{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Example - 10 - Neptune Aerocapture - Part 1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this example, we will create combined interplanetary and aerocapture feasibility charts for Neptune." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We re-create the feasibility chart from the paper \"Girija, Saikia, Longuski et al. Feasibility and Performance Analysis of Neptune Aerocapture Using Heritage Blunt-Body Aeroshells, Journal of Spacecraft and Rockets, June, 2020, In press. DOI: 10.2514/1.A34719" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "from AMAT.planet import Planet\n", "from AMAT.vehicle import Vehicle\n", "\n", "import numpy as np\n", "from scipy import interpolate\n", "import pandas as pd\n", "\n", "import matplotlib.pyplot as plt\n", "from matplotlib import rcParams\n", "from matplotlib.patches import Polygon\n", "import os" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# Create a planet object\n", "planet=Planet(\"NEPTUNE\")\n", "\n", "# Load an nominal atmospheric profile with height, temp, pressure, density data\n", "planet.loadAtmosphereModel('../atmdata/Neptune/neptune-gram-avg.dat', 0 , 7 ,6, 5 , \\\n", " heightInKmFlag=True)\n", "\n", "vinf_kms_array = np.linspace( 0.0, 30.0, 11)\n", "LD_array = np.linspace( 0.0, 1.0 , 11)\n", "\n", "#vinf_kms_array = np.linspace( 0.0, 30.0, 2)\n", "#LD_array = np.linspace( 0.0, 1.0 , 2)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "os.makedirs('../data/girijaSaikia2019b')\n", "runID = '20DAY'\n", "\n", "num_total = len(vinf_kms_array)*len(LD_array)\n", "count = 1\n", "\n", "v0_kms_array = np.zeros(len(vinf_kms_array))\n", "v0_kms_array[:] = np.sqrt(1.0*(vinf_kms_array[:]*1E3)**2.0 + \\\n", " 2*np.ones(len(vinf_kms_array))*\\\n", " planet.GM/(planet.RP+1000.0*1.0E3))/1.0E3\n", "\n", "overShootLimit_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "underShootLimit_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "exitflag_os_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "exitflag_us_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "TCW_array = np.zeros((len(v0_kms_array),len(LD_array))) " ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Run #1 of 4: Arrival V_infty: 0.0 km/s, L/D:0.0 OSL: -10.88548090497352 USL: -10.88548090497352, TCW: 0.0 EFOS: 1.0 EFUS: 1.0\n", "Run #2 of 4: Arrival V_infty: 0.0 km/s, L/D:1.0 OSL: -10.83489821571493 USL: -10.93779864834869, TCW: 0.10290043263375992 EFOS: 1.0 EFUS: 1.0\n", "Run #3 of 4: Arrival V_infty: 30.0 km/s, L/D:0.0 OSL: -14.18370732049516 USL: -14.18370732049516, TCW: 0.0 EFOS: 1.0 EFUS: 1.0\n", "Run #4 of 4: Arrival V_infty: 30.0 km/s, L/D:1.0 OSL: -13.15751718847605 USL: -20.524218087299232, TCW: 7.366700898823183 EFOS: 1.0 EFUS: 1.0\n" ] } ], "source": [ "for i in range(0,len(v0_kms_array)):\n", " for j in range(0,len(LD_array)):\n", " vehicle=Vehicle('Trident', 1000.0, 200.0, LD_array[j], 3.1416, 0.0, 1.00, planet)\n", " vehicle.setInitialState(1000.0,0.0,0.0,v0_kms_array[i],0.0,-4.5,0.0,0.0)\n", " vehicle.setSolverParams(1E-6)\n", " overShootLimit_array[i,j], exitflag_os_array[i,j] = vehicle.findOverShootLimit (2400.0, 0.1, -80.0, -4.0, 1E-10, 1553575.10)\n", " underShootLimit_array[i,j], exitflag_us_array[i,j] = vehicle.findUnderShootLimit(2400.0, 0.1, -80.0, -4.0, 1E-10, 1553575.10)\n", "\n", " TCW_array[i,j] = overShootLimit_array[i,j] - underShootLimit_array[i,j]\n", "\n", " print(\"Run #\"+str(count)+\" of \"+ str(num_total)+\": Arrival V_infty: \"+str(vinf_kms_array[i])+\" km/s\"+\", L/D:\"+str(LD_array[j]) + \" OSL: \"+str(overShootLimit_array[i,j])+\" USL: \"+str(underShootLimit_array[i,j])+\", TCW: \"+str(TCW_array[i,j])+\" EFOS: \"+str(exitflag_os_array[i,j])+ \" EFUS: \"+str(exitflag_us_array[i,j]))\n", " count = count +1\n", "\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'vinf_kms_array.txt',vinf_kms_array)\t\t\t\t\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'v0_kms_array.txt',v0_kms_array)\t\t\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'LD_array.txt',LD_array)\t\t\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'overShootLimit_array.txt',overShootLimit_array)\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'exitflag_os_array.txt',exitflag_os_array)\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'undershootLimit_array.txt',underShootLimit_array)\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'exitflag_us_array.txt',exitflag_us_array)\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'TCW_array.txt',TCW_array)" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "V_infty: 0.0 km/s, L/D: 0.0 G_MAX: 0.1330431053594133 QDOT_MAX: 140.91155406501474 J_MAX: 29874.621801169895 STAG. PRES: 0.002580414807141991\n", "V_infty: 0.0 km/s, L/D: 1.0 G_MAX: 0.19458771430807223 QDOT_MAX: 143.0988625244372 J_MAX: 30285.689932384335 STAG. PRES: 0.0024914483287594756\n", "V_infty: 30.0 km/s, L/D: 0.0 G_MAX: 17.53516238321169 QDOT_MAX: 50974.88161005046 J_MAX: 3359148.4906504373 STAG. PRES: 0.3397375503761374\n", "V_infty: 30.0 km/s, L/D: 1.0 G_MAX: 120.73071641252108 QDOT_MAX: 93546.94104353685 J_MAX: 5072351.332692758 STAG. PRES: 0.08214636492111621\n" ] } ], "source": [ "acc_net_g_max_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "stag_pres_atm_max_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "q_stag_total_max_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "heatload_max_array = np.zeros((len(v0_kms_array),len(LD_array))) \n", "\n", "for i in range(0,len(v0_kms_array)):\n", " for j in range(0,len(LD_array)):\n", " vehicle=Vehicle('Trident', 1000.0, 200.0, LD_array[j], 3.1416, 0.0, 1.00, planet)\n", " vehicle.setInitialState(1000.0,0.0,0.0,v0_kms_array[i],0.0,overShootLimit_array[i,j],0.0,0.0)\n", " vehicle.setSolverParams(1E-6)\n", "\n", " vehicle.propogateEntry(2400.0, 0.1, 180.0)\n", "\n", " # Extract and save variables to plot\n", " t_min_os = vehicle.t_minc\n", " h_km_os = vehicle.h_kmc\n", " acc_net_g_os = vehicle.acc_net_g\n", " q_stag_con_os = vehicle.q_stag_con\n", " q_stag_rad_os = vehicle.q_stag_rad\n", " rc_os = vehicle.rc\n", " vc_os = vehicle.vc\n", " stag_pres_atm_os = vehicle.computeStagPres(rc_os,vc_os)/(1.01325E5) \n", " heatload_os = vehicle.heatload\n", "\n", " vehicle=Vehicle('Trident', 1000.0, 200.0, LD_array[j], 3.1416, 0.0, 1.00, planet)\n", " vehicle.setInitialState(1000.0,0.0,0.0,v0_kms_array[i],0.0,underShootLimit_array[i,j],0.0,0.0)\n", " vehicle.setSolverParams(1E-6)\n", "\n", " vehicle.propogateEntry(2400.0, 0.1, 0.0)\n", "\n", " # Extract and save variable to plot\n", " t_min_us = vehicle.t_minc\n", " h_km_us = vehicle.h_kmc\n", " acc_net_g_us = vehicle.acc_net_g\n", " q_stag_con_us = vehicle.q_stag_con\n", " q_stag_rad_us = vehicle.q_stag_rad\n", " rc_us = vehicle.rc\n", " vc_us = vehicle.vc\n", " stag_pres_atm_us = vehicle.computeStagPres(rc_us,vc_us)/(1.01325E5) \n", " heatload_us = vehicle.heatload\n", "\n", " q_stag_total_os = q_stag_con_os + q_stag_rad_os\n", " q_stag_total_us = q_stag_con_us + q_stag_rad_us\n", "\n", " acc_net_g_max_array[i,j] = max(max(acc_net_g_os),max(acc_net_g_us)) \n", " stag_pres_atm_max_array[i,j] = max(max(stag_pres_atm_os),max(stag_pres_atm_os))\n", " q_stag_total_max_array[i,j] = max(max(q_stag_total_os),max(q_stag_total_us)) \n", " heatload_max_array[i,j] = max(max(heatload_os),max(heatload_us))\n", "\n", " print(\"V_infty: \"+str(vinf_kms_array[i])+\" km/s\"+\", L/D: \"+str(LD_array[j])+\" G_MAX: \"+str(acc_net_g_max_array[i,j])+\" QDOT_MAX: \"+str(q_stag_total_max_array[i,j])+\" J_MAX: \"+str(heatload_max_array[i,j])+\" STAG. PRES: \"+str(stag_pres_atm_max_array[i,j]))\n", "\n", "\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'acc_net_g_max_array.txt',acc_net_g_max_array)\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'stag_pres_atm_max_array.txt',stag_pres_atm_max_array)\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'q_stag_total_max_array.txt',q_stag_total_max_array)\n", "np.savetxt('../data/girijaSaikia2019b/'+runID+'heatload_max_array.txt',heatload_max_array)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "N1 = pd.read_excel('../interplanetary-data/Neptune/N1.xlsx', sheet_name='Sheet1')\n", "N2 = pd.read_excel('../interplanetary-data/Neptune/N2.xlsx', sheet_name='Sheet1')\n", "N3 = pd.read_excel('../interplanetary-data/Neptune/N3.xlsx', sheet_name='Sheet1')\n", "N4 = pd.read_excel('../interplanetary-data/Neptune/N4.xlsx', sheet_name='Sheet1')\n", "N5 = pd.read_excel('../interplanetary-data/Neptune/Neptune.xlsx', sheet_name='Neptune')\n", "\n", "TOF1 = N1['Atof'].values\n", "TOF2 = N2['Atof'].values\n", "TOF3 = N3['Atof'].values\n", "TOF4 = N4['Atof'].values\n", "TOF5 = N5['TOF'].values*365.0\n", "\n", "VINF1 = N1['Avinf'].values\n", "VINF2 = N2['Avinf'].values\n", "VINF3 = N3['Avinf'].values\n", "VINF4 = N4['Avinf'].values\n", "VINF5 = N5['ArrVinf_mag'].values\n", "\n", "LC31 = N1['LC3'].values\n", "LC32 = N2['LC3'].values\n", "LC33 = N3['LC3'].values\n", "LC34 = N4['LC3'].values\n", "LC35 = N5['C3'].values\n", "\n", "TOF = np.concatenate((TOF1, TOF2, TOF3, TOF4),axis=0)\n", "TOF_y = TOF / 365.0\n", "\n", "VINF_kms = np.concatenate((VINF1, VINF2, VINF3, VINF4),axis=0)\n", "\n", "LC3 = np.concatenate((LC31,LC32,LC33, LC34),axis=0)\n", "\n", "\n", "\n", "#plt.axhline(y=13.5,linewidth=1, linestyle='dotted' ,color='black',zorder=0)\n", "#plt.axvline(x=13.0,linewidth=1, linestyle='dotted' ,color='black',zorder=0)\n", "\n", "fig, axes = plt.subplots(1, 2, figsize = (6.5, 3.5))\n", "fig.tight_layout()\n", "plt.subplots_adjust(wspace=0.30)\n", "plt.rc('font',family='Times New Roman')\n", "params = {'mathtext.default': 'regular' } \n", "plt.rcParams.update(params)\n", "\n", "a0 = axes[0].scatter(TOF5 / 365.0, VINF5, c=LC35, cmap='jet',vmin=0, vmax=LC35.max(), zorder=10,s=5.0)\n", "a1 = axes[0].scatter(TOF_y, VINF_kms , c=LC3, cmap='jet',vmin=0, vmax=LC35.max(), zorder=11, s=5.0)\n", "cbar = fig.colorbar(a0, ax=axes[0])\n", "cbar.ax.tick_params(labelsize=10) \n", "cbar.set_label(r'$C_3, km^2/s^2$', labelpad=-27, y=1.10, rotation=0, fontsize=10)\n", "cbar.ax.tick_params(axis='y', direction='in')\n", "\n", "axes[0].tick_params(direction='in')\n", "axes[0].yaxis.set_ticks_position('both')\n", "axes[0].xaxis.set_ticks_position('both')\n", "\n", "axes[0].set_xlabel(\"Time