From a783196639d3bfc164b967ac40e49e817b03d98e Mon Sep 17 00:00:00 2001 From: Florian Mathieu Date: Mon, 18 Nov 2024 08:29:38 +0100 Subject: [PATCH] ajout projet wator --- Projets/wator/Enoncé.md | 415 ++++++++++++++++++++++++++++ Projets/wator/README.md | 194 +++++++++++++ Projets/wator/assets/wator-0000.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0005.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0010.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0015.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0020.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0025.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0030.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0035.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0040.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0045.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0050.png | Bin 0 -> 5207 bytes Projets/wator/assets/wator-0055.png | Bin 0 -> 5207 bytes 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comment créer une simulation + - Niveau des connaissances : Première
+ Pré requis :
  • Connaissances de base du langage Python +
  • Savoir lire un Algorithmes + + - Apprendre à créer une classe + - Observer une courbe au cours du temps + + + +## Principe + +Il s'agit d'un TP qui vous permettra de générer votre propre simulation "proie - prédateur". + +-------------------- +## Contexte + +
  • TP à faire en solo ou en binôme, une machine par binôme. +
  • 2 Séances de 2H pour en arriver au bout. +
  • Support en markdown avec du python intégré pour fournir aux élèves certaines fonctions et d'afficher le résultat / courbe. + + +---------------- + +## Table des matières + +1. [Introduction](#Introduction) +2. [Fonctionnement](#Fonctionnement) +3. [Algorithme](#Algorithme) +4. [Programmation](#Programmation) +5. [Analyse](#Analyse) + + + ### #Introduction et règles de jeu + +Le Wator se présente comme un jeu proie - prédateur, sur une grille qui comportera trois types de cases : + +* Des cases vides +* Des cases contenant des prédateurs (Requins) +* Des cases contenant des proies (Thons) + + +### **Les poissons** +Les prédateurs mangent dès qu'ils entrent sur une case contenant une proie, qui, elle, disparait donc. + +Pour survivre, un requin doit manger un thon de manière régulière. En revanche, le thon ne disparait que s'il est mangé. + +Les deux espèces sont caractérisées par des variables qui sont communes à tous les individus de l'espèce en question : + +Les thons ont un temps de gestation : On utilisera une variable appelée *durée de gestation des thons* pour la représenter. + +Chez les requins, le temps de gestation est également présent mais de plus, ici, on devra gérer une energie. Ces deux valeurs seront initialisées à une valeur commune à tous les requins, appelées respectivement *durée de gestation des requins* et *énergie des requins*. + +----------------------- + +### **Fonctionnement** + +Lors de chaque étape de la simulation, nous allons répéter plusieurs étapes : + +Pour les **_thons_** : + +* Le thon va essayer de se déplacer sur une case vide adjacente. + * S'il en existe une, le thon se déplace vers cette + case. + * Il reste sur place sinon. + +* La variable *durée de gestation des thons* voit sa valeur réduite de 1. +* Si ce temps arrive à 0, le thon donne naissance à un nouveau + thon qui nait sur la case qu'il vient de quitter **_uniquement si celui ci s'est déplacé_** + * Le temps de gestation est alors remis à sa valeur initiale. + + + +Pour les **_requins_** : + +* Le requin perd 1 point d'_energie_ + * Si le niveau d'énergie du requin est à 0, il meurt. + +* Le requin choisit aléatoirement parmi ses voisines +une case occupée par un thon : + + * S'il en existe une, le requin se +déplace vers cette case et mange le thon. Son niveau d'_énergie_ +est alors remis à sa valeur initiale. + + * Sinon il cherche à se déplacer vers une case voisine vide choisie au hasard. Il reste sur place s'il n'y en a aucune. + +* Le _temps de gestation du