Mécanique de Newton is a comprehensive course offered by École Polytechnique Fédérale de Lausanne, delving into the principles of Newtonian mechanics. Covering a range of topics including kinematics, dynamics, and oscillations, this course equips learners with essential skills for mathematical analysis of physical phenomena.
The course is structured as a MOOC with four main sections:
By enrolling in Mécanique de Newton, learners will gain a solid foundation in applying mathematical principles to analyze physical phenomena, preparing them for future studies and professional endeavors in engineering and the sciences.
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Mécanique de Newton is divided into eight modules, offering in-depth exploration of Newtonian mechanics, vector calculations, ballistic motion, harmonic oscillators, and coordinate systems. Gain essential skills in scientific analysis and mathematical modeling.
Formation de l’esprit scientifique. Calculs de dérivées.
This module lays the foundation for scientific thinking and introduces learners to derivative calculations. It provides essential knowledge to develop a scientific mindset and understand the fundamental principles of mechanics.
Cinématique du point matériel. Calcul vectoriel.
Exploring the kinematics of a point particle and vector calculations, this module offers a detailed understanding of motion. Learners will gain insights into the behavior of objects in motion and develop proficiency in vector analysis.
Les lois de Newton. Balistique.
This module delves into Newton's laws and their application to ballistic motion, providing a comprehensive understanding of the behavior of objects in the presence of external forces. Learners will gain practical insights into applying these laws to real-world scenarios.
Action et réaction. Balistique avec frottement.
Building on Newton's laws, this module explores action, reaction, and ballistic motion in the presence of friction. Learners will gain a deeper understanding of the complex interactions between forces and motion, preparing them for advanced studies in mechanics.
Objectifs de la dynamique. Oscillateur harmonique.
Focusing on the objectives of dynamics and the behavior of harmonic oscillators, this module provides a comprehensive understanding of oscillatory motion. Learners will gain essential skills for analyzing dynamic systems and their behavior.
Accélération normale et tangentielle. Mouvement circulaire, vitesse angulaire.
This module introduces learners to normal and tangential acceleration, circular motion, and angular velocity. It offers in-depth insights into the principles governing various types of motion, equipping learners with a holistic understanding of dynamic systems.
Coordonnées cylindriques et sphériques. Vitesse et accélération.
Exploring coordinate systems, velocity, and acceleration in cylindrical and spherical coordinates, this module provides a comprehensive understanding of motion analysis. Learners will develop proficiency in analyzing complex motion in different coordinate systems.
Clôture
The final module concludes the course by summarizing the key learnings and providing closure to the comprehensive study of Newtonian mechanics. Learners will have the opportunity to reflect on their journey and consolidate their understanding of the course material.
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