Academic year2016/17
CoursePHYSICS
Code207BB
Credits9
PeriodSemester 1
LanguageItalian
Modules | Area | Type | Hours | Teacher(s) |
FISICA STATISTICA | FIS/02 | LEZIONI | 54 | |
Programma non disponibile nella lingua selezionata
Knowledge
The student who successfully completes the course will be able to demonstrate advanced knowledge of classical and quantum statistical physics. In particular student are expected to acquire:
- full knowledge of classical and quantum ideal gases with application to condensed matter problems
- knowledge of the theory of phase transitions in mean field approximation
- knowledge of the theory of the renormalization group framework
- introduction to quantum phase transitions
Assessment criteria of knowledge
During the oral exam the student must be able to demonstrate his/her knowledge of the course material.
Furthermore the student is expected to demonstrate the ability to put into use the theoretical tools learned during the course. Methods:
Teaching methods
Delivery: face to face
Learning activities:
Attendance: Advised
Teaching methods:
Syllabus
Statistical ensambles. Classical ideal gases. Bose and Fermi distributions for quantum gases. Bose-Einsetin condensation. Magnetism properties of matter. Theory of phase transition. Mean field approximation. Landau-Ginzburg effective theories. Ginzburg criterion. Peierls argument for the 2D Ising model. Introduction to renomalization group theory with physical applications. Quantum phase transitions. Quantum one-dimensional Ising model in a transverse field.
Bibliography
Recommended reading includes the following works:
Kerson Huang, Statistical mechanics
J. Cardy, Scaling and renormalization in statistical physics
Updated: 14/11/2016 17:27