Files
ArtStudies/L3/Equations Différentielles/TP1_EDO_EulerExp.ipynb
Arthur DANJOU d5a6bfd339 Refactor code for improved readability and consistency across multiple Jupyter notebooks
- Added missing commas in various print statements and function calls for better syntax.
- Reformatted code to enhance clarity, including breaking long lines and aligning parameters.
- Updated function signatures to use float type for sigma parameters instead of int for better precision.
- Cleaned up comments and documentation strings for clarity and consistency.
- Ensured consistent formatting in plotting functions and data handling.
2025-12-13 23:38:17 +01:00

611 lines
944 KiB
Plaintext
Raw Blame History

This file contains ambiguous Unicode characters
This file contains Unicode characters that might be confused with other characters. If you think that this is intentional, you can safely ignore this warning. Use the Escape button to reveal them.
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## L3 Mathématiques - 2023/24 - Univ. Paris-Saclay\n",
"## Analyse théorique et numérique des EDO - Année 2023/24\n",
"---------------------------------------------------------------------------------------------------------------\n",
"\n",
"## TP 1 : Représentation des solutions d'une EDO et résolution approchée par le schéma d'Euler explicite\n",
"---------------------------------------------------------------------------------------------------------------\n",
"\n",
"### Partie 1. Champs de vecteurs pour une EDO scalaire.\n",
"\n",
"Soit $f:\\mathbb{R}\\times\\mathbb{R}\\longrightarrow\\mathbb{R}$ une fonction de classe $C^1$ et considérons l'équation différentielle\n",
"$$\n",
"(E)\\ \\ \\ \\ \\ \\ \\ y'(t)=f(t,y(t)).\n",
"$$\n",
"\n",
"\n",
"Très souvent on ne sait pas résoudre explicitement l'équation différentielle $(E)$. Mais on peut avoir une idée de lallure du graphe d'une solution de cette équation en observant le *champ de vecteurs*, ou *champ de vitesses*, associé, qui est l'application \n",
"$$\n",
"V:(t,y)\\mapsto\\big(1,f(t,y)\\big).\n",
"$$\n",
"En effet, en un point $(t,y(t))$ du graphe d'une solution $t\\mapsto y(t)$ de l'équation $y'=f(t,y)$, le vecteur vitesse $(1,y'(t))$, qui est égal au vecteur $(1,f(t,y(t)))$, est tangent au graphique en ce point. La connaissance de la fonction $f$ en chaque point (t,y) permet donc de représenter ces vecteurs tangents même si l'on ne connait pas la solution de $(E)$. Et si l'on en trace un grand nombre de ces vecteurs, issus de points uniformément répartis dans le plan (t,y), on obtient une représentation du champ de vecteurs associé à l'équation différentielle qui permet souvent de *deviner* les graphes des solutions puisqu'il s'agit de courbes dont les tangentes en leurs points sont des vecteurs de ce champs de vecteurs.\n",
"\n",
"On va dans cette feuille représenter des champs de vecteurs, dans un premier temps pour une EDO dont la solution on sait calculer, et superposer dans le plan $(t,y)$ le graphique de la solution. On fera ensuite pareil pour une EDO dont on ne sait pas calculer la solution analytique, et on utilisera le schéma d'Euler explicite pour obtenir une *solution numérique* approchée. \n",
"\n",
"*On représente chaque vecteur vitesse $V(P)$ en un point $P=(\\bar{t},\\bar{y})$ du plan, par une flèche correspondant au segment $[P,P+\\varepsilon V(P)],$ avec $\\varepsilon$ petit, partant de $P$ et pointant vers $P+\\varepsilon V(P)$. En python, on peut utiliser la fonction* `quiver` *du module* `matplotlib` *pour représenter les champs de vecteurs.* \n",