requin_ est diminué de 1 : + + * Si ce temps arrive à 0, il donne naissance à un nouveau + requin sur la case qu'il vient de quitter **si et uniquement s'il s'est déplacé**. + + * Son temps de gestation est remis à sa valeur initiale. + +---------- + +**_A votre avis : si les paramètres sont mal ajustés que risque t-il de se produire_** ? + +C'est exact : Le nombre de thons sera trop faible au bout d'un moment, et le cycle recherché disparaitra. + +Pour notre simulation, il est necessaire de bien paramétrer notre programme afin de voir emerger un cycle qui va régir la population: + + * Lorsqu'il y aura suffisament de thons, le nombre de requin va accroitre. + * Cela va donc réduire le nombre de thons... + * Puis lorsqu'il y n'y aura plus assez de thons, les requins vont disparaitre. + * Et de nouveaux, le nombre de thon va grandir... + +La chose à éviter est donc l'extinction totale des thons, car on ne pourrait plus relancer la simulation. + +Il faut donc respecter une règle : + +``` +temps gestation des thons < énergie des requins < durée gestation des requins + +``` + +_Que peut-on choisir comme valeurs, selon vous?_ + +**Nous prendront ces valeurs ci :** + * Temps de gestation des thons : 2 + * Energie des requins : 3 + * Durée de gestations des requins : 5 + + +Question : + +Il y a un paramètre important qu'il nous reste à gérer : +**Combien de thons et de requins doit on initialiser au lancement de notre simulation ?** + + +-------------------- + +3. ### [Algorithme](#Algorithme) + + +Avant de commencer à travailler sur le code, il est necessaire de revenir sur l'algorithme. Celui ci nous permettra d'avoir une feuille de route claire, et de savoir exactement ce que l'on doit faire. Ne restera plus qu'à réaliser cela à travers python. + + +Ici, nous avons un exemple d'algorithme sur la gestion des thons: + +![Algorithme_thon](Algo_thon.png) + +Trouvez vous cet algorithme fonctionnel ? + +**_Ecrire un algorithme similaire pour les requins._** + +L'important ici, est de bien couvrir tous les cas de figure possibles : + +Plus nous seront précis dans l'algorithme, plus le travail de programmation sera facile. + + + +------------ + +### Programmation + +Dans le but de faciliter notre tâche, voilà la marche à suivre : + +* Créer une classe Animal, qui comprendra les différents paramètres qui vont régir l'évolution d'un thon ou d'un requin par exemple +* Créer une classe World, dans laquelle nous pourrons définir toutes les fonctions necessaires au bon fonctionnement de notre simulation +* Appeler les fonctions pour lancer la simulation + + C'est parti ! + + Pour commencer, appelons donc les bibliothèques que nous pourrions avoir besoin : + +Question : trouvez le mot clé permettant d'importer les bibliothèques ci dessous, et ajoutez le à votre code. + +```python +i***** matplotlib + pylab + random + numpy + time +``` + + +Maintenant, pensons aux quelques variables que l'on aura besoin d'utiliser : + +Pour créer la mer, et la diviser en grille, il nous faudra donc un nombre de lignes, et un nombre de colonnes : + +```python + +n_lignes = 25 +n_colonnes = 25 + + +``` +Puis, on décomptera le nombre de thons et de requins afin de garder le ratio souhaité, puis nous initialiserons les paramètres que l'on appliquera: + +```python +n_thon = 0 +n_requin = 0 + +energie_init_thon = 10 +energie_init_requin = 3 +temps_gestation_thon = 2 +temps_gestation_requin = 5 + + +``` + +On peut donc passer aux choses sérieuses : + +Créez une classe Animal, qui intégrera les paramètres associés aux thons et requins : + +```python + +class Animal(): + + def __init__(self, id, energie_base, temps_gestation, x, y): + ... + +``` + +​ + +Puis la classe World, dans laquelle on initialisera la grille que l'on utilise pour simuler une mer : + +```python + +class Wator(): + + def __init__(self,...): + + self. = + self. = + self.grille = + self.nbcase = hauteur * largeur + self.animaux = [] +``` + +Deux choses importantes : + +Pour notre grille, il est primordial de choisir une structure efficace.
