{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Example - 57 - Dragnofly (Titan) Entry Tradespace - Carpet Plot" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This example will create an EDL carpet plot showning the trade space for Dragnofly entry vehicle at Titan. Based on work presented in \"Preliminary Interplanetary Mission Design and Navigation for the Dragonfly New Frontiers Mission Concept, AAS 18-416\"" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "from AMAT.planet import Planet\n", "from AMAT.vehicle import Vehicle" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import matplotlib.pyplot as plt" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# Set up the planet and atmosphere model.\n", "planet=Planet(\"TITAN\")\n", "planet.h_skip = 1270.0E3\n", "planet.h_trap = 0.0E3\n", "planet.loadAtmosphereModel('../atmdata/Titan/titan-gram-avg.dat', 0 , 1 , 2, 3)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "G_MAX: 16.17, Q_MAX: 158.40, J_MAX: 7.08, P_MAX: 0.22\n", "G_MAX: 15.53, Q_MAX: 155.48, J_MAX: 7.20, P_MAX: 0.21\n", "G_MAX: 14.86, Q_MAX: 152.30, J_MAX: 7.34, P_MAX: 0.20\n", "G_MAX: 14.15, Q_MAX: 148.93, J_MAX: 7.49, P_MAX: 0.19\n", "G_MAX: 13.40, Q_MAX: 145.24, J_MAX: 7.67, P_MAX: 0.18\n", "G_MAX: 12.60, Q_MAX: 141.26, J_MAX: 7.87, P_MAX: 0.17\n", "G_MAX: 11.75, Q_MAX: 136.89, J_MAX: 8.10, P_MAX: 0.16\n", "G_MAX: 10.84, Q_MAX: 132.13, J_MAX: 8.37, P_MAX: 0.15\n", "G_MAX: 9.86, Q_MAX: 126.80, J_MAX: 8.70, P_MAX: 0.13\n", "G_MAX: 8.80, Q_MAX: 120.85, J_MAX: 9.10, P_MAX: 0.12\n", "G_MAX: 7.65, Q_MAX: 114.04, J_MAX: 9.60, P_MAX: 0.10\n", "G_MAX: 17.05, Q_MAX: 171.82, J_MAX: 7.48, P_MAX: 0.23\n", "G_MAX: 16.38, Q_MAX: 168.64, J_MAX: 7.61, P_MAX: 0.22\n", "G_MAX: 15.68, Q_MAX: 165.21, J_MAX: 7.75, P_MAX: 0.21\n", "G_MAX: 14.92, Q_MAX: 161.53, J_MAX: 7.92, P_MAX: 0.20\n", "G_MAX: 14.12, Q_MAX: 157.52, J_MAX: 8.10, P_MAX: 0.19\n", "G_MAX: 13.28, Q_MAX: 153.18, J_MAX: 8.32, P_MAX: 0.18\n", "G_MAX: 12.38, Q_MAX: 148.41, J_MAX: 8.56, P_MAX: 0.17\n", "G_MAX: 11.41, Q_MAX: 143.22, J_MAX: 8.85, P_MAX: 0.15\n", "G_MAX: 10.38, Q_MAX: 137.40, J_MAX: 9.20, P_MAX: 0.14\n", "G_MAX: 9.26, Q_MAX: 130.92, J_MAX: 9.62, P_MAX: 0.13\n", "G_MAX: 8.03, Q_MAX: 123.51, J_MAX: 10.16, P_MAX: 0.11\n", "G_MAX: 17.96, Q_MAX: 185.95, J_MAX: 7.89, P_MAX: 0.24\n", "G_MAX: 17.26, Q_MAX: 182.53, J_MAX: 8.02, P_MAX: 0.23\n", "G_MAX: 16.51, Q_MAX: 178.80, J_MAX: 8.18, P_MAX: 0.22\n", "G_MAX: 15.71, Q_MAX: 174.81, J_MAX: 8.35, P_MAX: 0.21\n", "G_MAX: 14.87, Q_MAX: 170.48, J_MAX: 8.55, P_MAX: 0.20\n", "G_MAX: 13.97, Q_MAX: 165.73, J_MAX: 8.78, P_MAX: 0.19\n", "G_MAX: 13.02, Q_MAX: 160.59, J_MAX: 9.04, P_MAX: 0.18\n", "G_MAX: 12.00, Q_MAX: 154.90, J_MAX: 9.34, P_MAX: 0.16\n", "G_MAX: 10.91, Q_MAX: 