"\n",
"### Exercice 1. Représentation des solutions d'une EDO et des champs de vecteurs.\n",
"\n",
"Nous nous intéressons aux deux équations suivantes :\n",
"\n",
"\\begin{equation}\\tag{1}\n",
"y'=-ty,\n",
"\\end{equation}\n",
"\n",
"\\begin{equation}\\tag{2}\n",
"y'=ty^2.\n",
"\\end{equation}\n",
"\n",
"Les solutions d'un problème de Cauchy, de donnée initiale $y(0)=y_0$, avec $y_0\\in\\mathbb{R}$ donné, pour chacune des équations (1) et (2) sont respectivement (**exercice : retrouver les expressions de ces solutions**) :\n",
"\n",
"Pour l'équation (1) :\n",
"$$\n",
"y(t)=y_0 e^{-\\frac{t^2}{2}}.\n",
"$$\n",
"\n",
"Pour l'équation (2) :\n",
"$$\n",
"y(t)=\\frac{y_0}{{1}-y_0\\frac{t^2}{2}}.\n",
"$$\n",
"\n",
"\n",
"**Question 1).** Pour l'équation (1) :\n",
" - Sur python, tracer dans l'intervalle $[-3,3]$, la solution de (1) qui vérifie $y(0)=1.$ Tracer ensuite sur le même graphique la solution qui vérifie la condition initiale $y(0)=2.$ Donner un titre et mettre des légendes sur vos graphiques.\n",
"\n",
" - Tracer dans le même graphique le champ de vecteurs associé à cette équation, en utilisant les commandes :\n",
" \n",
"`t=np.linspace(-5,5,35) # abcisse des points de la grille\n",
" y=np.linspace(0,2.1,23) # ordonnées des points de la grille\n",
" T,Y=np.meshgrid(t,y) # grille de points dans le plan (t,y)\n",
" U=np.ones(T.shape)/np.sqrt(1+f1(T,Y)**2) # matrice avec les composantes horizontales des vecteurs (1), normalisées\n",
" V=f1(T,Y)/np.sqrt(1+f1(T,Y)**2) # matrice avec les composantes verticales des vecteurs (f(t,y)), normalisées\n",
" plt.quiver(T,Y,U,V,angles='xy',scale=20,color='blue')`\n",
" \n",
" La figure sera plus lisible si on limite la fenêtre graphique au rectangle $[-5,5]\\times[0,2.1]$ avec la commande \n",
" `plt.axis([-5,5,0,2.1])`"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"(-5.0, 5.0, 0.0, 2.1)"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"\n",
"\n",
"# Fonction f définissant l'EDO\n",
"def f1(t, y):\n",
" return -t * y\n",
"\n",
"\n",
"# Solution exacte\n",
"def uex1(t, y0):\n",
" return y0 * np.exp(-(t**2) / 2)\n",
"\n",
"\n",
"plt.figure(1)\n",
"\n",
"## Solutions de l'EDO 1 telles que y(0)=1 et y(0)=2\n",
"\n",
"tt = np.linspace(-3, 3, 100) # vecteur représentant l'intervalle de temps\n",
"y1 = uex1(tt, 1) # sol. exacte avec y_0=1\n",
"y2 = uex1(tt, 2) # sol. exacte avec y_0=2\n",
"plt.plot(tt, y1, label=\"y(0)=1\")\n",
"plt.plot(tt, y2, label=\"y(0)=2\")\n",
"\n",
"##Tracé du champ de vecteurs\n",
"\n",
"plt.title(\"Solution exacte pour y0 et y1\")\n",
"plt.legend()\n",
"plt.xlabel(\"t\")\n",
"plt.ylabel(\"y\")\n",
"\n",
"t = np.linspace(-5, 5, 35) # abcisse des points de la grille\n",
"y = np.linspace(0, 2.1, 23) # ordonnées des points de la grille\n",
"T, Y = np.meshgrid(t, y) # grille de points dans le plan (t,y)\n",
"U = np.ones(T.shape) / np.sqrt(\n",
" 1 + f1(T, Y) ** 2,\n",
") # matrice avec les composantes horizontales des vecteurs (1), normalisées\n",
"V = f1(T, Y) / np.sqrt(\n",
" 1 + f1(T, Y) ** 2,\n",
") # matrice avec les composantes verticales des vecteurs (f(t,y)), normalisées\n",
"plt.quiver(T, Y, U, V, angles=\"xy\", scale=20, color=\"cyan\")\n",
"plt.axis([-5, 5, 0, 2.1])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"**Question 2.** Refaire le même exercice pour l'équation (2), en adaptant les intervalles de représentation des différentes solutions."
