{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Etape 11 : Correction : Mouvement d'un satellite géostationnaire (version professeur)" ] }, { "cell_type": "raw", "metadata": { "raw_mimetype": "text/restructuredtext" }, "source": [ ":download:`Télécharger le pdf <./mouvement_satellite_geostationnaire_prof.pdf>` |\n", ":download:`Télécharger le notebook <./mouvement_satellite_geostationnaire_prof-download.ipynb>` |\n", ":download:`Lancer le notebook sur binder (lent) `\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "# cellule 1 : import des bibliothèques\n", "\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "%matplotlib inline" ] }, { "attachments": { "orbites.png": { "image/png": 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" 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} }, "cell_type": "markdown", "metadata": {}, "source": [ "**Document :**\n", "\n", "GOES-17 est le deuxième satellite de la génération actuelle de satellites météorologiques exploités par l'Administration nationale des océans et de l'atmosphère (NOAA). Il s'agit d'un satellite géostationnaire qui vise à fournir des images haute résolution visibles et infrarouges et des observations de la foudre sur plus de la moitié du globe. \n", "Le satellite a été lancé dans l'espace le 1er mars 2018 par un véhicule Atlas V (541) depuis la base aérienne de Cape Canaveral, en Floride. Il avait une masse de lancement de 5 192 kg (sa masse sèche (sans le carburant (ergols)) est de 2 857 kg). Le 12 mars, GOES-17 a rejoint GOES-16 (lancé en 2016) sur une orbite géosynchrone à 35 786 km au-dessus de la Terre (soit un rayon orbital de 42 164 km). GOES-17 est devenu opérationnel le 12 février 2019 sous le nom de GOES-West. Sa durée de vie utile prévue est de 15 ans.\n", "\n", "L'orbite géosynchrone est une orbite géocentrique sur laquelle un satellite dit géostationnaire se déplace dans le même sens que la Terre (d'ouest en est) et dont la période orbitale est égale à la période de rotation sidérale de la Terre (soit environ 23 h 56 min 4 s). Un satellite géostationnaire reste donc toujours à la verticale d'un même lieu sur Terre.\n", "\n", "source : Wikipédia (texte remanié)\n", "\n", "![satellite.jpg](satellite.jpg)\n", "\n", "![orbites.png](orbites.png)" ] }, { "attachments": { "cercle.jpg": { "image/jpeg": 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} }, "cell_type": "markdown", "metadata": {}, "source": [ "**Rappels mathématiques** : \n", "\n", "![cercle.jpg](cercle.jpg)\n", "\n", "Les coordonnées cartésiennes du point M décrivant un cercle de rayon R centré sur l'origine O du repère sont : \n", "\n", "$(x_M=R\\times \\cos{\\theta}\\;;\\;y_M=R\\times \\sin{\\theta})$\n", "\n", "Le vecteur unitaire $\\overrightarrow{u}=\\frac{\\overrightarrow{OM}}{OM}=\\frac{\\overrightarrow{OM}}{R}$ a pour coordonnées :\n", "$\\overrightarrow{u} \\begin{pmatrix} \\frac{x_M}{R}=\\cos{\\theta} \\\\ \\frac{y_M}{R}=\\sin{\\theta} \\end{pmatrix}$\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Problématique : Comment la force d'attraction gravitationnelle exercée par la Terre sur le satellite GOES-17 influence la variation de son vecteur vitesse?**\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "L'étude du mouvement du satellite GOES-17 aura lieu dans le référentiel géocentrique supposé galiléen auquel on associe un repère cartésien orthonormé fixe dont l'origine est au centre de la Terre." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "1. Quelle est la nature du mouvement du satellite GOES-17 ? (Répondre dans la cellule ci-dessous en double-cliquant dessus si besoin)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "2. En vous basant sur vos connaissances issues de la classe de seconde (en physique et en programmation), réfléchir aux différentes parties que comportera le programme permettant de répondre à la problématique. (Répondre dans la cellule ci-dessous en double-cliquant dessus si besoin)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "- codage de la trajectoire du satellite (cellule 2)\n", "- codage des coordonnées du vecteur vitesse (cellule 3)\n", "- codage des coordonnées du vecteur variation de vitesse (cellule 4)\n", "- codage des coordonnées du vecteur force d'attraction gravitationnelle (cellule 5)\n", "- affichage d'un graphique représentant la trajectoire, le vecteur variation de vitesse du satellite et le vecteur force d'attraction gravitationnelle (cellule 6)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "3. A l'aide du document, déterminer les valeurs du rayon R de la trajectoire et la période de révolution T du satellite (lignes 3 et 4 de la cellule 2)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "4. Quelle valeur en radian prend l'angle $\\theta$ lorsqu'il est parcouru par le segment OM en une période T? (Répondre dans la cellule ci-dessous en double-cliquant dessus si besoin)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**note codage LaTeX** : double-cliquer sur cette cellule pour voir comment coder l'écriture des lettres grecques :\n", "\n", "- théta : $\\theta$\n", "- pi: $\\pi$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "5. En déduire l'expression de l'angle $\\theta$ en fonction du temps t et de la période T (ligne 8 de la cellule 2).\n", "\n", "6. En déduire les coordonnées x et y de la position du satellite en vous aidant des rappels mathématiques (lignes 10 et 11 de la cellule 2).\n", "\n", "**Note codage : la constante pi ainsi que les fonctions cos et sin sont fournies par la bibliothèque numpy** :\n", "- np.pi\n", "- np.cos()\n", "- np.sin()" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# cellule 2 : coordonnées de la position du satellite\n", "\n", "R=42164000 # rayon en m\n", "T=84164 # période de révolution en s\n", "\n", "t=np.arange(0,84164,500) \n", "\n", "theta=2*np.pi/T*t\n", "\n", "x=R*np.cos(2*np.pi/T*t)\n", "y=R*np.sin(2*np.pi/T*t)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Afin de calculer les coordonnées du vecteur vitesse, **notées vx et vy** on crée une fonction **coordvit(u)** :\n", "\n", " - **u** est une liste et représente une des coordonnées (x ou y) du vecteur position. \n", " - **vu** est une liste et représente une des coordonnées (vx ou vy) du vecteur vitesse.\n", " - **vui** est la valeur à l'instant $t_i$ de la coordonnée étudiée du vecteur vitesse. La liste **vu** contiendra ces valeurs **vui**.\n", "\n", "7. Compléter la ligne 6 de la cellule 3 permettant de calculer les valeurs **vui** prises par la coordonnée **vu** du vecteur vitesse à chaque instant du mouvement.\n", "\n", "**Note codage : la variable t est déclarée dans le programme principal et est donc globale. Elle est ainsi reconnue au sein de toute fonction...**\n", "\n", "**On rappelle que la $i^{eme}$ valeur d'une liste u est codée u[i]** \n", "\n", "8. Ecrire les deux lignes de code permettant de calculer les valeurs des coordonnées **vx** et **vy** (lignes 10 et 11 de la cellule 3). " ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "# cellule 3 : coordonnées du vecteur vitesse du satellite\n", "\n", "def coordvit(t,u):\n", " vu=[]\n", " for i in range (len(u)-1):\n", " vui=(u[i+1]-u[i])/(t[i+1]-t[i])\n", " vu.append(vui)\n", " return(vu)\n", "\n", "vx=coordvit(t,x)\n", "vy=coordvit(t,y)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "On appelle vecteur variation de vitesse au temps $t_i$, le vecteur : $\\overrightarrow{\\Delta v}(t_i)=\\overrightarrow{v}(t_{i+1})-\\overrightarrow{v}(t_{i})$.\n", "\n", "On désire calculer les coordonnées notées dvx et dvy du vecteur $\\overrightarrow{\\Delta v}$\n", "\n", "9. En vous basant sur le modèle de la fonction précédente, créer une fonction **coordvarvit(vu)** permettant de calculer les valeurs d'une coordonnée notée **dvu** du vecteur variation de vitesse (lignes 3 à 8 de la cellule 4).\n", "\n", "10. Ecrire les deux lignes de code permettant de calculer les valeurs des coordonnées **dvx** et **dvy** (lignes 10 et 11 de la cellule 4). " ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "# cellule 4 : coordonnées du vecteur variation de vitesse\n", "\n", "def coordvarvit(vu):\n", " dvu=[]\n", " for j in range (len(vu)-1):\n", " dvuj=vu[j+1]-vu[j]\n", " dvu.append(dvuj)\n", " return(dvu)\n", "\n", "dvx=coordvarvit(vx)\n", "dvy=coordvarvit(vy)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "11. A l'aide du document, déterminer la valeur de la masse m du satellite après avoir consommé 1000 kg de carburant (ligne 4 de la cellule 5)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "12. Donner l'expression vectorielle de la force d'attraction gravitationnelle exercée par la Terre sur le satellite $\\overrightarrow{F_{T/S}}$ en fonction de G, $M_T$, m, R et $\\overrightarrow{u}$. (Répondre dans la cellule ci-dessous en double-cliquant dessus si besoin)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "$\\overrightarrow{F_{T/S}}=-G\\times\\frac{M_T\\times m}{R^2}\\times \\overrightarrow{u}$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**note codage LaTeX** : double-cliquer sur cette cellule pour voir comment coder l'écriture :\n", "\n", "- d'un vecteur : $\\overrightarrow{vecteur}$ ou $\\vec{vecteur}$\n", "\n", "- d'une fraction : $\\frac{numerateur}{denominateur}$\n", "\n", "- d'un indice : $x_{indice}$\n", "\n", "- d'un exposant : $y^{exposant}$\n", "\n", "- d'un signe x : $\\times$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "13. Déterminer les expressions des coordonnées Fx et Fy de la force d'attraction gravitationnelle exercée par la Terre sur le satellite en vous aidant de vos connaissances et des rappels mathématiques (lignes 7 et 8 de la cellule 5)." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# cellule 5 : coordonnées du vecteur \n", "# force d'attraction gravitationnelle\n", "\n", "MT=5.972*10**24 # masse de la Terre en kg\n", "m=4192 # masse du satellite en kg\n", "G=6.67408*10**(-11) # constante de gravitation universelle \n", " # en m^3.kg^-1.s^-2\n", "\n", "Fx=(G*MT*m/(R**2))*(-x/R)\n", "Fy=(G*MT*m/(R**2))*(-y/R)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "14. Compléter la ligne de code 4 permttant d'afficher la trajectoire du satellite.\n", "\n", "15. Compléter les lignes de code 5, 6 et 9 (et éventuellement 10) afin d'afficher les légendes des axes et le titre du graphique.\n", "\n", "16. Sur le modèle des lignes de code 13 et 14, compléter les lignes de code 15 et 16 permettant de tracer le vecteur force d'attraction gravitationnelle." ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "scrolled": true }, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# cellule 6 : Tracé du graphique permettant de visualiser \n", "# la trajectoire du satellite ainsi que les \n", "# vecteurs variation de vitesse et force d'attraction gravitationnelle.\n", "\n", "plt.figure (figsize=(10,10))\n", "plt.plot(x,y,'+')\n", "plt.xlabel('x(m)')\n", "plt.ylabel('y(m)')\n", "plt.xlim(-50000000,50000000)\n", "plt.ylim(-50000000,50000000)\n", "plt.title (\"Comparaison du vecteur variation de vitesse \"\n", " \"et de la force d'attraction gravitationnelle \\n\" \n", " \"Cas du mouvement d'un satellite géostationnaire \"\n", " \"autour de la Terre\")\n", "\n", "for k in range(len(dvx)):\n", " plt.arrow(x[k],y[k],50000*dvx[k],50000*dvy[k],\n", " facecolor='b',edgecolor='b',width=200000,\n", " head_width=1000000,length_includes_head=True)\n", " plt.arrow(x[k],y[k],10000*Fx[k+2],10000*Fy[k+2],\n", " facecolor='r',edgecolor='r',width=200000,\n", " head_width=1000000,length_includes_head=True)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "17. Conclusion : Répondre à la problématique dans la cellule suivante en double-cliquant dessus si besoin." ] }, { "cell_type": "markdown", "metadata": {}, "source": [] } ], "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": "3.6.9" } }, "nbformat": 4, "nbformat_minor": 4 }