Part one: Fundamental concepts of space-time. Transformations of Galileo in space-time. Motion in space and evolution in space-time. The Galilean principle of relativity (inertial reference systems). The Newton’s Determinism (a fundamental equation of Classical Mechanics). Newton's laws and inertial forces. Non-inertial systems, related motions. Momentum, Rotation, Kinetic energy. Material points systems: mass center movement, Köning theorems.
Part two: Force fields. Potential and energy function. Work, Power, Moment and Energy Conservation. Oscillations (Harmonic, free and forced, pendulum). Motion in central force fields. The Law of Global Attraction and the Movement of Celestial Bodies.
Part Three: The state-space of solid bodies. The rotation operator and the Chasles-Euler theorem. The inertia operator and the Sylvester theorem. Ellipsoides of energy and angular momentum. Euler equation and study of motion of solid bodies.

In order to highlight the special educational and didactical aspects of a course, special emphasis is given on the historical evolution and scientific development of the subject as well as on its applications in technology and/or other sciences.