],\n", + " grain_separation=motor_cfg[\"grain_separation\"][\"value\"],\n", + " grains_center_of_mass_position=motor_cfg[\"grains_center_of_mass_position\"][\"value\"],\n", + " nozzle_radius=motor_cfg[\"nozzle_radius\"][\"value\"],\n", + " throat_radius=motor_cfg[\"throat_radius\"][\"value\"],\n", + " dry_mass=motor_cfg[\"motor_dry_mass\"][\"value\"],\n", + " dry_inertia=(motor_cfg[\"motor_inertia_11\"][\"value\"], motor_cfg[\"motor_inertia_11\"][\"value\"], motor_cfg[\"motor_inertia_33\"][\"value\"]),\n", + " center_of_dry_mass_position=motor_cfg[\"motor_dry_mass_position\"][\"value\"],\n", + " nozzle_position=motor_cfg[\"nozzle_position\"][\"value\"],\n", + " coordinate_system_orientation=motor_cfg[\"motor_coordinate_system_orientation\"],\n", + ")\n", + "\n", + "motor.info()" + ] + }, + { + "cell_type": "markdown", + "id": "2e07459a", + "metadata": {}, + "source": [ + "## Rocket and Aerodynamic surfaces" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "065222ad", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Inertia Details\n", + "\n", + "Rocket Mass: 5.650 kg (without motor)\n", + "Rocket Dry Mass: 6.295 kg (with unloaded motor)\n", + "Rocket Loaded Mass: 7.227 kg\n", + "Rocket Structural Mass Ratio: 0.871\n", + "Rocket Inertia (with unloaded motor) 11: 2.047 kg*m2\n", + "Rocket Inertia (with unloaded motor) 22: 2.047 kg*m2\n", + "Rocket Inertia (with unloaded motor) 33: 0.019 kg*m2\n", + "Rocket Inertia (with unloaded motor) 12: 0.000 kg*m2\n", + "Rocket Inertia (with unloaded motor) 13: 0.000 kg*m2\n", + "Rocket Inertia (with unloaded motor) 23: 0.000 kg*m2\n", + "\n", + "Geometrical Parameters\n", + "\n", + "Rocket Maximum Radius: 0.055 m\n", + "Rocket Frontal Area: 0.009503 m2\n", + "\n", + "Rocket Distances\n", + "Rocket Center of Dry Mass - Center of Mass without Motor: 0.061 m\n", + "Rocket Center of Dry Mass - Nozzle Exit: 0.783 m\n", + "Rocket Center of Dry Mass - Center of Propellant Mass: 0.537 m\n", + "Rocket Center of Mass - Rocket Loaded Center of Mass: 0.069 m\n", + "\n", + "\n", + "Aerodynamics Lift Coefficient Derivatives\n", + "\n", + "Nose Cone Lift Coefficient Derivative: 2.000/rad\n", + "Fins Lift Coefficient Derivative: 4.927/rad\n", + "Tail Lift Coefficient Derivative: -1.405/rad\n", + "\n", + "Center of Pressure\n", + "\n", + "Nose Cone Center of Pressure position: 1.773 m\n", + "Fins Center of Pressure position: 0.061 m\n", + "Tail Center of Pressure position: -0.068 m\n", + "\n", + "Stability\n", + "\n", + "Center of Mass position (time=0): 0.714 m\n", + "Center of Pressure position (time=0): 0.714 m\n", + "Initial Static Margin (mach=0, time=0): -0.001 c\n", + "Final Static Margin (mach=0, time=burn_out): 0.628 c\n", + "Rocket Center of Mass (time=0) - Center of Pressure (mach=0): 0.000 m\n", + "\n", + "\n", + "Parachute Details\n", + "\n", + "Parachute Drogue with a cd_s of 0.2589 m2\n", + "Ejection signal trigger: At Apogee\n", + "Ejection system refresh rate: 105.000 Hz\n", + "Time between ejection signal is triggered and the parachute is fully opened: 1.7 s\n", + "\n", + "\n", + "Parachute Details\n", + "\n", + "Parachute Main with a cd_s of 5.7865 m2\n", + "Ejection signal trigger: main_trigger\n", + "Ejection system refresh rate: 105.000 Hz\n", + "Time between ejection signal is triggered and the parachute is fully opened: 1.7 s\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "rocket_cfg = rocket_data[\"rocket\"]\n", + "nose_cfg = rocket_data[\"nose\"]\n", + "fins_cfg = rocket_data[\"fins\"]\n", + "tail_cfg = rocket_data[\"tail\"]\n", + "rail_cfg = rocket_data[\"rail_buttons\"]\n", + "\n", + "vlk = Rocket(\n", + " radius=rocket_cfg[\"rocket_radius\"][\"value\"],\n", + " mass=rocket_cfg[\"rocket_mass\"][\"value\"],\n", + " inertia=(rocket_cfg[\"rocket_inertia_11\"][\"value\"], rocket_cfg[\"rocket_inertia_11\"][\"value\"], rocket_cfg[\"rocket_inertia_33\"][\"value\"]),\n", + " center_of_mass_without_motor=rocket_cfg[\"rocket_center_of_mass_without_motor\"][\"value\"],\n", + " power_off_drag=motor_cfg[\"power_off_drag\"][\"value\"],\n", + " power_on_drag=motor_cfg[\"power_on_drag\"][\"value\"],\n", + " coordinate_system_orientation=rocket_cfg[\"rocket_coordinate_system_orientation\"],\n", + ")\n", + "\n", + "vlk.set_rail_buttons(\n", + " rail_cfg[\"upper_button_position\"][\"value\"],\n", + " rail_cfg[\"lower_button_position\"][\"value\"],\n", + " rail_cfg[\"rail_angular_position\"][\"value\"],\n", + ")\n", + "\n", + "vlk.add_motor(motor, position=rocket_cfg[\"motor_position\"][\"value\"])\n", + "\n", + "vlk.add_nose(\n", + " length=nose_cfg[\"nose_length\"][\"value\"],\n", + " kind=nose_cfg[\"nose_kind\"],\n", + " position=nose_cfg[\"nose_position\"][\"value\"],\n", + ")\n", + "\n", + "vlk.add_trapezoidal_fins(\n", + " n=int(fins_cfg[\"fin_n\"][\"value\"]),\n", + " span=fins_cfg[\"fin_span\"][\"value\"],\n", + " root_chord=fins_cfg[\"fin_root_chord\"][\"value\"],\n", + " tip_chord=fins_cfg[\"fin_tip_chord\"][\"value\"],\n", + " sweep_length=fins_cfg[\"fin_sweep_length\"][\"value\"],\n", + " position=fins_cfg[\"fin_position\"][\"value\"],\n", + " cant_angle=fins_cfg[\"fin_cant_angle\"][\"value\"],\n", + ")\n", + "\n", + "vlk.add_tail(\n", + " top_radius=tail_cfg[\"top_radius\"][\"value\"],\n", + " bottom_radius=tail_cfg[\"bottom_radius\"][\"value\"],\n", + " length=tail_cfg[\"length\"][\"value\"],\n", + " position=tail_cfg[\"position\"][\"value\"],\n", + ")\n", + "\n", + "main_cfg = rocket_data[\"main_chute\"]\n", + "drogue_cfg = rocket_data[\"drogue_chute\"]\n", + "\n", + "def main_trigger(p, h, y):\n", + " return y[5] < 0 and h < 500\n", + "\n", + "vlk.add_parachute(\n", + " name=\"Drogue\",\n", + " cd_s=drogue_cfg[\"cd_s_drogue\"][\"value\"],\n", + " sampling_rate=drogue_cfg[\"drogue_sampling_rate\"][\"value\"],\n", + " lag=drogue_cfg[\"drogue_lag\"][\"value\"],\n", + " trigger=\"apogee\",\n", + " noise=tuple(drogue_cfg[\"drogue_noise\"]),\n", + ")\n", + "\n", + "vlk.add_parachute(\n", + " name=\"Main\",\n", + " cd_s=main_cfg[\"cd_s_main\"][\"value\"],\n", + " sampling_rate=main_cfg[\"main_sampling_rate\"][\"value\"],\n", + " lag=main_cfg[\"main_lag\"][\"value\"],\n", + " trigger=main_trigger,\n", + " noise=tuple(main_cfg[\"main_noise\"]),\n", + ")\n", + "\n", + "vlk.info()\n", + "vlk.draw()\n" + ] + }, + { + "cell_type": "markdown", + "id": "87c67151", + "metadata": {}, + "source": [ + "## Flight Simulation Data" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "6dd42298", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Apogee State\n", + "\n", + "Apogee Time: 20.884 s\n", + "Apogee Altitude: 2852.849 m (ASL) | 2247.849 m (AGL)\n", + "Apogee Freestream Speed: 6.868 m/s\n", + "Apogee X position: 148.646 m\n", + "Apogee Y position: 170.475 m\n", + "Apogee latitude: 43.0793048°\n", + "Apogee longitude: -2.6826150°\n" + ] + } + ], + "source": [ + "flight_cfg = launch_data[\"Flight\"]\n", + "launch_cfg = launch_data[\"launch\"]\n", + "\n", + "flight = Flight(\n", + " rocket=vlk,\n", + " environment=env,\n", + " rail_length=5,\n", + " inclination=87,\n", + " heading=30,\n", + " max_time=2000\n", + ")\n", + "\n", + "flight.prints.apogee_conditions()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "bfd25766", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "flight.plots.trajectory_3d()" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "aa85c425", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The following attributes were create and are now available to be used: ['time', 'altitude']\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "columns_map = {\n", + " \"time\": \"time\",\n", + " \"altitude\": \"altitude\"}\n", + "\n", + "cots_altimeter_flight = FlightDataImporter(\n", + " name=\"Altimeter Data\",\n", + " paths=\"../../data/rockets/valkyrie/flightInfo_merged.csv\",\n", + " columns_map=columns_map,\n", + " units=None,\n", + " interpolation=\"linear\",\n", + " extrapolation=\"zero\",\n", + " delimiter=\",\",\n", + " encoding=\"utf-8\",\n", + ")\n", + "Function.compare_plots(\n", + " [\n", + " (flight.altitude, \"RocketPy\"),\n", + " (cots_altimeter_flight.altitude, \"Altimeter\"),\n", + " ],\n", + " title=\"Altitude Comparison\",\n", + " xlabel=\"Time (s)\",\n", + " ylabel=\"Altitude (m)\",\n", + " lower=0,\n", + " upper=40\n", + ")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "bisky_main", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.14" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +}