FISICA QUANTISTICA III
- Overview
- Assessment methods
- Learning objectives
- Contents
- Bibliography
- Teaching methods
- Contacts/Info
Quantum mechanics. Hilbert spaces. Distribution theory
Exercises at the blackboard
This is a course of Advanced Quantum Mechanics. The main topics is scattering theory both from a potential in non relativistic quantum mechanics and in first quantized relativistic quantum theory (Dirac Equation)
Scattering from a potential
1.The Cross Section
2.The Scattering of a Wave Packet
3.Green's Functions in Scattering Theory
4.The Born Approximation
5.Partial Waves and Phase Shifts
6.Determination of the Phase Shifts and Scattering Resonances
7.Phase Shifts and Green's Functions
8.Scattering in a Coulomb Field
9.The Integral Equations of Scattering Theory
10.Properties of the Scattering Matrix
11.Rotational Invariance, Time Reversal Symmetry, and the S Matrix
12.The Optical Theorem
Relativistic quantum mechanics
1.The Dirac Equation
2.Lorentz covariance
3.Plane wave solutions
4.Non relativistic limit
5.Hole theory
6.Perturbation theory and the Feynman propagator
7.Feynman diagrams
8.Low order processes
•L. Schiff Quantum mechanics
•E. Merzbacher Quantum mechanics
•J Bijorken S Drell Relativistic Quantum Mechanics
Blackboard lectures
Oral exam