of flight (TOF), years\" ,fontsize=10)\n", "axes[0].set_ylabel(\"Arrival \"+r'$V_{\\infty}$'+', km/s',fontsize=10)\n", "\n", "axes[0].set_yticks(np.arange(5, 26, step=5))\n", "axes[0].set_xticks(np.arange(6, 13, step=2))\n", "\n", "axes[0].tick_params(axis='x',labelsize=10)\n", "axes[0].tick_params(axis='y',labelsize=10)\n", "\n", "\n", "x = np.loadtxt('../data/girijaSaikia2019b/'+runID+'vinf_kms_array.txt')\n", "y = np.loadtxt('../data/girijaSaikia2019b/'+runID+'LD_array.txt')\n", "\n", "Z1 = np.loadtxt('../data/girijaSaikia2019b/'+runID+'TCW_array.txt')\n", "G1 = np.loadtxt('../data/girijaSaikia2019b/'+runID+'acc_net_g_max_array.txt')\n", "Q1 = np.loadtxt('../data/girijaSaikia2019b/'+runID+'q_stag_total_max_array.txt')\n", "H1 = np.loadtxt('../data/girijaSaikia2019b/'+runID+'heatload_max_array.txt')\n", "S1 = np.loadtxt('../data/girijaSaikia2019b/'+runID+'stag_pres_atm_max_array.txt')\n", "\n", "\n", "f1 = interpolate.interp2d(x, y, np.transpose(Z1), kind='cubic')\t\n", "g1 = interpolate.interp2d(x, y, np.transpose(G1), kind='cubic')\n", "q1 = interpolate.interp2d(x, y, np.transpose(Q1), kind='cubic')\n", "h1 = interpolate.interp2d(x, y, np.transpose(H1), kind='cubic')\n", "s1 = interpolate.interp2d(x, y, np.transpose(S1), kind='cubic')\n", "\n", "\n", "x_new = np.linspace( 0.0, 30, 110)\n", "y_new = np.linspace( 0.0, 1.0 ,110)\n", "z_new = np.zeros((len(x_new),len(y_new)))\n", "\n", "z1_new = np.zeros((len(x_new),len(y_new)))\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", " z1_new[i,j] = f1(x_new[i],y_new[j])\n", " g1_new[i,j] = g1(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", "\n", "Z1 = z1_new\n", "G1 = g1_new\n", "Q1 = q1_new\n", "S1 = s1_new\n", "H1 = h1_new/1000.0\n", "\n", "X, Y = np.meshgrid(x_new, y_new)\n", "\n", "Zlevels = np.array([0.75,1.25,2.0])\n", "Glevels = np.array([30.0])\n", "Qlevels = np.array([8000.0])\n", "Hlevels = np.array([600.0])\n", "Slevels = np.array([1.0])\n", "\n", "\n", "\n", "ZCS1 = axes[1].contour(X, Y, np.transpose(Z1), levels=Zlevels, colors='black')\n", "\n", "plt.clabel(ZCS1, inline=1, fontsize=9, colors='black',fmt='%.2f',inline_spacing=1)\n", "ZCS1.collections[0].set_linewidths(1.0)\n", "ZCS1.collections[1].set_linewidths(1.0)\n", "ZCS1.collections[2].set_linewidths(1.0)\n", "ZCS1.collections[0].set_label(r'$TCW, deg$')\n", "\n", "\n", "GCS1 = axes[1].contour(X, Y, np.transpose(G1), levels=Glevels, colors='blue', linestyles='dashed')\n", "\n", "plt.clabel(GCS1, inline=1, fontsize=9, colors='blue',fmt='%d')\n", "GCS1.collections[0].set_linewidths(1.0)\n", "GCS1.collections[0].set_label(r'$Peak$'+ r' '+r'$g$'+r'-load')\n", "\n", "\n", "\n", "QCS1 = axes[1].contour(X, Y, np.transpose(Q1), levels=Qlevels, colors='red',linestyles='dotted')\n", "\n", "plt.clabel(QCS1, inline=1, fontsize=9, colors='red',fmt='%d')\n", "QCS1.collections[0].set_linewidths(1.0)\n", "QCS1.collections[0].set_label(r'$Peak$'+r' '+r'$\\dot{q}$'+', '+r'$W/cm^2$')\n", "\n", "\n", "HCS1 = axes[1].contour(X, Y, np.transpose(H1), levels=Hlevels, colors='magenta', linestyles='dashdot')\n", "plt.xlim([0.0,30.0])\n", "plt.clabel(HCS1, inline=1, fontsize=9, colors='magenta',fmt='%d',inline_spacing=1)\n", "HCS1.collections[0].set_linewidths(1.0)\n", "HCS1.collections[0].set_label(r'$Heat$'+' '+r'$ load, kJ/cm^2$')\n", "\n", "\n", "\n", "SCS1 = axes[1].contour(X, Y, np.transpose(S1), levels=Slevels, colors='xkcd:emerald green', linestyles='dashed')\n", "plt.xlim([0.0,30.0])\n", "plt.clabel(SCS1, inline=1, fontsize=9, colors='xkcd:emerald green',fmt='%.1f',inline_spacing=1)\n", "SCS1.collections[0].set_linewidths(1.0)\n", "SCS1.collections[0].set_label(r'$Peak$'+r' '+'stag. pres., bar')\n", "\n", "for c in SCS1.collections:\n", "\t\tc.set_dashes([(0.5, (7.0, 2.0))])\n", "\n", "axes[1].tick_params(direction='in')\n", "axes[1].yaxis.set_ticks_position('both')\n", "axes[1].xaxis.set_ticks_position('both')\n", "\n", "#axes[1].set(xlabel=\"Exam score-1\", ylabel=\"Exam score-2\")\n", "\n", "axes[1].set_xlabel(\"Arrival \"+r'$V_{\\infty}$'+r', km/s' ,fontsize=10)\n", "axes[1].set_ylabel(\"L/D\",fontsize=10)\n", "\n", "axes[1].tick_params(axis='x',labelsize=10)\n", "axes[1].tick_params(axis='y',labelsize=10)\n", "\n", "\n", "legend1 = axes[1].legend(loc='lower left', fontsize=8, frameon=False)\n", "\n", "plt.scatter(19.96, 0.40, s=40, c='k', marker='o', zorder=25)\n", "\n", "dat0 = ZCS1.allsegs[2][0]\n", "x1,y1=dat0[:,0],dat0[:,1]\n", "F1 = interpolate.interp1d(x1, y1, kind='linear',fill_value='extrapolate', bounds_error=False)\n", "\n", "dat1 = GCS1.allsegs[0][0]\n", "x2,y2=dat1[:,0],dat1[:,1]\n", "F2 = interpolate.interp1d(x2, y2, kind='linear',fill_value='extrapolate', bounds_error=False)\n", "\n", "dat2 = HCS1.allsegs[0][0]\n", "x3,y3= dat2[:,0],dat2[:,1]\n", "F3 = interpolate.interp1d(x3, y3, kind='linear',fill_value='extrapolate', bounds_error=False)\n", "\n", "\n", "x4 = np.linspace(0,30,301)\n", "y4 = F1(x4)\n", "y5 = F2(x4)\n", "y6 = F3(x4)\n", "\n", "y7 = np.minimum(y5,y6)\n", "\n", "plt.fill_between(x4, y4, y7, where=y4<=y7,color='xkcd:neon green')\n", "\n", "dat0 = ZCS1.allsegs[1][0]\n", "x1,y1=dat0[:,0],dat0[:,1]\n", "F1 = interpolate.interp1d(x1, y1, kind='linear',fill_value='extrapolate', bounds_error=False)\n", "\n", "dat1 = ZCS1.allsegs[2][0]\n", "x2,y2=dat1[:,0],dat1[:,1]\n", "F2 = interpolate.interp1d(x2, y2, kind='linear',fill_value='extrapolate', bounds_error=False)\n", "\n", "dat2 = HCS1.allsegs[0][0]\n", "x3,y3= dat2[:,0],dat2[:,1]\n", "F3 = interpolate.interp1d(x3, y3, kind='linear',fill_value='extrapolate', bounds_error=False)\n", "\n", "\n", "x4 = np.linspace(0,30,301)\n", "y4 = F1(x4)\n", "y5 = F2(x4)\n", "y6 = F3(x4)\n", "\n", "y7 = np.minimum(y5,y6)\n", "\n", "plt.fill_between(x4, y4, y7, where=y4<=y7,color='xkcd:bright yellow')\n", "plt.xlim([0.0,30.0])\n", "plt.ylim([0.0,1.0])\n", "\n", "plt.savefig('../plots/girijaSaikia2019b.png',bbox_inches='tight')\n", "plt.savefig('../plots/girijaSaikia2019b.pdf', dpi=300,bbox_inches='tight')\n", "plt.savefig('../plots/girijaSaikia2019b.eps', dpi=300,bbox_inches='tight')\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "" ] }, "execution_count": 9, "metadata": { "image/png": { "width": 800 } }, "output_type": "execute_result" } ], "source": [ "from IPython.display import Image\n", "Image(filename='../plots/girijaSaikia2019b-high-res.png', width=800)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The plots are now saved in plots/girijaSaikia2019b" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Congratulations!** You have created the aerocapture feasibility chart for Neptune. The black dot indicates a baseline reference design selected for Monte Carlo analysis in the next example." ] } ], "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 }