2.- Vector Calculus |
2.1 Vectors. Types.
2.2 Coordinate Systems.
2.3 Operations with vectors.
2.4 Scalar and vector fields.
2.5 Central fields. Newtonian fields.
2.6 Integral theorems of vector analysis. |
4.- Particle dynamics |
4.1 Forces and interactions.
4.2 Fundamental principles of mechanics: Newton's Laws.
4.3 Conservation principles.
4.4 Diagrams of the free solid.
4.5 Applications of Newton's Laws. |
6.- Dynamics of a particle system |
6.1 Center of masses. Equation of motion of the center of masses.
6.2 Linear momentum of a particle system. Conservation theorem. Impulse.
6.3 Angular momentum of a particle system.
6.4 Kinetic energy of a particle system. Conservation theorem.
6.5 Law of conservation of energy of a particle system.
6.6 Collisions. |
8.- Static equilibrium and elasticity |
8.1 Equilibrium conditions. Ligatures. Center of gravity.
8.2 Examples of static equilibrium in rigid solids.
8.3 Stresses, deformation and modulus of elasticity.
8.4 Elasticity and plasticity. |
10.- Vibrations |
10.1 Periodic motions.
10.2 Simple harmonic motion (s.h.m.).
10.3 Force and energy of a simple harmonic oscillator.
10.4 The simple physical pendulum.
10.5 Damped free oscillations.
10.6 Forced oscillations. Resonance. |
PRACTICES OF LABORATORY |
P1 Measure and calculation of errors.
P2 Resolution of problems. Cinematics.
P3 Dynamics.
P4 Centre of masses and dynamic of a system of particles.
P5 Dynamics of the rigid solid.
P6 Resolution of problems. Static balance.
P7 Vibrations and waves. |