Learning objectives
To acquire a basic knowledge of quantum mechanics and of some fundamental applications of classical statistical mechanics.
Course unit content
1) Canonical ensemble in classical statistical mechanics 2) Grand-canonical ensemble in classical statistical mechanics 3) The birth of quantum mechanics: the blackbody problem, photoelectric effect, Compton effect, specific heat of solids, spectral lines, Rutherford and Bohr models, de Broglie waves 3)Wavefunction, Born interpretation, probability current, Schroedinger equation for a single particle and its solution by separation of variables 4) One-dimensional applications of the Schroedinger equation: free particle, potential well, harmonic oscillator 5) Introduction to three-dimensional problems
Bibliography
Huang - Statistical Mechanics; Alonso-Finn - Fundamental Univessity Physics Vol. 3 - Quantum and Statistical Physics;
Eisberg - Quantum Mechanics of Atoms, Solids, Nuclei and Particles;
Caldirola, Cirelli, Prosperi - Introduzione alla Fisica Teorica
Teaching methods
Lectures and exercises by slides and at the blackboard.