148.62, J_MAX: 9.71, P_MAX: 0.15\n", "G_MAX: 9.72, Q_MAX: 141.56, J_MAX: 10.16, P_MAX: 0.13\n", "G_MAX: 8.42, Q_MAX: 133.48, J_MAX: 10.73, P_MAX: 0.11\n", "G_MAX: 18.90, Q_MAX: 200.88, J_MAX: 8.31, P_MAX: 0.26\n", "G_MAX: 18.16, Q_MAX: 197.08, J_MAX: 8.45, P_MAX: 0.25\n", "G_MAX: 17.36, Q_MAX: 193.07, J_MAX: 8.62, P_MAX: 0.24\n", "G_MAX: 16.53, Q_MAX: 188.83, J_MAX: 8.80, P_MAX: 0.22\n", "G_MAX: 15.63, Q_MAX: 184.12, J_MAX: 9.01, P_MAX: 0.21\n", "G_MAX: 14.69, Q_MAX: 178.97, J_MAX: 9.25, P_MAX: 0.20\n", "G_MAX: 13.68, Q_MAX: 173.42, J_MAX: 9.52, P_MAX: 0.19\n", "G_MAX: 12.61, Q_MAX: 167.28, J_MAX: 9.85, P_MAX: 0.17\n", "G_MAX: 11.45, Q_MAX: 160.45, J_MAX: 10.24, P_MAX: 0.16\n", "G_MAX: 10.20, Q_MAX: 152.76, J_MAX: 10.71, P_MAX: 0.14\n", "G_MAX: 8.82, Q_MAX: 144.00, J_MAX: 11.32, P_MAX: 0.12\n", "G_MAX: 19.86, Q_MAX: 216.50, J_MAX: 8.74, P_MAX: 0.27\n", "G_MAX: 19.07, Q_MAX: 212.61, J_MAX: 8.89, P_MAX: 0.26\n", "G_MAX: 18.24, Q_MAX: 208.27, J_MAX: 9.07, P_MAX: 0.25\n", "G_MAX: 17.36, Q_MAX: 203.47, J_MAX: 9.26, P_MAX: 0.24\n", "G_MAX: 16.42, Q_MAX: 198.44, J_MAX: 9.48, P_MAX: 0.22\n", "G_MAX: 15.43, Q_MAX: 192.96, J_MAX: 9.73, P_MAX: 0.21\n", "G_MAX: 14.37, Q_MAX: 186.92, J_MAX: 10.02, P_MAX: 0.19\n", "G_MAX: 13.23, Q_MAX: 180.27, J_MAX: 10.37, P_MAX: 0.18\n", "G_MAX: 12.01, Q_MAX: 172.88, J_MAX: 10.78, P_MAX: 0.16\n", "G_MAX: 10.69, Q_MAX: 164.59, J_MAX: 11.28, P_MAX: 0.14\n", "G_MAX: 9.23, Q_MAX: 155.08, J_MAX: 11.93, P_MAX: 0.13\n", "G_MAX: 20.85, Q_MAX: 233.07, J_MAX: 9.18, P_MAX: 0.28\n", "G_MAX: 20.02, Q_MAX: 228.84, J_MAX: 9.34, P_MAX: 0.27\n", "G_MAX: 19.14, Q_MAX: 224.14, J_MAX: 9.53, P_MAX: 0.26\n", "G_MAX: 18.21, Q_MAX: 219.09, J_MAX: 9.73, P_MAX: 0.25\n", "G_MAX: 17.23, Q_MAX: 213.61, J_MAX: 9.96, P_MAX: 0.23\n", "G_MAX: 16.18, Q_MAX: 207.62, J_MAX: 10.23, P_MAX: 0.22\n", "G_MAX: 15.06, Q_MAX: 201.11, J_MAX: 10.54, P_MAX: 0.20\n", "G_MAX: 13.87, Q_MAX: 193.95, J_MAX: 10.90, P_MAX: 0.19\n", "G_MAX: 12.58, Q_MAX: 185.96, J_MAX: 11.33, P_MAX: 0.17\n", "G_MAX: 11.19, Q_MAX: 176.98, J_MAX: 11.86, P_MAX: 0.15\n", "G_MAX: 9.66, Q_MAX: 166.73, J_MAX: 12.55, P_MAX: 0.13\n", "G_MAX: 21.86, Q_MAX: 250.41, J_MAX: 9.64, P_MAX: 0.30\n", "G_MAX: 20.99, Q_MAX: 245.89, J_MAX: 9.81, P_MAX: 0.28\n", "G_MAX: 20.07, Q_MAX: 240.82, J_MAX: 10.00, P_MAX: 0.27\n", "G_MAX: 19.09, Q_MAX: 235.40, J_MAX: 10.21, P_MAX: 0.26\n", "G_MAX: 18.05, Q_MAX: 229.44, J_MAX: 10.46, P_MAX: 0.24\n", "G_MAX: 16.95, Q_MAX: 223.06, J_MAX: 10.74, P_MAX: 0.23\n", "G_MAX: 15.78, Q_MAX: 216.02, J_MAX: 11.06, P_MAX: 0.21\n", "G_MAX: 14.52, Q_MAX: 208.27, J_MAX: 11.44, P_MAX: 0.20\n", "G_MAX: 13.17, Q_MAX: 199.71, J_MAX: 11.90, P_MAX: 0.18\n", "G_MAX: 11.70, Q_MAX: 190.02, J_MAX: 12.46, P_MAX: 0.16\n", "G_MAX: 10.09, Q_MAX: 178.96, J_MAX: 