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"tags": []
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/tmp/ipykernel_531/2612752924.py:11: RuntimeWarning: divide by zero encountered in divide\n",
" return y0 / (1 - y0 * t**2 / 2)\n"
]
},
{
"data": {
"text/plain": [
"(-2.0, 2.0, -4.0, 4.0)"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%matplotlib inline\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"\n",
"\n",
"# Fonction f définissant l'EDO\n",
"def f2(t, y):\n",
" return t * y**2\n",
"\n",
"\n",
"# Solution exacte\n",
"def uex2(t, y0):\n",
" return y0 / (1 - y0 * t**2 / 2)\n",
"\n",
"\n",
"plt.figure(1)\n",
"\n",
"## Solutions de l'EDO 1 telles que y(0)=1 et y(0)=2\n",
"\n",
"tt = np.linspace(-3, 3, 100) # vecteur représentant l'intervalle de temps\n",
"y1 = uex2(tt, 1) # sol. exacte avec y_0=1\n",
"y2 = uex2(tt, 2) # sol. exacte avec y_0=2\n",
"plt.plot(tt, y1, label=\"y(0)=1\")\n",
"plt.plot(tt, y2, label=\"y(0)=2\")\n",
"\n",
"##Tracé du champ de vecteurs\n",
"\n",
"plt.title(\"Solution exacte pour y0 et y1\")\n",
"plt.legend()\n",
"plt.xlabel(\"t\")\n",
"plt.ylabel(\"y\")\n",
"\n",
"xmin, xmax = -2, 2\n",
"ymin, ymax = -4, 4\n",
"\n",
"t = np.linspace(xmin, xmax, 35) # abcisse des points de la grille\n",
"y = np.linspace(ymin, ymax) # ordonnées des points de la grille\n",
"T, Y = np.meshgrid(t, y) # grille de points dans le plan (t,y)\n",
"U = np.ones(T.shape) / np.sqrt(\n",
" 1 + f2(T, Y) ** 2,\n",
") # matrice avec les composantes horizontales des vecteurs (1), normalisées\n",
"V = f1(T, Y) / np.sqrt(\n",
" 1 + f2(T, Y) ** 2,\n",
") # matrice avec les composantes verticales des vecteurs (f(t,y)), normalisées\n",
"plt.quiver(T, Y, U, V, angles=\"xy\", scale=20, color=\"cyan\")\n",
"plt.axis([xmin, xmax, ymin, ymax])"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Partie 2. Calcul d'une solution approchée d'une EDO par le schéma d'Euler explicite.\n",
"\n",
"On considère le problème de Cauchy pour l'équation différentielle $(E),$ \n",
"\\begin{equation}\n",
"(PC)\\ \\ \\ \\ \\ \\begin{cases}\n",
" y'(t) & = f(t,y(t)), \\\\\n",
" y(t_0) & = y_0,\n",
"\\end{cases} \n",
"\\end{equation}\n",
"où l'instant initial $t_0\\in\\mathbb{R}$ et la valeur initiale $y_0\\in\\mathbb{R}$ sont donnés. \n",
"\n",
"On suppose que ce problème a une unique solution $y:J\\longrightarrow\\mathbb{R}$ définie dans un intervalle $J\\subseteq\\mathbb{R}.$ On s'intéresse ici à trouver numériquement une solution approchée de $y$, dans un intervalle de la forme $[t_0, t_0+T]\\subseteq J$, avec $T>0$. \n",
"\n",
"Pour ce faire, on se donne $h>0$ *petit* et on considère une subdivision uniforme de pas $h$ de l'intervalle $[t_0, t_0+T]$. On peut procéder comme suit :\n",
"\n",
" - on se donne $N\\in\\mathbb{N}$ *grand* \n",
" \n",
" - on définit $h=\\frac{T}{N}$ \n",
" \n",
" - on définit les **N+1** points $t_n=t_0+n h,\\ n=0,\\dots,N$ :\n",
"$$\n",
"t_0,\\ \\ t_1=t_0+h,\\ \\ \\cdots,\\ \\ t_N=t_0+Nh=t_0+T. \n",
"$$\n",
"\n",
"On cherche alors des valeurs (réelles) $y^0,\\ y^1,\\cdots,\\ y^N$ qui approchent la solution exacte $t\\mapsto y(t)$ de $(PC)$ respectivement aux points $t_0,\\ t_1,\\cdots,\\ t_N.$ On va définir ces valeurs par un *schéma numérique*.\n",
