Classical Mechanics serves as the cornerstone of physics, providing a comprehensive framework for understanding the motion of objects and the forces that govern their behavior. This course builds upon the principles laid down by Isaac Newton and extends them to encompass more complex systems and phenomena.

At its core, Classical Mechanics explores the kinematics and dynamics of particles and systems of particles. Students begin by studying the basic concepts of motion, including displacement, velocity, and acceleration, and learn how to describe these quantities using mathematical tools such as calculus and vector analysis. They also delve into Newton's laws of motion, which form the foundation for understanding the behavior of objects under the influence of forces.

As the course progresses, students investigate a wide range of topics, including conservation laws (such as the conservation of energy, momentum, and angular momentum), rotational motion, and the motion of rigid bodies. They explore the principles of work, energy, and power, as well as their application to mechanical systems ranging from simple pendulums to complex machinery.

Furthermore, students learn about the mathematical formulation of Classical Mechanics through the use of Lagrangian and Hamiltonian mechanics. These formalisms provide powerful tools for analyzing the behavior of dynamical systems, offering alternative perspectives on the underlying physics and enabling students to tackle more sophisticated problems.

In addition to theoretical concepts, the course emphasizes practical applications and problem-solving skills. Students engage in exercises and experiments to apply theoretical principles to real-world situations, honing their ability to analyze and predict the behavior of physical systems.