13.19, P_MAX: 0.14\n", "G_MAX: 22.90, Q_MAX: 268.79, J_MAX: 10.10, P_MAX: 0.31\n", "G_MAX: 21.98, Q_MAX: 263.74, J_MAX: 10.28, P_MAX: 0.30\n", "G_MAX: 21.02, Q_MAX: 258.36, J_MAX: 10.48, P_MAX: 0.28\n", "G_MAX: 19.98, Q_MAX: 252.50, J_MAX: 10.71, P_MAX: 0.27\n", "G_MAX: 18.90, Q_MAX: 246.07, J_MAX: 10.97, P_MAX: 0.26\n", "G_MAX: 17.74, Q_MAX: 239.21, J_MAX: 11.26, P_MAX: 0.24\n", "G_MAX: 16.51, Q_MAX: 231.61, J_MAX: 11.60, P_MAX: 0.22\n", "G_MAX: 15.19, Q_MAX: 223.37, J_MAX: 12.00, P_MAX: 0.21\n", "G_MAX: 13.77, Q_MAX: 214.09, J_MAX: 12.48, P_MAX: 0.19\n", "G_MAX: 12.23, Q_MAX: 203.71, J_MAX: 13.08, P_MAX: 0.17\n", "G_MAX: 10.53, Q_MAX: 191.78, J_MAX: 13.84, P_MAX: 0.14\n", "G_MAX: 23.96, Q_MAX: 287.81, J_MAX: 10.58, P_MAX: 0.32\n", "G_MAX: 23.00, Q_MAX: 282.40, J_MAX: 10.77, P_MAX: 0.31\n", "G_MAX: 21.99, Q_MAX: 276.65, J_MAX: 10.98, P_MAX: 0.30\n", "G_MAX: 20.90, Q_MAX: 270.37, J_MAX: 11.22, P_MAX: 0.28\n", "G_MAX: 19.77, Q_MAX: 263.58, J_MAX: 11.49, P_MAX: 0.27\n", "G_MAX: 18.55, Q_MAX: 256.16, J_MAX: 11.79, P_MAX: 0.25\n", "G_MAX: 17.27, Q_MAX: 248.04, J_MAX: 12.15, P_MAX: 0.23\n", "G_MAX: 15.87, Q_MAX: 239.12, J_MAX: 12.57, P_MAX: 0.22\n", "G_MAX: 14.39, Q_MAX: 229.22, J_MAX: 13.08, P_MAX: 0.19\n", "G_MAX: 12.77, Q_MAX: 218.02, J_MAX: 13.70, P_MAX: 0.17\n", "G_MAX: 10.99, Q_MAX: 205.21, J_MAX: 14.51, P_MAX: 0.15\n", "G_MAX: 25.02, Q_MAX: 307.93, J_MAX: 11.07, P_MAX: 0.34\n", "G_MAX: 24.04, Q_MAX: 302.11, J_MAX: 11.27, P_MAX: 0.33\n", "G_MAX: 22.97, Q_MAX: 295.87, J_MAX: 11.49, P_MAX: 0.31\n", "G_MAX: 21.85, Q_MAX: 289.11, J_MAX: 11.74, P_MAX: 0.30\n", "G_MAX: 20.66, Q_MAX: 281.89, J_MAX: 12.02, P_MAX: 0.28\n", "G_MAX: 19.38, Q_MAX: 273.95, J_MAX: 12.34, P_MAX: 0.26\n", "G_MAX: 18.03, Q_MAX: 265.17, J_MAX: 12.72, P_MAX: 0.24\n", "G_MAX: 16.58, Q_MAX: 255.62, J_MAX: 13.16, P_MAX: 0.22\n", "G_MAX: 15.02, Q_MAX: 245.01, J_MAX: 13.69, P_MAX: 0.20\n", "G_MAX: 13.32, Q_MAX: 233.04, J_MAX: 14.35, P_MAX: 0.18\n", "G_MAX: 11.46, Q_MAX: 219.25, J_MAX: 15.20, P_MAX: 0.16\n", "G_MAX: 26.15, Q_MAX: 328.78, J_MAX: 11.57, P_MAX: 0.35\n", "G_MAX: 25.10, Q_MAX: 322.67, J_MAX: 11.77, P_MAX: 0.34\n", "G_MAX: 23.98, Q_MAX: 315.87, J_MAX: 12.01, P_MAX: 0.32\n", "G_MAX: 22.82, Q_MAX: 308.77, J_MAX: 12.27, P_MAX: 0.31\n", "G_MAX: 21.57, Q_MAX: 300.83, J_MAX: 12.56, P_MAX: 0.29\n", "G_MAX: 20.23, Q_MAX: 292.45, J_MAX: 12.90, P_MAX: 0.27\n", "G_MAX: 18.82, Q_MAX: 283.15, J_MAX: 13.29, P_MAX: 0.25\n", "G_MAX: 17.30, Q_MAX: 272.93, J_MAX: 13.76, P_MAX: 0.23\n", "G_MAX: 15.66, Q_MAX: 261.53, J_MAX: 14.31, P_MAX: 0.21\n", "G_MAX: 13.89, Q_MAX: 248.70, J_MAX: 15.00, P_MAX: 0.19\n", "G_MAX: 11.93, Q_MAX: 233.97, J_MAX: 15.90, P_MAX: 0.16\n" ] } ], "source": [ "speedRange = np.linspace(7 , 9, 11)\n", "gammaRange = np.linspace(-60,-46, 11)\n", "\n", "\n", "acc_net_g_max_array = np.zeros((len(speedRange),len(gammaRange)))\n", "q_stag_total_max_array = np.zeros((len(speedRange),len(gammaRange)))\n", "heatload_max_array = np.zeros((len(speedRange),len(gammaRange)))\n", "dyn_pres_array = np.zeros((len(speedRange),len(gammaRange)))\n", "\n", "for i, speed in enumerate(speedRange):\n", " for j, gamma in enumerate(gammaRange):\n", " vehicle=Vehicle('Dragonfly', 1000.0, 140.0, 0.0, np.pi*3.7**2.0*0.25, 0.0, 0.43, planet)\n", " vehicle.setInitialState(1270.0,0.0,0.0,speed,0.0,gamma,0.0,0.0)\n", " vehicle.setSolverParams(1E-6)\n", " vehicle.propogateEntry (120*60,1.0,0.0)\n", " \n", " print(\"G_MAX: \"+str(\"{:.2f}\".format(max(vehicle.acc_net_g)))+\", Q_MAX: \"+str(\"{:.2f}\".format(max(vehicle.q_stag_total)))+\", J_MAX: \"+str(\"{:.2f}\".format(max(vehicle.heatload/1.0E3)))+\", P_MAX: \"+str(\"{:.2f}\".format(max(vehicle.dyn_pres_atm))))\n", " \n", " acc_net_g_max_array[i,j] = max(vehicle.acc_net_g)\n", " q_stag_total_max_array[i,j] = max(vehicle.q_stag_total)\n", " heatload_max_array[i,j] = max(vehicle.heatload/1.0E3)\n", " dyn_pres_array[i,j] = max(vehicle.dyn_pres_atm)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "from scipy import interpolate" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "The PostScript backend does not support transparency; partially transparent artists will be rendered opaque.\n", "The PostScript backend does not support transparency; partially transparent artists will be rendered opaque.\n" ] }, { "data": { "image/png": "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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "\n", "f1 = interpolate.interp2d(speedRange, gammaRange, np.transpose(acc_net_g_max_array), kind='cubic')\n", "q1 = interpolate.interp2d(speedRange, gammaRange, np.transpose(q_stag_total_max_array), kind='cubic')\n", "h1 = interpolate.interp2d(speedRange, gammaRange, np.transpose(heatload_max_array), kind='cubic')\n", "s1 = interpolate.interp2d(speedRange, gammaRange, np.transpose(dyn_pres_array), kind='cubic')\n", "\n", "x_new = np.linspace(7,9 , 110)\n", "y_new = np.linspace(-60,-46,110)\n", "\n", "g1_new = np.zeros((len(x_new),len(y_new)))\n", "q1_new = np.zeros((len(x_new),len(y_new)))\n", "h1_new = np.zeros((len(x_new),len(y_new)))\n", "s1_new = np.zeros((len(x_new),len(y_new)))\n", "\n", "for i in range(0,len(x_new)):\n", " for j in range(0,len(y_new)):\n", "\n", " g1_new[i,j] = f1(x_new[i],y_new[j])\n", " q1_new[i,j] = q1(x_new[i],y_new[j])\n", " h1_new[i,j] = h1(x_new[i],y_new[j])\n", " s1_new[i,j] = s1(x_new[i],y_new[j])\n", " \n", "X, Y = np.meshgrid(x_new, y_new)\n", "\n", "fig = plt.figure()\n", "fig.set_size_inches([8.00,8.00])\n", "plt.ion()\n", "plt.rc('font',family='Times