{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Example - 09 - Uranus Aerocapture" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this example, we will create combined interplanetary and aerocapture feasibility charts for Uranus." ] }, { "cell_type": "code", "execution_count": 1, "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": 3, "metadata": {}, "outputs": [], "source": [ "# Create a planet object\n", "planet=Planet(\"URANUS\")\n", "\n", "# Load an nominal atmospheric profile with height, temp, pressure, density data\n", "planet.loadAtmosphereModel('../atmdata/Uranus/uranus-ames.dat', 0 , 1 , 2, 3)\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": 4, "metadata": {}, "outputs": [], "source": [ "os.makedirs('../data/girijaSaikia2019a')\n", "runID = '20DAYBC200FINEGRID1'\n", "\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+1500.0*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": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Run #1 of 4: Arrival V_infty: 0.0 km/s, L/D:0.0 OSL: -8.036447100388614 USL: -8.036447100388614, 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: -7.976950472933822 USL: -8.093977107666433, TCW: 0.11702663473261055 EFOS: 1.0 EFUS: 1.0\n", "Run #3 of 4: Arrival V_infty: 30.0 km/s, L/D:0.0 OSL: -14.479022156530846 USL: -14.479022156530846, 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: -13.721204087287333 USL: -21.917360380572063, TCW: 8.19615629328473 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('Oberon', 1000.0, 200.0, LD_array[j], 3.1416, 0.0, 1.00, planet)\n", " vehicle.setInitialState(1500.0,0.0,0.0,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, 1491329.10)\n", " underShootLimit_array[i,j], exitflag_us_array[i,j] = vehicle.findUnderShootLimit(2400.0, 0.1, -80.0, -4.0, 1E-10, 1491329.10)\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/girijaSaikia2019a/'+runID+'vinf_kms_array.txt',vinf_kms_array)\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'v0_kms_array.txt',v0_kms_array)\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'LD_array.txt',LD_array)\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'overShootLimit_array.txt',overShootLimit_array)\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'exitflag_os_array.txt',exitflag_os_array)\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'undershootLimit_array.txt',underShootLimit_array)\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'exitflag_us_array.txt',exitflag_us_array)\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'TCW_array.txt',TCW_array)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "V_infty: 0.0 km/s, L/D: 0.0 G_MAX: 0.05394060815860674 QDOT_MAX: 74.06491463780053 J_MAX: 41374.247055160056 STAG. PRES: 0.0010473053416354748\n", "V_infty: 0.0 km/s, L/D: 1.0 G_MAX: 0.08366575834728353 QDOT_MAX: 77.03205462674941 J_MAX: 42091.96352516038 STAG. PRES: 0.0010461973471433495\n", "V_infty: 30.0 km/s, L/D: 0.0 G_MAX: 12.243125885881222 QDOT_MAX: 28618.290301651356 J_MAX: 2374794.7913468257 STAG. PRES: 0.23721295548140664\n", "V_infty: 30.0 km/s, L/D: 1.0 G_MAX: 127.05514958454569 QDOT_MAX: 51744.90580336135 J_MAX: 3659758.2791496087 STAG. PRES: 0.0539571845570865\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('Oberon', 1000.0, 200.0, LD_array[j], 3.1416, 0.0, 1.00, planet)\n", " vehicle.setInitialState(1500.0,0.0,0.0,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('Oberon', 1000.0, 200.0, LD_array[j], 3.1416, 0.0, 1.00, planet)\n", " vehicle.setInitialState(1500.0,0.0,0.0,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", "np.savetxt('../data/girijaSaikia2019a/'+runID+'acc_net_g_max_array.txt',acc_net_g_max_array)\t\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'stag_pres_atm_max_array.txt',stag_pres_atm_max_array)\t\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'q_stag_total_max_array.txt',q_stag_total_max_array)\t\n", "np.savetxt('../data/girijaSaikia2019a/'+runID+'heatload_max_array.txt',heatload_max_array)\n" ] }, { "cell_type": "code", "execution_count": 7, "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/Uranus/U1.xlsx', sheet_name='Sheet1')\n", "N2 = pd.read_excel('../interplanetary-data/Uranus/U2.xlsx', sheet_name='Sheet1')\n", "N3 = pd.read_excel('../interplanetary-data/Uranus/U3.xlsx', sheet_name='Sheet1')\n", "N4 = pd.read_excel('../interplanetary-data/Uranus/U4.xlsx', sheet_name='Sheet1')\n", "N5 = pd.read_excel('../interplanetary-data/Uranus/Uranus.xlsx', sheet_name='Uranus')\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/girijaSaikia2019a/'+runID+'vinf_kms_array.txt')\n", "y = np.loadtxt('../data/girijaSaikia2019a/'+runID+'LD_array.txt')\n", "\n", "Z1 = np.loadtxt('../data/girijaSaikia2019a/'+runID+'TCW_array.txt')\n", "G1 = np.loadtxt('../data/girijaSaikia2019a/'+runID+'acc_net_g_max_array.txt')\n", "Q1 = np.loadtxt('../data/girijaSaikia2019a/'+runID+'q_stag_total_max_array.txt')\n", "H1 = np.loadtxt('../data/girijaSaikia2019a/'+runID+'heatload_max_array.txt')\n", "S1 = np.loadtxt('../data/girijaSaikia2019a/'+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([0.5,1.0,1.5,2.0])\n", "Glevels = np.array([30.0])\n", "Qlevels = np.array([8000.0])\n", "Hlevels = np.array([700.0])\n", "Slevels = np.array([1.0])\n", "\n", "\n", "ZCS1 = axes[1].contour(X, Y, np.transpose(Z1), levels=Zlevels, colors='black')\n", "\n", "plt.clabel(ZCS1, inline=1, fontsize=10, colors='black',fmt='%.1f',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[3].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=10, 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=10, 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=10, 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$')\n", "\n", "\n", "\n", "SCS1 = axes[1].contour(X, Y, np.transpose(S1), levels=Slevels, colors='xkcd:emerald green', linestyles='dashed')\n", "plt.xlim([0.0,30.0])\n", "plt.clabel(SCS1, inline=1, fontsize=10, colors='xkcd:emerald green',fmt='%.1f',inline_spacing=1)\n", "SCS1.collections[0].set_linewidths(1.0)\n", "SCS1.collections[0].set_label(r'$Peak$'+r' '+'stag. pres., bar')\n", "\n", "for c in SCS1.collections:\n", " c.set_dashes([(0.5, (7.0, 2.0))])\n", "\n", "axes[1].tick_params(direction='in')\n", "axes[1].yaxis.set_ticks_position('both')\n", "axes[1].xaxis.set_ticks_position('both')\n", "\n", "#axes[1].set(xlabel=\"Exam score-1\", ylabel=\"Exam score-2\")\n", "\n", "axes[1].set_xlabel(\"Arrival \"+r'$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", "\n", "dat0 = ZCS1.allsegs[3][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[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 = ZCS1.allsegs[3][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/girijaSaikia2019a.png',bbox_inches='tight')\n", "plt.savefig('../plots/girijaSaikia2019a.pdf', dpi=300,bbox_inches='tight')\n", "plt.savefig('../plots/girijaSaikia2019a.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/girijaSaikia2019a-high-res.png', width=800)" ] } ], "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 }