Elementary Classical Mechanics

Understanding the Building Blocks of Mechanics and The Cornerstone of Physics
What you'll learn
Core concepts of classical mechanics
Mathematical tools for analyzing motion
Newton's laws and equations of motion
Kinematics and dynamics in one and multiple dimensions
Energy, work, and conservation principles
Applications involving projectiles, friction, and constrained motion
Advanced topics such as phase plane analysis, pendulum motion, and central force dynamics
Requirements
Basic understanding of algebra and trigonometry
Familiarity with derivatives and integrals (introductory calculus level)
Ability to interpret graphs and equations
No prior physics background required, but helpful
Description
This course provides a comprehensive introduction to the principles of classical mechanics, the cornerstone of physics that explains how objects move under the influence of forces. Designed for learners with a basic understanding of mathematics, the course begins with fundamental concepts such as scalars, vectors, and vector algebra, which form the language of mechanics. Students will explore coordinate systems, derivatives, and integrals of vectors, building the analytical tools needed to describe motion in space.
The course then delves into Newton's laws of motion, examining their application in one and multiple dimensions. Through practical examples and exercises, learners will gain insight into projectile motion, constrained systems, and frictional forces. Energy-based methods are introduced, including work, power, kinetic energy, and the role of conservative forces, leading to a deeper understanding of conservation laws for energy and momentum.
Advanced topics such as phase plane analysis, pendulum dynamics, and motion in central force fields provide a bridge to more complex systems, highlighting the elegance and predictive power of classical mechanics. By the end of the course, students will have a solid foundation in the mathematical and physical principles governing motion, preparing them for further studies in physics, engineering, or applied sciences.
Key Learning Outcomes
Understand and apply vector algebra and coordinate systems in mechanics.
Analyze motion using Newton's laws in one and multiple dimensions.
Explore energy concepts and conservation principles.
Solve problems involving projectiles, friction, and constrained motion.
Gain exposure to advanced topics like phase plane analysis and central force motion.
This course combines theory with problem-solving exercises to ensure mastery of concepts and practical application. Whether you are a student, educator, or professional seeking to strengthen your understanding of classical mechanics, this course offers a clear and structured pathway to success.
Materials and videos provided under this course are on a Creative Commons (CC) License. Original work by Stephen Wiggins has been used across the course.
Who this course is for
Undergraduate students starting physics or engineering programs
Educators seeking a structured refresher on classical mechanics
Professionals in technical fields wanting to strengthen fundamentals
Self-learners interested in the foundations of motion and energy
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