New Roman')\n", "params = {'mathtext.default': 'regular' }\n", "plt.rcParams.update(params)\n", "\n", "GCS1 = plt.contour(Y, X, np.transpose(g1_new), levels=15, linewidths=2.0, colors='black')\n", "plt.clabel(GCS1, inline=1, fontsize=14, colors='black',fmt='%3d',inline_spacing=1)\n", "GCS1.collections[0].set_label(r'g-load')\n", "\n", "\n", "QCS1 = plt.contour(Y, X, np.transpose(q1_new), levels=15, linewidths=2.0, colors='red')\n", "plt.clabel(QCS1, inline=1, fontsize=14, colors='red',fmt='%3d',inline_spacing=1)\n", "QCS1.collections[0].set_label(r'$\\dot{q}$'+', '+r'$W/cm^2$')\n", "\n", "HCS1 = plt.contour(Y, X, np.transpose(h1_new), levels=15, linewidths=2.0, colors='magenta')\n", "plt.clabel(HCS1, inline=1, fontsize=14, colors='magenta',fmt='%3d',inline_spacing=1)\n", "HCS1.collections[0].set_label(r'$Q$'+', '+r'$kJ/cm^2$')\n", "\n", "plt.xlabel(\"Planet relative EFPA \"+r'$\\gamma_e$'+r', deg' ,fontsize=16)\n", "plt.ylabel(r'Entry speed, km/s' ,fontsize=16)\n", "plt.xticks(fontsize=16)\n", "plt.yticks(fontsize=16)\n", "ax = plt.gca()\n", "ax.tick_params(direction='in')\n", "ax.yaxis.set_ticks_position('both')\n", "ax.xaxis.set_ticks_position('both')\n", "\n", "plt.legend(loc='lower left', fontsize=16, framealpha=0.8)\n", "\n", "ax.xaxis.set_tick_params(direction='in', which='both')\n", "ax.yaxis.set_tick_params(direction='in', which='both')\n", "\n", "ax.xaxis.set_tick_params(width=2, length=8)\n", "ax.yaxis.set_tick_params(width=2, length=8)\n", "\n", "ax.xaxis.set_tick_params(width=1, length=6, which='minor')\n", "ax.yaxis.set_tick_params(width=1, length=6, which='minor')\n", "\n", "\n", "ax.xaxis.grid(which='major', color='k', linestyle='dotted', linewidth=0.0)\n", "ax.xaxis.grid(which='minor', color='k', linestyle='dotted', linewidth=0.0)\n", "\n", "ax.yaxis.grid(which='major', color='k', linestyle='dotted', linewidth=0.0)\n", "ax.yaxis.grid(which='minor', color='k', linestyle='dotted', linewidth=0.0)\n", "\n", "for axis in ['top', 'bottom', 'left', 'right']:\n", " ax.spines[axis].set_linewidth(2)\n", " \n", "plt.savefig('../plots/dragnofly-sweep.png', dpi=300,bbox_inches='tight')\n", "plt.savefig('../plots/dragnofly-sweep.pdf', dpi=300,bbox_inches='tight')\n", "plt.savefig('../plots/dragnofly-sweep.eps', dpi=300,bbox_inches='tight')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Compare the figure to Fig. 11 presented in the paper. The heat rate and heat loads are somewhat off (by a factor of about 2 in some cases) because of the simple models heating correlations used. This is an area which could be improved in future versions of AMAT." ] } ], "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": "3.7.3" } }, "nbformat": 4, "nbformat_minor": 2 }