"\n",
"On pose $y^0=y_0$ (*ceci est légitime car on veut que $y^0\\approx y(t_0)$ et $t\\mapsto y(t)$ vérifie $y(t_0)=y_0$*). \n",
"\n",
"Soit $n\\in\\{1,\\dots,N\\}.$ Pour calculer une valeur $y^n$ approchant $y(t_n)$, la solution exacte à l'instant $t_n$, on peut approcher la dérivée de $y$ par un taux d'accroissement au point $t_n$ et utiliser l'équation $(E).$ La solution exacte de $(E)$ vérifie\n",
"\n",
"$$\n",
"y'(t_n)=f(t_n,y(t_n)),\n",
"$$\n",
"\n",
"en chaque point $t_n$, et \n",
"\n",
"$$\n",
"y'(t_n)\\approx \\frac{y(t_n+h)-y(t_n)}{h}=\\frac{y(t_{n+1})-y(t_n)}{h}.\n",
"$$\n",
"\n",
"On remplace alors l'équation $y'(t)=f(t,y(t))$ par l'équation $\\frac{y(t+h)-y(t)}{h}=f(t,y(t)),$\n",
"en chaque point $t_n$ de la subdivision considérée, autrement dit on cherche $y^1,\\dots,y^N$ solutions de \n",
"$$\n",
"\\frac{y^{n+1}-y^n}{h}=f(t_n,y^n).\n",
"$$\n",
"\n",
"Le schéma d'Euler explicite consiste alors à définir la suite $(y_0,\\dots,y^N)_{N}$ des valeurs approchées comme ci-dessous. \n",
"\n",
"**Schéma d'Euler explicite** : \n",
"\n",
"$$\n",
"\\begin{cases}\n",
"y^0=y_0,\\\\\n",
"y^{n+1}=y^{n}+h f(t_n,y^{n}),\\ \\ \\ \\textrm{pour }\\ n\\in\\{0,\\dots,N-1\\}.\n",
"\\end{cases}.\n",
"$$ \n",
"\n",
"**Question 1.** Écrire une fonction python de la forme\n",
"\n",
"`euler_exp(t0, T, y0, h, f)`\n",
"\n",
"prenant en argument l'instant initiale **t0**, la longueur **T** de l'intervalle de temps $[t_0,t_0+T],$ la donnée initiale $y_0$, le pas de temps $h$ et la fonction $f$ définissant le second membre de l'EDO. Cette fonction `euler_exp` devra retourner deux vecteurs : \n",
"\n",
"- $[t_0,\\, t_1,\\, ...,\\, t_N],$ tableau `numpy` unidimensionnel de taille $(N+1)$ représentant la subdivision de l'intervalle $[t_0,t_0+T]$ de pas $h$ considérée, \n",
"\n",
"- $[y_0,\\, y_1,\\, ...,\\, y_N],$ tableau `numpy` de taille $(N+1)$ représentant la solution approchée aux instants $t_n,\\ n=0,\\dots,N.$\n",
"\n",
"**Quelques remarques pour la programmation du schéma d'Euler.** \n",
"\n",
"- Pour programmer le schéma d'Euler, on peut aussi construire une fonction python de la forme `euler_exp(t0, T, y0, N,f)`, en donnant comme argument le nombre de points $N$ que l'on considère dans la subdivision de l'intervalle $[t_0,t_0+T].$ Dans ce cas, il faudra définir le pas $h$ à l'intérieur de la fonction.\n",
"\n",
"- Veuiller à bien faire attention à la taille des vecteurs que vous définissez, et que cette taille soit cohérente avec le pas $h$ défini : si $h=1/N$, le vecteur $[t_0,\\, t_1,\\, ...,\\, t_N]$ contenant les points $t_n=t_0+nh,\\ n=0,\\dots,N$, est de taille N+1.\n",
"\n",
"**Question 2.** Calculer la solution approchée obtenue par la méthode d'Euler explicite pour le problème de Cauchy pour l'équation (1) de la partie 1, de donnée initiale $y(0)=1$.\n",
" Tracer sur une même fenêtre graphique :\n",
"\n",
"- La solution exacte sur l'intervalle $[0,1]$ discrétisée avec un pas de temps de $10^{-4}$ ;\n",
"\n",
"- Les 3 solutions approchées sur le même intervalle obtenues avec la méthode d'Euler pour les trois pas de temps $h=1/5,\\ h=1/10,\\ h=1/50$ (obtenus respectivement avec $N=5,\\ 10,\\ 100$).\n",
"\n",
"Rajouter des légendes à votre graphique."
