{ "cells": [ { "cell_type": "markdown", "id": "7d3bbaeb", "metadata": {}, "source": [ "# Example - 62 - Approach Trajectories for Two Probes at Neptune" ] }, { "cell_type": "markdown", "id": "111bf35d", "metadata": {}, "source": [ "In this example, we illustrate the approach trajectories for two probes, one equatorial and one polar delivered from a single approach trajectory at Neptune." ] }, { "cell_type": "markdown", "id": "846576c6", "metadata": {}, "source": [ "**Note**: This example requires Mayavi for visualization and requires the following packages to be to be installed in your virtual env: ```pyqt5```, ```vtk```, ```mayavi```." ] }, { "cell_type": "markdown", "id": "f5f42305", "metadata": {}, "source": [ "**Note**: For the 3D viz, tt is recommended that you run this example by running the python file using: ```python example-62-two-probes-equatorial-polar.py``` from your virtual env terminal instead of this Jupyter Notebook. If you use this Jupyter Notebook, then you need to have the following additional packages installed ```ipywidgets``` and ```ipyevents```, and must do ```jupyter nbextension install --py mayavi --user``` before you start the notebook." ] }, { "cell_type": "code", "execution_count": 1, "id": "a5116f83", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Notebook initialized with ipy backend.\n" ] } ], "source": [ "from mayavi import mlab\n", "mlab.init_notebook(backend='ipy')\n", "\n", "import numpy as np\n", "\n", "from AMAT.approach import Approach" ] }, { "cell_type": "markdown", "id": "80c0bdf5", "metadata": {}, "source": [ "## Make two probes with psi = pi [polar] and psi = 3pi/2 [equatorial, prograde]" ] }, { "cell_type": "code", "execution_count": 2, "id": "843a66de", "metadata": {}, "outputs": [], "source": [ "probe1 = Approach(\"NEPTUNE\",\n", " v_inf_vec_icrf_kms=np.array([17.78952518, 8.62038536, 3.15801163]),\n", " rp=(24764 + 400) * 1e3, psi=np.pi,\n", " is_entrySystem=True, h_EI=1000e3)\n", "\n", "\n", "probe2 = Approach(\"NEPTUNE\",\n", " v_inf_vec_icrf_kms=np.array([17.78952518, 8.62038536, 3.15801163]),\n", " rp=(24764 + 400) * 1e3, psi=3* np.pi/2,\n", " is_entrySystem=True, h_EI=1000e3)\n", "\n", "theta_star_arr_probe1 = np.linspace(-1.8, probe1.theta_star_entry, 101)\n", "pos_vec_bi_arr_probe1 = probe1.pos_vec_bi(theta_star_arr_probe1)/24764e3\n", "\n", "\n", "theta_star_arr_probe2 = np.linspace(-1.8, probe2.theta_star_entry, 101)\n", "pos_vec_bi_arr_probe2 = probe2.pos_vec_bi(theta_star_arr_probe2)/24764e3\n", "\n", "x_arr_probe1 = pos_vec_bi_arr_probe1[0][:]\n", "y_arr_probe1 = pos_vec_bi_arr_probe1[1][:]\n", "z_arr_probe1 = pos_vec_bi_arr_probe1[2][:]\n", "\n", "x_arr_probe2 = pos_vec_bi_arr_probe2[0][:]\n", "y_arr_probe2 = pos_vec_bi_arr_probe2[1][:]\n", "z_arr_probe2 = pos_vec_bi_arr_probe2[2][:]\n", "\n", "\n", "u = np.linspace(0, 2 * np.pi, 100)\n", "v = np.linspace(0, np.pi, 100)\n", "x = 1*np.outer(np.cos(u), np.sin(v))\n", "y = 1*np.outer(np.sin(u), np.sin(v))\n", "z = 1*np.outer(np.ones(np.size(u)), np.cos(v))\n", "\n", "x1 = 1.040381198513972*np.outer(np.cos(u), np.sin(v))\n", "y1 = 1.040381198513972*np.outer(np.sin(u), np.sin(v))\n", "z1 = 1.040381198513972*np.outer(np.ones(np.size(u)), np.cos(v))\n", "\n", "\n", "x_ring_1 = 1.1*np.cos(u)\n", "y_ring_1 = 1.1*np.sin(u)\n", "z_ring_1 = 0.0*np.cos(u)\n", "\n", "x_ring_2 = 1.2*np.cos(u)\n", "y_ring_2 = 1.2*np.sin(u)\n", "z_ring_2 = 