{ "cells": [ { "cell_type": "markdown", "id": "46c704c0", "metadata": {}, "source": [ "# Section 04 - Approach Trajectory and Entry State" ] }, { "cell_type": "code", "execution_count": 1, "id": "e105c63d", "metadata": {}, "outputs": [], "source": [ "from astropy.time import Time\n", "from AMAT.arrival import Arrival\n", "\n", "arrival = Arrival()\n", "arrival.set_vinf_vec_from_lambert_arc('JUPITER',\n", " 'URANUS',\n", " Time(\"2035-09-04 00:00:00\", scale='tdb'),\n", " Time(\"2039-05-18 00:00:00\", scale='tdb'))" ] }, { "cell_type": "code", "execution_count": 2, "id": "bf549d96", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "array([-9.62521831, 16.51192666, 7.46493598])" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "arrival.v_inf_vec" ] }, { "cell_type": "code", "execution_count": 3, "id": "3cc885eb", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "-48.89326200262988" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "arrival.declination" ] }, { "cell_type": "code", "execution_count": 4, "id": "329e065d", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from AMAT.approach import Approach" ] }, { "cell_type": "code", "execution_count": 5, "id": "34b161f3", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Entry altitude, km: 1000.0\n", "Entry longitude BI, deg: -15.22\n", "Entry latitude BI, deg: 36.51\n", "Atm. relative entry speed, km/s: 29.3597\n", "Atm. relative heading angle, deg: 85.7789\n", "Atm. relative EFPA, deg: -11.6738\n", "Inclination, deg: 90.00000000000001\n" ] } ], "source": [ "approach1 = Approach(\"URANUS\", v_inf_vec_icrf_kms=arrival.v_inf_vec,\n", " rp=(25559+260)*1e3, psi=np.pi,\n", " is_entrySystem=True, h_EI=1000e3)\n", "\n", "print(\"Entry altitude, km: \"+ str(approach1.h_EI/1e3))\n", "print(\"Entry longitude BI, deg: \"+ str(round(approach1.longitude_entry_bi*180/np.pi, 2)))\n", "print(\"Entry latitude BI, deg: \"+ str(round(approach1.latitude_entry_bi*180/np.pi, 2)))\n", "print(\"Atm. relative entry speed, km/s: \"+str(round(approach1.v_entry_atm_mag/1e3, 4)))\n", "print(\"Atm. relative heading angle, deg: \"+str(round(approach1.heading_entry_atm*180/np.pi, 4)))\n", "print(\"Atm. relative EFPA, deg: \"+str(round(approach1.gamma_entry_atm*180/np.pi, 4)))\n", "\n", "print(\"Inclination, deg: \"+str(approach1.i*180/np.pi))" ] }, { "cell_type": "markdown", "id": "b5f5d033", "metadata": {}, "source": [ "### Run the following code to generate the approach trajectory plot\n", "\n", "The code is also available in the file ```03-uranus-approach-trajectory.py```. \n", "\n", "```\n", "from mayavi import mlab\n", "import numpy as np\n", "\n", "from AMAT.approach import Approach\n", "\n", "probe1 = Approach(\"URANUS\",\n", "\t\t\t\t\t\tv_inf_vec_icrf_kms=np.array([-9.62521831, 16.51192666, 7.46493598]),\n", "\t\t\t\t\t\trp=(25559+250)*1e3, psi=np.pi,\n", "\t\t\t\t\t\tis_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)/25559e3\n", "\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", "\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))\n", "s1 = mlab.mesh(x, y, z, color=(0.10,0.55,0.35))\n", "s2 = mlab.mesh(x1, y1, z1, color=(0.2, 0.4, 0.4), 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", "\n", "mlab.show()\n", "```" ] }, { "cell_type": "code", "execution_count": 6, "id": "3f640198", "metadata": {}, "outputs": [ { "data": { "image/png": "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\n", "text/plain": [ "" ] }, "execution_count": 6, "metadata": { "image/png": { "width": 1200 } }, "output_type": "execute_result" } ], "source": [ "from IPython.display import Image\n", "Image(filename=\"../../../data/acta-astronautica/uranus-orbiter-probe/uranus-approach-trajectory.png\", width=1200)" ] }, { "cell_type": "code", "execution_count": null, "id": "b399b0bd", "metadata": {}, "outputs": [], "source": [] } ], "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 }