Phy5646: Difference between revisions

From PhyWiki
Jump to navigation Jump to search
No edit summary
Line 11: Line 11:


== Stationary state perturbation theory in Quantum Mechanics ==
== Stationary state perturbation theory in Quantum Mechanics ==
== Time dependent perturbation theory in Quantum Mechanics ==


==Interaction of radiation and matter ==
==Interaction of radiation and matter ==
=== Quantization of electromagnetic radiation ===


''' Additional Reading '''
''' Additional Reading '''
* Experimental observation of a Lamb-like shift in a solid state setup [[media:LambSolidState.pdf|Science '''322''', 1357 (2008)]].
* Experimental observation of a Lamb-like shift in a solid state setup [[media:LambSolidState.pdf|Science '''322''', 1357 (2008)]].
== Non-perturbative methods ==
== Spin  ==
== Addition of angular momenta ==
== Irreducible tensor representations and Wigner-Eckart theorem ==
== Elements of relativistic quantum mechanics ==

Revision as of 11:14, 5 December 2008

Welcome to the Quantum Mechanics B PHY5646 Spring 2009

Schrodinger equation. The most fundamental equation of quantum mechanics which describes the rule according to which a state evolves in time.

This is the second semester of a two-semester graduate level sequence. Its goal is to explain the concepts and mathematical methods of Quantum Mechanics, and to prepare a student to solve quantum mechanics problems arising in different physical applications. The emphasis of the courses is equally on conceptual grasp of the subject as well as on problem solving. This sequence of courses builds the foundation for more advanced courses and graduate research in experimental or theoretical physics.

The key component of the course is the collaborative student contribution to the course Wiki-textbook. Each team of students is responsible for BOTH writing the assigned chapter AND editing chapters of others.


Outline of the course:


Stationary state perturbation theory in Quantum Mechanics

Time dependent perturbation theory in Quantum Mechanics

Interaction of radiation and matter

Quantization of electromagnetic radiation

Additional Reading

Non-perturbative methods

Spin

Addition of angular momenta

Irreducible tensor representations and Wigner-Eckart theorem

Elements of relativistic quantum mechanics