    + +**Indice** : Comment crée t-on un tableau ou _array_ en python ? + + + +Il faut ensuite ajouter les fonctions pour que notre océan se remplisse : + +* Gérer le peuplement de la mer +* Gérer le placement des animaux +* Une fonction pour créer la grille +* ??? + +Nous allons utiliser une structure pour retenir le type d'animal présent sur une case de coordonées x, y. + +C'est ici que l'on peut reflechir au quota que l'on aura : + +on propose 30% de thon, 10% de requins, et 60% de cases vides. + +Vu le nombre d'animaux qu'il va falloir gérer, quelle structure proposez vous ? + + +```python + + + + def ... + + ...= ...(a_id, energie_init[a_id], temps_gestation[a_id], x, y) + self.animaux.append(animal) + self.grille[y][x] = animal + +``` +Ici, on applique donc notre quota : +```python + + def peupler(self, n_thon = 30, n_requin = 10 ): + + self.n_thon = n_thon + self.n_requin = n_requin +``` + + + +Pour le placement des thons et requins, il va nous falloir utiliser une boucle, afin de générer des créatures jusqu'à ce que l'on ai le nombre de thons et de requins souhaité. + +```python + + def generer_placement(n_animaux, a_id): + + ... i in ...(n_animaux): + ... True: + x, y = divmod(random.randrange(self.nbcase), self.hauteur) + if not self.grid[y][x]: + self.pop_animal(a_id, x, y) + break + generer_placement(n_thon, thon) + generer_placement(n_requin, requin) + + +``` +```python + + + def tableau_grille(self): + return [[self.grille[y][x].id if self.grille[y][x] else 0 + for x in range(self.largeur)] for y in range(self.hauteur)] + +``` + + +Il est important de vérifier les cases voisines quand on fait déplacer un thon ou un requin : +D'abord, on cherche à obtenir leur coordonées. +Pour cela, on a besoin de p-upplets ou d'un dictionnaire : + +```python + + + + def voisin(self, x, y): + + voisin = {} + for dx, dy in ((0,-1), (1,0), (0,1), (-1,0)): + xp, yp = (x+dx) % self.largeur, (y+dy) % self.hauteur + voisin[xp,yp] = self.grille[yp][xp] + return voisin + + +``` + +Il ne nous reste plus qu'à créer la fonction qui permettra à notre mer, à notre monde, d'évoluer +```python + + def evolution(self, animal): + voisin = self.voisin(animal.x, animal.y) + # Ajouter +1 à la gestation. + déplacement = False + Si l'animal est un requin + try: + xp, yp = utiliser la bibliothèque random... + .............. + ................... + + if not déplacement: + try: + xp, yp = random.choice([position + for position in voisin if voisin[position]==case]) + if animal.id != thon: + animal.energie -= 1 + déplacement = True + except IndexError: + + xp, yp = animal.x, animal.y + + + if animal.energie < 0: + + animal.vie = False + self.grille[animal.y][animal.x] = case + elif déplacement: + x, y = animal.x, animal.y + animal.x, animal.y = xp, yp + self.grille[yp][xp] = animal + if animal.gestation >= animal.temps_gestation: + animal.gestation = 0 + self.pop_animal(animal.id, x, y) + else: + self.grille[y][x] = case + + + + + def progression(self): + random.shuffle(self.animal) + + n_animal = len(self.animal) + for i in range(n_animal): + animal = self.animal[i] + if not animal.vie: + continue + self.evolution(animal) + + self.animaux = [animal for animal