Experimental methods and measurements: fundamental and derived physical quantities, dimensional analysis, systematic and random errors, error propagation.
1.Mechanics of the point particle (p.p.)
Vector exercises and vector calculation. Kinematics exercises: one-dimensional motion, two-dimensional motion. Dynamics exercises of p.p .: application of Newton's laws, friction force, inclined plane. Work and energy exercises: work of gravitational force, applications of the theorem of kinetic energy, applications of the energy conservation principle. Exercises regarding momentum and collisions: application of conservation of momentum, elastic and inelastic collisions.
2.Mechanics of rigid bodies
Rotational motion exercises and rotational variables. Exercises on application of: rotational kinetic energy, moment of inertia, torque, angular momentum. Exercises on applications of the second Newton's law in angular form. Exercises on the application of the conservation principle of angular momentum. Exercises regarding the equilibrium of a rigid body.
3.Fluidostatics and fluid dynamics
Exercises on applications of the Stevino's law, the Archimedes' principle. Exercises on applications of the Bernoulli's theorem.
4. Thermodynamics
Exercises on: thermodynamics system, heating, cooling, and temperature, ideal gases, first and second law of thermodynamics.
5.Electromagnetism
Exercises on applications of the Coulomb's law. Exercises on electric field and electrical potential. Exercises on electrical capacity and capacitors. Exercises on electric current, resistance and electrical circuits. Exercises on magnetic fields and magnetic force. Exercises on applications of the Faraday-Lenz law.