{ "cells": [ { "cell_type": "markdown", "id": "61fdf99d", "metadata": {}, "source": [ "# Section 3.3 - Mars SmallSat Aerocapture - Interplanetary Arrival, Approach" ] }, { "cell_type": "code", "execution_count": 1, "id": "29dc6009", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from astropy.time import Time\n", "from AMAT.arrival import Arrival" ] }, { "cell_type": "code", "execution_count": 2, "id": "4fb3cea5", "metadata": {}, "outputs": [], "source": [ "arrival = Arrival()\n", "arrival.set_vinf_vec_from_lambert_arc(lastFlybyPlanet='EARTH',\n", " arrivalPlanet='MARS',\n", " lastFlybyDate=Time(\"2020-07-30 00:00:00\", scale='tdb'),\n", " arrivalDate=Time(\"2021-02-18 00:00:00\", scale='tdb'),\n", " ephem_file='../../../spice-data/de432s.bsp')" ] }, { "cell_type": "code", "execution_count": 3, "id": "53f2f563", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Arrival v_inf vector, ICRF: [ 2.23930482 1.20086474 -0.73683367] km/s\n", "Arrival VINF MAG: 2.65 km/s.\n", "Arrival Declination: -1.65 deg.\n" ] } ], "source": [ "print(\"Arrival v_inf vector, ICRF: \"+str(arrival.v_inf_vec)+\" km/s\")\n", "print(\"Arrival VINF MAG: \"+str(round(arrival.v_inf_mag, 2))+\" km/s.\")\n", "print(\"Arrival Declination: \"+str(round(arrival.declination, 2))+\" deg.\")" ] }, { "cell_type": "code", "execution_count": 4, "id": "5ee00b2b", "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "from AMAT.approach import Approach" ] }, { "cell_type": "code", "execution_count": 5, "id": "57f8b29f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Entry altitude, km: 120.0\n", "Entry longitude BI, deg: -89.76\n", "Entry latitude BI, deg: -0.71\n", "Atm. relative entry speed, km/s: 5.3586\n", "Atm. relative heading angle, deg: 9.3778\n", "Atm. relative EFPA, deg: -9.2475\n", "Inclination, deg: 1.6533397822244609\n" ] } ], "source": [ "approach1 = Approach(\"MARS\", v_inf_vec_icrf_kms=arrival.v_inf_vec,\n", " rp=(3389.5+52)*1e3, psi=3*np.pi/2,\n", " is_entrySystem=True, h_EI=120e3)\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": "1a7365d8", "metadata": {}, "source": [ "Run the following code to generate the approach trajectory plot. The code is also available in the file ```section-03-mars-smallsat-approach-viz.py```." ] }, { "cell_type": "markdown", "id": "74e2d43a", "metadata": {}, "source": [ "```\n", "from mayavi import mlab\n", "import numpy as np\n", "from tvtk.tools import visual\n", "from AMAT.approach import Approach\n", "from astropy.time import Time\n", "from AMAT.arrival import Arrival\n", "\n", "def Arrow_From_A_to_B(x1, y1, z1, x2, y2, z2):\n", " ar1 = visual.arrow(x=x1, y=y1, z=z1)\n", " ar1.length_cone = 0.4\n", "\n", " arrow_length = np.sqrt((x2 - x1) ** 2 + (y2 - y1) ** 2 + (z2 - z1) ** 2)\n", " ar1.actor.scale = [arrow_length, arrow_length, arrow_length]\n", " ar1.pos = ar1.pos / arrow_length\n", " ar1.axis = [x2 - x1, y2 - y1, z2 - z1]\n", " return ar1\n", "\n", "arrival = Arrival()\n", "arrival.set_vinf_vec_from_lambert_arc(lastFlybyPlanet='EARTH',\n", " arrivalPlanet='MARS',\n", " lastFlybyDate=Time(\"2020-07-30 00:00:00\", scale='tdb'),\n", " arrivalDate=Time(\"2021-02-18 00:00:00\", scale='tdb'),\n", " ephem_file='../../../spice-data/de432s.bsp')\n", "\n", "\n", "\n", "probe = Approach(\"MARS\",\n", " v_inf_vec_icrf_kms=np.array([ 2.23930484, 1.20086474, -0.73683366]),\n", " rp=(3389.5+52)*1e3, psi=3*np.pi/2,\n", " is_entrySystem=True, h_EI=120e3)\n", "\n", "\n", "space = Approach(\"MARS\",\n", " v_inf_vec_icrf_kms=np.array([ 2.23930484, 1.20086474, -0.73683366]),\n", " rp=(3389.5+250)*1e3, psi=np.pi)\n", "\n", "north_pole_bi_vec = probe.ICRF_to_BI(arrival.north_pole)\n", "\n", "theta_star_arr_probe = np.linspace(-2, probe.theta_star_entry, 101)\n", "pos_vec_bi_arr_probe = probe.pos_vec_bi(theta_star_arr_probe)/3389.5e3\n", "\n", "\n", "theta_star_arr_space = np.linspace(-1.85, 0.0, 101)\n", "pos_vec_bi_arr_space = space.pos_vec_bi(theta_star_arr_space)/3389.5e3\n", "\n", "x_arr_probe = pos_vec_bi_arr_probe[0][:]\n", "y_arr_probe = pos_vec_bi_arr_probe[1][:]\n", "z_arr_probe = pos_vec_bi_arr_probe[2][:]\n", "\n", "x_arr_space = pos_vec_bi_arr_space[0][:]\n", "y_arr_space = pos_vec_bi_arr_space[1][:]\n", "z_arr_space = pos_vec_bi_arr_space[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))\n", "s1 = mlab.mesh(x, y, z, color=(0.8,0,0.2))\n", "s2 = mlab.mesh(x1, y1, z1, color=(0.8,0,0.2), 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_probe, y_arr_probe, z_arr_probe, color=(0,1,0), line_width=3, tube_radius=None)\n", "#p2 = mlab.plot3d(x_arr_space, y_arr_space, z_arr_space, color=(0,0,1), line_width=3, tube_radius=None)\n", "\n", "\n", "mlab.plot3d([0, 1.2 * north_pole_bi_vec[0]],\n", " [0, 1.2 * north_pole_bi_vec[1]],\n", " [0, 1.2 * north_pole_bi_vec[2]])\n", "\n", "mlab.show()\n", "```" ] }, { "cell_type": "code", "execution_count": 6, "id": "1ac68319", "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='../../../plots/mars-smallsat-approach.png', width=1200)" ] }, { "cell_type": "code", "execution_count": 7, "id": "48576336", "metadata": {}, "outputs": [], "source": [ "from AMAT.orbiter import PropulsiveOrbiter" ] }, { "cell_type": "code", "execution_count": 8, "id": "2b6ffb01", "metadata": {}, "outputs": [], "source": [ "approach2 = Approach(\"MARS\", v_inf_vec_icrf_kms=arrival.v_inf_vec,\n", " rp=(3389.5+200)*1e3, psi=3*np.pi/2)" ] }, { "cell_type": "code", "execution_count": 9, "id": "a4b3518c", "metadata": {}, "outputs": [], "source": [ "orbiter = PropulsiveOrbiter(approach=approach2, apoapsis_alt_km=2000)" ] }, { "cell_type": "code", "execution_count": 10, "id": "bb41c44a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1770.77991034905" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "orbiter.DV_OI_mag" ] }, { "cell_type": "code", "execution_count": 11, "id": "5506504c", "metadata": {}, "outputs": [], "source": [ "def mf_m0(DV, Isp):\n", " return np.exp(-DV/(Isp*9.80665))" ] }, { "cell_type": "code", "execution_count": 12, "id": "bfafcf66", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.568911421875651" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mf_m0(DV=1770, Isp=320)" ] }, { "cell_type": "code", "execution_count": 16, "id": "b55b7547", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "51.056338028169016" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "29/0.568" ] }, { "cell_type": "code", "execution_count": 13, "id": "8579475e", "metadata": {}, "outputs": [], "source": [ "orbiter = PropulsiveOrbiter(approach=approach2, apoapsis_alt_km=300)" ] }, { "cell_type": "code", "execution_count": 14, "id": "3d9b5e0e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2077.5582787844314" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "orbiter.DV_OI_mag" ] }, { "cell_type": "code", "execution_count": 15, "id": "3f4bb6e0", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.5158911143415997" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mf_m0(DV=2077, Isp=320)" ] }, { "cell_type": "code", "execution_count": 16, "id": "dd607414", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "56.22334238076773" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "29/0.5158" ] }, { "cell_type": "code", "execution_count": 17, "id": "f66fee4c", "metadata": {}, "outputs": [], "source": [ "approach3 = Approach(\"MARS\", v_inf_vec_icrf_kms=arrival.v_inf_vec,\n", " rp=(3389.5+250)*1e3, psi=np.pi)" ] }, { "cell_type": "code", "execution_count": 12, "id": "07d5f7cb", "metadata": {}, "outputs": [], "source": [ "orbiter = PropulsiveOrbiter(approach=approach3, apoapsis_alt_km=70000)" ] }, { "cell_type": "code", "execution_count": 18, "id": "e67fd939", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2077.5582787844314" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "orbiter.DV_OI_mag" ] } ], "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": "3.9.16" } }, "nbformat": 4, "nbformat_minor": 5 }