in self.animaux if animaux.vie] + +``` + +Mais après tout cela : comment voir ce que l'on a crée ? +Comment s'assurer que cela fonctionne ? +Il nous faut une représentation graphique : + +```python + + + +def image_grille(self): + + img = self.tableau_grille() + trace = plt.figure(figsize=(10, 5), dpi = 36) + axe = fig.add_subplot(100) + return trace + + def afficher_image(self): + trace = self.image_grill() + plt.show() + +``` + + + + +​ +​ + + + diff --git a/Projets/wator/README.md b/Projets/wator/README.md new file mode 100644 index 0000000..93253d9 --- /dev/null +++ b/Projets/wator/README.md @@ -0,0 +1,194 @@ +# TP : Simulation Wa-Tor - Proies et Prédateurs + +## Introduction + +Wa-Tor est une simulation de type proie-prédateur. Dans une mer torique, évoluent des thons (*les proies*) et des requins (*les prédateurs*). Ces deux espèces se déplacent, se reproduisent, et interagissent selon des règles spécifiques. + +- Les requins doivent manger des thons pour survivre. +- Les thons vivent éternellement tant qu'ils ne sont pas dévorés. + +--- + +## La Mer + +La mer est modélisée par une **grille torique à deux dimensions**. +Chaque case de cette grille peut contenir : + +- Rien (*case vide*), +- Un thon, +- Un requin. + +Chaque case possède **quatre voisines** : + +- Nord (N), +- Sud (S), +- Est (E), +- Ouest (O). + +--- + +## Les Poissons + +### Thons + +- **Caractéristique** : *Temps de gestation*. +- **Initialisation** : à une valeur commune, appelée *durée de gestation des thons*. + +### Requins + +- **Caractéristiques** : + 1. *Temps de gestation*. + 2. *Énergie*. +- **Initialisation** : + - *Durée de gestation des requins*. + - *Énergie des requins*. + +--- + +## Simulation et Comportements + +### Étapes d'une Simulation + +À chaque pas de simulation, une case est sélectionnée aléatoirement. +Deux scénarios possibles : + +1. La case est vide : **Rien ne se passe**. +2. La case est occupée : **Le poisson applique son comportement**. + +### Comportement des Thons + +1. **Déplacement** + - Le thon choisit une case voisine libre au hasard. + - Si aucune case libre, il reste sur place. + +2. **Reproduction** + - Son *temps de gestation* diminue de 1. + - Si ce temps atteint 0 : + - Le thon se reproduit sur la case qu'il quitte (s'il s'est déplacé). + - Son *temps de gestation* est réinitialisé. + +--- + +### Comportement des Requins + +1. **Énergie** + - Le requin perd 1 point d'énergie. + +2. **Déplacement** + - Il cherche une case voisine contenant un thon pour le manger. + Si une telle case existe : + - Il s'y déplace et mange le thon. + - Son *énergie* est réinitialisée. + - Sinon, il choisit une case voisine vide. + - S'il n'y en a pas, il reste sur place. + +3. **Mort** + - Si l'énergie du requin atteint 0, il meurt. + +4. **Reproduction** + - Son *temps de gestation* diminue de 1. + - Si ce temps atteint 0 : + - Il se reproduit sur la case qu'il quitte (s'il s'est déplacé). + - Son *temps de gestation* est réinitialisé. + +--- + +## Phénomènes Émergents + +La simulation peut générer des **cycles proies-prédateurs** si les paramètres sont bien choisis. + +### Paramètres Clés + +- *Temps de gestation des thons*. +- *Énergie