Animations en sciences physiques

Simulation diffusion de la covid19 dans une salle

https://scratch.mit.edu/projects/593471046/

2 liquides se mélanges

https://scratch.mit.edu/projects/336113538/

Visualisation de la position d'un objet lors d'un mouvement rectiligne et lors d'un mouvement circulaire

Rester appuyé sur le bouton gauche de la souris tout en suivant le net du chat ou l'extrémité de la queue de la pomme.

https://scratch.mit.edu/projects/517096996/

Combustion complète du carbone

https://scratch.mit.edu/projects/592808860/

Propagation du son dans un gaz

https://scratch.mit.edu/projects/573154996/

Effectuer une conversion

https://scratch.mit.edu/projects/533397919/

Effectuer une addition

https://scratch.mit.edu/projects/532725075/

Equigravité

A quel endroit Apollo est-il autant attiré par la Terre que par la Lune ?

https://scratch.mit.edu/projects/515167223/

Un mouvement circulaire uniforme

https://scratch.mit.edu/projects/451760406/ avec trainée

https://scratch.mit.edu/projects/451522500/ sans trainée

Chronophotographie avec mouvement rectiligne

https://scratch.mit.edu/projects/134317604/ uniforme

https://scratch.mit.edu/projects/138572796/ ralenti

https://scratch.mit.edu/projects/138572539/ accéléré

Loi de Descartes

https://scratch.mit.edu/projects/168625973/

Glaçon qui fond

https://scratch.mit.edu/projects/336115817/

Eau liquide devient gaz

https://scratch.mit.edu/projects/208158847/

https://scratch.mit.edu/projects/208161424/

Diffusion de 2 gaz

https://scratch.mit.edu/projects/208134735/

Diffusion parfum dans une salle

https://scratch.mit.edu/projects/208146210/

S'entrainer aux conversions

https://scratch.mit.edu/projects/332432016/

Eclipse de Soleil

https://scratch.mit.edu/projects/139729908/

Conversions

https://scratch.mit.edu/projects/13802813/

Masse accrochée à un ressort

https://scratch.mit.edu/projects/317119723/

Simulation de masse accrochée à un ressort

https://scratch.mit.edu/projects/317117739/

Fourmi de langton 2x2

https://fr.wikipedia.org/wiki/Fourmi_de_Langton

https://scratch.mit.edu/projects/93359202/

https://scratch.mit.edu/projects/93359314/

Mesure du temps de réaction

https://scratch.mit.edu/projects/118307633/

Calculer v d ou t

https://scratch.mit.edu/projects/209146941/

Réviser les nombres en anglais

https://scratch.mit.edu/projects/284077935/

Verbes à l'infinitif en anglais

Écrire le verbe que la voix prononce

https://scratch.mit.edu/projects/284077094/

Réviser les verbes irréguliers en anglais

https://scratch.mit.edu/projects/271909006/

Un robot qui suit une ligne automatiquement

https://scratch.mit.edu/projects/206279804/

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?nolink&

https://scratch.mit.edu/projects/96810311/

Papier cailloux ciseaux automatique

https://scratch.mit.edu/projects/86218967/

Nombres premiers de 0 à 100

https://scratch.mit.edu/projects/78563678/

Calculer PI

https://scratch.mit.edu/projects/78562594/

Voiture automate

https://scratch.mit.edu/projects/169249897/

Calcul mental

https://scratch.mit.edu/projects/148477139/

Cycle de l'eau

https://scratch.mit.edu/projects/148478006/

Simulation aspirateur

https://scratch.mit.edu/projects/144786094/

Simulation centrale hydroélectrique

https://scratch.mit.edu/projects/317482626/