Motion, force, and the geometry of cause.

Classical Mechanics

Classical mechanics describes how matter moves under forces — from a falling apple to orbiting moons. It's the language of Newton's laws, energy, and momentum.

SignatureF = ma

Chapter outline

Lessons in this chapter

Short, focused lessons. Each one ends with a worked example and a quick quiz.

Key concepts at a glance

The essential ideas, paired with their equations.

Newton's Second Law

01
F = m·a

Net force equals mass times acceleration — the cornerstone of dynamics.

Conservation of Energy

02
E = K + U

Total mechanical energy is conserved in a closed system without friction.

Momentum

03
p = m·v

A measure of an object's motion; conserved when no external force acts.

Universal Gravitation

04
F = G·m₁m₂/r²

Every mass attracts every other mass — the force that orbits planets.

Work–Energy Theorem

05
W = ΔK

The work done on an object equals its change in kinetic energy.

Rotational Motion

06
τ = I·α

Torque produces angular acceleration scaled by moment of inertia.

Frequently asked

What is classical mechanics?+

Classical mechanics is the branch of physics describing the motion of macroscopic objects under forces, formalized by Newton's three laws.

Why does F = ma matter?+

It links cause (force) with effect (acceleration), letting us predict motion from interactions.

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