des requins*. +- *Durée de gestation des requins*. + +Pour observer un cycle périodique, il faut respecter : +**temps gestation des thons < énergie des requins < durée gestation des requins**. + +### Configuration Initiale + +- **30%** des cases occupées par des thons. +- **10%** des cases occupées par des requins. + +Valeurs suggérées : + +- Temps gestation des thons : **2**. +- Énergie des requins : **3**. +- Durée gestation des requins : **5**. + +--- + +## Travail à Réaliser + +L’objectif est de programmer une simulation Wa-Tor sur un nombre donné de pas. + +### Étapes + +1. **Concevoir les structures de données**. +2. **Décomposer le programme** en fonctions ou classes. +3. **Programmer et tester** progressivement. + +### Questions Clés + +- Quels défis vos élèves pourraient-ils rencontrer ? +- Quelles notions ce TP permet-il d’évaluer ? + +--- + +## Rendu Attendu + +- **L’activité complète en markdown**. +- **Corrigé** détaillé. +- **Notions abordées** dans l'activité. + +Déposez votre travail sur **GitLab** avec votre enseignant ajouté comme **développeur**. + +--- + +## Compléments + +### Affichage des Résultats + +Pour visualiser l'évolution de la mer, on peut afficher l'état de la grille tous les 100 pas, avec une petite pause entre chaque affichage : + +```python +import time +time.sleep(0.1) # pause de 1/10e de seconde +``` + +**Analyse des Populations** + +Ajoutez des variables globales pour suivre : + +​ • Nombre de thons. + +​ • Nombre de requins. + + + +Enregistrez ces données à chaque pas sous forme de triplets : + +(numéro du pas, nombre de thons, nombre de requins). + + + +**Tracé des Courbes** + + + +Utilisez pylab pour visualiser l’évolution des populations : + +```python +`import pylab` + +`data_x = [pas1, pas2, ..., pasN]` +`data_y1 = [nb_thons1, nb_thons2, ..., nb_thonsN]` +`data_y2 = [nb_requins1, nb_requins2, ..., nb_requinsN]` + +`pylab.plot(data_x, data_y1, label="Thons")` +`pylab.plot(data_x, data_y2, label="Requins")` +`pylab.title("Évolution des populations")` +`pylab.legend()` +`pylab.show()` +``` \ No newline at end of file diff --git a/Projets/wator/assets/wator-0000.png b/Projets/wator/assets/wator-0000.png new file mode 100644 index 0000000000000000000000000000000000000000..14b7cf9736fc6a71f749dc90f5b91bf33d29a35f GIT binary patch literal 5207 zcmd^Dc~sL^zW-51GA#ohhpDJ2IL}zxC!53qVeJ$ZIY5{efg($wY+}G53CNlhdBUhH zHK=TXR8d*NA|N13h=35o5-O_+kgx_>LVyqmOOkivRL41eeeeI*oclY;xw+^5e)s-9 z-_LSy{2gVd_Q|17AP7>kKX>|D2vQP)3;RbE(BqG^{S;L{Uvlbo7nJWB>Ki$Z*pYnat zsa%}&2l#^mg3@dGsnN<``MuDBJ~_sP{(j*9 z`4E>?ZEbB&s^GtQFtlV|?VRC9QxL0R1182MLvg^V;ZDD&L?f@B{qJE^S zGfk@|VP_*XH5F{E&9P(02GqHcBi{4#^GsZyRaRnR;#fqtevPpa)N{4hz8W{j0`KG@ zjb^2~U+-nInwGJdnVG=X#l?jSa0+KGR?-V_EM(E@z(-JsJ?X}c8+zW2_=S$Ty1HH2 zCY=(s!m<$dWVNh68oSC%h*>PJUz^EvHi`NcI?A+r=2s4$!IT^A-^pMoUcVPnDn`aj zR`$(pZ*PA~9RjVID3@uN>p?4&==!?4pwQ6Jg^tzL)u(lJD2r#2i^J>d>u`I6h8a?` zbYm1?%W~=(jYcaOSp?0aIeL{zJ_7L{@!|6e3teyCT-;b5&r^n}2l)CP9UmVbP$%q8 z>-4!eTiu0ki70Y%J&)i?R`T6{O4r`O!J#gcO#-(F+*+Fj`(qy*9BdNCxpV*ieK^x< zb1XAOJN9#`TX`2Kx;#7W7`T&@Q;oSL)MMx5>guYyI8}Q=UmPn9@YaU-W&U3dY79fa zQnjuFAM2}@Os>hC*l;-jMYjf)kS*FQqf<(KS9wkhg? 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