{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "This notebook analyzes the perturbation effects on an orbit due to the Earth's gravity field." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Parameters:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "# Keplerian parameters\n", "a = 6578137.0\n", "ex = 0.0\n", "ey = 0.0\n", "i = float(np.deg2rad(90.0))\n", "raan = 0.0\n", "alpha = 0.0 # true latitude argument\n", "\n", "import datetime\n", "epoch = datetime.datetime(2020, 1, 1)\n", "\n", "n_harmonics = 8 # Number of spheric harmonics to use\n", "\n", "dt = 30.0 # s\n", "duration = 5300.0\n", "\n", "position_tolerance = 1.0 \n", "prop_min_step = 0.001 # s\n", "prop_max_step = 300.0 # s\n", "prop_position_error = 10.0 # m" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Firing up a JVM for Orekit, and downloading and importing the Orekit data ZIP" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Downloading file from: https://gitlab.orekit.org/orekit/orekit-data/-/archive/master/orekit-data-master.zip\n" ] } ], "source": [ "import orekit\n", "orekit.initVM()\n", "\n", "from orekit.pyhelpers import download_orekit_data_curdir, setup_orekit_curdir\n", "try:\n", " download_orekit_data_curdir()\n", "except:\n", " print('Download failed')\n", "setup_orekit_curdir()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up models (frames, timescales)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "from org.orekit.frames import FramesFactory\n", "eme2000 = FramesFactory.getEME2000()\n", "\n", "from org.orekit.utils import IERSConventions\n", "itrf = FramesFactory.getITRF(IERSConventions.IERS_2010, True)\n", "\n", "from org.orekit.models.earth import ReferenceEllipsoid\n", "wgs84_ellipsoid = ReferenceEllipsoid.getWgs84(itrf)\n", "\n", "from org.orekit.time import TimeScalesFactory\n", "utc = TimeScalesFactory.getUTC()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up the initial orbit in Earth-inertial frame." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "from org.orekit.orbits import CircularOrbit, PositionAngle, OrbitType\n", "from orekit.pyhelpers import datetime_to_absolutedate\n", "from org.orekit.utils import Constants as orekit_constants\n", "date_init = datetime_to_absolutedate(epoch)\n", "date_end = date_init.shiftedBy(duration)\n", "orbit = CircularOrbit(a, ex, ey, i, raan, alpha,\n", " PositionAngle.TRUE, \n", " eme2000, \n", " date_init,\n", " orekit_constants.EIGEN5C_EARTH_MU)\n", "\n", "satellite_mass = 100.0 # kg\n", "from org.orekit.propagation import SpacecraftState\n", "initialState = SpacecraftState(orbit, satellite_mass) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up numerical propagator and gravity force model" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "from org.orekit.propagation.numerical import NumericalPropagator\n", "tol = NumericalPropagator.tolerances(position_tolerance, orbit, OrbitType.CIRCULAR)\n", "\n", "from orekit import JArray_double\n", "from org.hipparchus.ode.nonstiff import DormandPrince853Integrator\n", "integrator = DormandPrince853Integrator(prop_min_step, prop_max_step, \n", " JArray_double.cast_(tol[0]), # Double array of doubles needs to be casted in Python\n", " JArray_double.cast_(tol[1]))\n", "integrator.setInitialStepSize(prop_max_step)\n", "\n", "propagator = NumericalPropagator(integrator)\n", "propagator.setOrbitType(OrbitType.CIRCULAR)\n", "propagator.setInitialState(initialState)\n", "\n", "# Earth gravity field with degree 64 and order 64\n", "from org.orekit.forces.gravity.potential import GravityFieldFactory\n", "gravity_provider = GravityFieldFactory.getConstantNormalizedProvider(n_harmonics, n_harmonics)\n", "from org.orekit.forces.gravity import HolmesFeatherstoneAttractionModel\n", "gravity_attraction_model = HolmesFeatherstoneAttractionModel(itrf, gravity_provider)\n", "propagator.addForceModel(gravity_attraction_model)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " a e h h_sphere\n", "2020-01-01 00:00:00 6.578137e+06 0.000000 200000.078389 200000.000000\n", "2020-01-01 00:00:30 6.578108e+06 0.000054 200023.751508 199993.691746\n", "2020-01-01 00:01:00 6.578029e+06 0.000109 200088.815971 199974.788490\n", "2020-01-01 00:01:30 6.577900e+06 0.000164 200194.909968 199943.357709\n", "2020-01-01 00:02:00 6.577721e+06 0.000219 200341.444678 199899.513540\n", "... ... ... ... ...\n", "2020-01-01 01:26:00 6.577554e+06 0.000253 200358.910527 199740.578695\n", "2020-01-01 01:26:30 6.577767e+06 0.000198 200181.584244 199792.555412\n", "2020-01-01 01:27:00 6.577930e+06 0.000144 200044.202611 199832.321503\n", "2020-01-01 01:27:30 6.578043e+06 0.000091 199947.521385 199859.727307\n", "2020-01-01 01:28:00 6.578104e+06 0.000040 199892.075235 199874.673139\n", "\n", "[177 rows x 4 columns]" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from org.orekit.propagation.sampling import PythonOrekitFixedStepHandler\n", "from orekit.pyhelpers import absolutedate_to_datetime\n", "from org.orekit.utils import IERSConventions\n", "from org.orekit.frames import FramesFactory\n", "from org.orekit.models.earth import ReferenceEllipsoid\n", "from java.util import ArrayList\n", "import numpy as np\n", "import pandas as pd\n", "\n", "class mystephandler(PythonOrekitFixedStepHandler): \n", " itrf = FramesFactory.getITRF(IERSConventions.IERS_2010, True)\n", " wgs84_ellipsoid = ReferenceEllipsoid.getWgs84(itrf)\n", " df = pd.DataFrame(columns=['a', 'e', 'h', 'h_sphere'])\n", " intermediate_states = ArrayList()\n", " \n", " def init(self, s0, t, step):\n", " pass\n", " \n", " '''\n", " When a new state is received:\n", " - Adding the state to the ArrayList\n", " - Computing and saving the latitude/longitude coordinates\n", " '''\n", " def handleStep(self, currentState, isLast):\n", " self.intermediate_states.add(currentState)\n", " position = currentState.getPVCoordinates(self.itrf).getPosition()\n", " geodetic_point = wgs84_ellipsoid.transform(position,\n", " self.itrf,\n", " currentState.getDate())\n", " self.df.loc[absolutedate_to_datetime(currentState.getDate())] = [currentState.getA(),\n", " currentState.getE(),\n", " geodetic_point.getAltitude(),\n", " position.getNorm() - 6378137.0]\n", " \n", " def getDf(self):\n", " return self.df\n", " \n", " def getIntermediateStates(self):\n", " return self.intermediate_states\n", " \n", "handler = mystephandler()\n", "propagator.resetInitialState(initialState)\n", "propagator.setMasterMode(dt, handler)\n", "finalState = propagator.propagate(date_end)\n", "df = handler.getDf()\n", "display(df)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "type": "scatter", "x": [ "2020-01-01T00:00:00", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from plotly.subplots import make_subplots\n", "import plotly.graph_objects as go\n", "\n", "fig = make_subplots(rows=4, cols=1, \n", " shared_xaxes=True, \n", " vertical_spacing=0.05,\n", " subplot_titles=(\"Semi-major axis [km]\", \"Eccentricity\", \n", " \"Altitude above WGS84 ellipsoid [km]\", \"Altitude above 6378.1km sphere [km] (without perturbations, this should be constant)\"))\n", "\n", "# Add traces\n", "fig.add_trace(go.Scatter(x=df.index, y=1e-3*df['a'],\n", " mode='lines'),\n", " row=1, col=1)\n", "fig.add_trace(go.Scatter(x=df.index, y=df['e'],\n", " mode='lines'),\n", " row=2, col=1)\n", "fig.add_trace(go.Scatter(x=df.index, y=1e-3*df['h'],\n", " mode='lines'),\n", " row=3, col=1)\n", "fig.add_trace(go.Scatter(x=df.index, y=1e-3*df['h_sphere'],\n", " mode='lines'),\n", " row=4, col=1)\n", "\n", "fig.update_layout(height=1000, width=1000,\n", " title_text=\"Gravity field perturbations on 200km orbit at 90° inclination (8*8 spherical harmonics)\",\n", " showlegend=False)\n", "fig.show()\n", "fig.write_image(\"perturbated_orbit.png\", scale=2)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 4 }