0.0*np.cos(u)\n", "\n", "mlab.figure(bgcolor=(0,0,0), size=(1200,800))\n", "s1 = mlab.mesh(x, y, z, color=(0,0,1))\n", "s2 = mlab.mesh(x1, y1, z1, color=(0,0,1), opacity=0.3)\n", "r1 = mlab.plot3d(x_ring_1, y_ring_1, z_ring_1, color=(1,1,1), line_width=1, tube_radius=None)\n", "r2 = mlab.plot3d(x_ring_2, y_ring_2, z_ring_2, color=(1,1,1), line_width=1, tube_radius=None)\n", "\n", "p1 = mlab.plot3d(x_arr_probe1, y_arr_probe1, z_arr_probe1, color=(1,0,0), line_width=3, tube_radius=None)\n", "p2 = mlab.plot3d(x_arr_probe2, y_arr_probe2, z_arr_probe2, color=(0,1,0), line_width=3, tube_radius=None)\n", "\n", "\n", "mlab.show()\n", "# uncomment the line below if running the Jupyter Notebook\n", "# p2 " ] }, { "cell_type": "markdown", "id": "9c8223d0", "metadata": {}, "source": [ "## Plot the approach trajectories of both probes" ] }, { "cell_type": "code", "execution_count": 3, "id": "82a09f02", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "execution_count": 3, "metadata": { "image/png": { "width": 800 } }, "output_type": "execute_result" } ], "source": [ "from IPython.display import Image\n", "Image(filename=\"../plots/example-69-equatorial-polar-probe-two-probes.png\", width=800)" ] }, { "cell_type": "markdown", "id": "957bc735", "metadata": {}, "source": [ "## Compute the atmosphere-relative entry conditions for both probes" ] }, { "cell_type": "markdown", "id": "8e76cf69", "metadata": {}, "source": [ "### Polar probe" ] }, { "cell_type": "code", "execution_count": 4, "id": "0d2c1e68", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Entry altitude, km: 1000.0\n", "Entry longitude BI, km: 4.25\n", "Entry latitude BI, deg: 87.79\n", "Atm. relative entry speed, km/s: 30.5681\n", "Atm. relative heading angle, deg: 90.2007\n", "Atm. relative EFPA, deg: -9.1713\n" ] } ], "source": [ "print(\"Entry altitude, km: \"+ str(probe1.h_EI/1e3))\n", "print(\"Entry longitude BI, km: \"+ str(round(probe1.longitude_entry_bi*180/np.pi, 2)))\n", "print(\"Entry latitude BI, deg: \"+ str(round(probe1.latitude_entry_bi*180/np.pi, 2)))\n", "print(\"Atm. relative entry speed, km/s: \"+str(round(probe1.v_entry_atm_mag/1e3, 4)))\n", "print(\"Atm. relative heading angle, deg: \"+str(round(probe1.heading_entry_atm*180/np.pi, 4)))\n", "print(\"Atm. relative EFPA, deg: \"+str(round(probe1.gamma_entry_atm*180/np.pi, 4)))" ] }, { "cell_type": "markdown", "id": "141de293", "metadata": {}, "source": [ "### Equatorial probe" ] }, { "cell_type": "code", "execution_count": 5, "id": "4ccb482d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Entry altitude, km: 1000.0\n", "Entry longitude BI, km: -74.91\n", "Entry latitude BI, deg: 1.66\n", "Atm. relative entry speed, km/s: 27.866\n", "Atm. relative heading angle, deg: 13.7856\n", "Atm. relative EFPA, deg: -10.0695\n" ] } ], "source": [ "print(\"Entry altitude, km: \"+ str(probe2.h_EI/1e3))\n", "print(\"Entry longitude BI, km: \"+ str(round(probe2.longitude_entry_bi*180/np.pi, 2)))\n", "print(\"Entry latitude BI, deg: \"+ str(round(probe2.latitude_entry_bi*180/np.pi, 2)))\n", "print(\"Atm. relative entry speed, km/s: \"+str(round(probe2.v_entry_atm_mag/1e3, 4)))\n", "print(\"Atm. relative heading angle, deg: \"+str(round(probe2.heading_entry_atm*180/np.pi, 4)))\n", "print(\"Atm. relative EFPA, deg: \"+str(round(probe2.gamma_entry_atm*180/np.pi, 4)))" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.8.10" } }, "nbformat": 4, "nbformat_minor": 5 }