]
},
{
"cell_type": "code",
"execution_count": 146,
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"image/png": "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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": "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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Euler explicite\n",
"def euler_exp(t0, T, y0, h, f):\n",
" t = np.arange(t0, t0 + T + h, h)\n",
" y = np.empty(t.size)\n",
" y[0] = y0\n",
" N = len(t) - 1\n",
" for n in range(N):\n",
" y[n + 1] = y[n] + h * f(t[n], y[n])\n",
" return t, y\n",
"\n",
"\n",
"t0 = 0\n",
"T = 1\n",
"y0 = 1\n",
"\n",
"for f, uex in zip([f1, f2], [uex1, uex2], strict=False):\n",
" plt.figure()\n",
" t = np.arange(0, 1, 1e-3)\n",
" y = uex(t, y0)\n",
" plt.plot(t, y, label=\"Solution exacte\")\n",
"\n",
" for h in [1 / 5, 1 / 10, 1 / 50]:\n",
" tt, y = euler_exp(t0, T, y0, h, f)\n",
" plt.plot(tt, y, label=f\"Solution approchée pour h={h}\")\n",
"\n",
" plt.title(f\"Solutions exacte et approchées de la fonction {f.__name__}\")\n",
" plt.legend()\n",
" plt.xlabel(\"t\")\n",
" plt.ylabel(\"y\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Partie 3. Modèles de croissance d'une population.\n",
"\n",
"#### Modèle de Verhulst.\n",
"\n",
"Considérons une population d'individus isolée dont on note $P(t)$ sa taille à l'instant $t.$ \n",
"\n",
"Le modèle le plus simple pour décrire l'évolution de cette population est le modèle de Malthus, donné par l'équation différentielle\n",
"\\begin{equation*}\n",
"P'(t)=(n-d)P(t),\n",
"\\end{equation*}\n",
"où $n$ et $d$ sont des constantes positives qui représentent respectivement les taux de naissances et de décès de la population.\n",
"\n",
"Ce modèle prévoit que si $n>d$, la population grandit exponentiellement, si $d>n$, la population décroît et tend vers l'extinction.\n",
"\n",
"Un deuxième modèle suppose que la croissance de la population est inhibée par la limitation des ressources et que la population ne dépasse pas une taille critique donnée par une constante $K>0.$ Si on note $P_0\\ge0$ la population à l'instant initiale, l'évolution de la population est modélisée par les équations \n",
"\n",
"\\begin{equation}\n",
"\\begin{cases}\n",
"P'(t)=(n-d)P(t)\\big(1-\\frac{P(t)}{K}\\big),\\\\\n",
"P(0)=P_0.\n",
"\\end{cases}\n",
"\\tag{V}\n",
"\\end{equation}\n",
"\n",
"#### Questions théoriques à réfléchir à la maison.\n",
"\n",
"Pour le modèle de Verhulst, le théorème de Cauchy-Lipschitz garantit l'existence d'une solution maximale, définie dans un intervalle $J$ tel que $0\\in J$.\n",
"\n",
"**Question 1.** Quelle est la solution maximale de $(V)$ lorsque $P_0=0$ et lorsque $P_0=K$ ?\n",
"\n",
"**Question 2.** Montrer que si $n-d>0$, quelque soit $P_0>0$, la solution maximale de $(V)$ est globale à droite et tend vers $K$, lorsque $t\\to+\\infty$.\n",
"\n",
"**Question 3. à faire sur python.**\n",
"\n",
"On considère dans cette question $n=1,\\ d=0.75$ et $K=200.$ Utiliser le schéma d'Euler explicite pour obtenir une solution approchée du problème $(V)$, de donnée initiale $P_0=10,$ dans l'intervalle de temps $[0,50],$ avec un pas $h=0.5.$ Représenter graphiquement la solution obtenue. \n",
"\n",
"Illustrer, dans le même graphique, l'évolution de la population lorsque la donnée initiale est telle que $P_0>K.$ Interpréter le résultat obtenu.\n"
]
},
{
"cell_type": "code",
"execution_count": 175,
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.legend.Legend at 0x7f978e12a3e0>"
]
},
"execution_count": 175,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Modèle de Verhulst\n",
"n = 1\n",
"d = 0.75\n",
"K = 200\n",
"\n",
"\n",
"def fV(t, P):\n",
" return (n - d) * P * (1 - P / K)\n",
"\n",
"\n",
"plt.figure()\n",
"\n",
"P0 = 10\n",
"h = 0.5\n",
"t0, T = 0, 50\n",
"\n",
"\n",
"for P in range(1, K + 100, 15):\n",
" tt, yy = euler_exp(t0, T, P, h, fV)\n",
" plt.plot(tt, yy, label=f\"Solution approchée pour h={h}\")\n",
"\n",
"plt.title(\"Solution approchée du modèle de Verhulst pour la population d'individus\")\n",
"plt.xlabel(\"t\")\n",
"plt.ylabel(\"y\")\n",
"\n",
"t = np.linspace(t0, T, 35) # abcisse des points de la grille\n",
"y = np.linspace(0, K + 100, 23) # ordonnées des points de la grille\n",
"T, P = np.meshgrid(t, y) # grille de points dans le plan (t,y)\n",
"U = np.ones(T.shape) / np.sqrt(\n",
" 1 + fV(T, P) ** 2,\n",
") # matrice avec les composantes horizontales des vecteurs (1), normalisées\n",
"V = fV(T, P) / np.sqrt(\n",
" 1 + fV(T, P) ** 2,\n",
") # matrice avec les composantes verticales des vecteurs (f(t,y)), normalisées\n",
"plt.quiver(T, P, U, V, angles=\"xy\", scale=20, color=\"cyan\")\n",
"plt.legend(fontsize=4)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"\n",
"#### Un modèle d'évolution d'une population de saumons.\n",
"\n",
"Le modèle suivant décrit l'évolution du nombre d'individus d'une population de saumons :\n",
"\n",
"\\begin{equation}\n",
"\\begin{cases}\n",
"P'(t)=(2-\\cos(t))P(t)-\\frac 12 P^2(t)-1,\\\\\n",
"P(0)=P_0,\n",
"\\end{cases}\n",
"\\tag{S}\n",
"\\end{equation}\n",
"\n",
"où $P_0$ est la population à l'instant initial. Le terme positif périodique $2-\\cos(t)$ correspond à un taux de naissances saisonnier. Le modèle suppose que les décès sont proportionnels au carré du nombre d'individus dans la population et le terme indépendante avec signe négatif $-1$ modélise une proportion d'individus péchés.\n",
"\n",
"**Question 4.**\n",
"\n",
"Utiliser le schéma d'Euler explicite pour obtenir une solution approchée du problème $S$, de donnée initiale $P_0=5,$ dans l'intervalle de temps $[0,10],$ avec un pas $h=0.1.$ Représenter graphiquement la solution obtenue. \n",
"\n",
"Représenter dans le même graphique le champ de vecteurs associé au modèle $(S)$."
]
},
{
"cell_type": "code",
"execution_count": 170,
"metadata": {
"tags": []
},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.quiver.Quiver at 0x7f978e8646a0>"
]
},
"execution_count": 170,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": "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",
"text/plain": [
"<Figure size 640x480 with 1 Axes>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"def fS(t, P):\n",
" return (2 - np.cos(t)) * P - (P**2) / 2 - 1\n",
"\n",
"\n",
"P0 = 5\n",
"t0 = 0\n",
"T = 10\n",
"h = 0.1\n",
"\n",
"plt.figure()\n",
"tt, yy = euler_exp(t0, T, P0, h, fS)\n",
"plt.plot(tt, yy, label=f\"Solution approchée pour h={h}\")\n",
"\n",
"plt.title(\"Solutions approchée du modèle de Verhulst pour une population de saumons\")\n",
"plt.legend()\n",
"plt.xlabel(\"t\")\n",
"plt.ylabel(\"y\")\n",
"\n",
"t = np.linspace(t0, T, 35) # abcisse des points de la grille\n",
"y = np.linspace(0, 6, 23) # ordonnées des points de la grille\n",
"T, P = np.meshgrid(t, y) # grille de points dans le plan (t,y)\n",
"U = np.ones(T.shape) / np.sqrt(\n",
" 1 + fS(T, P) ** 2,\n",
") # matrice avec les composantes horizontales des vecteurs (1), normalisées\n",
"V = fS(T, P) / np.sqrt(\n",
" 1 + fS(T, P) ** 2,\n",
") # matrice avec les composantes verticales des vecteurs (f(t,y)), normalisées\n",
"plt.quiver(T, P, U, V, angles=\"xy\", scale=20, color=\"cyan\")"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"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": "3.10.8"
}
},
"nbformat": 4,
"nbformat_minor": 4
}