PHY 741 Quantum Mechanics

MWF 9-9:50 AM OPL 107 http://www.wfu.edu/~natalie/f08phy741/

Instructor: Natalie Holzwarth Phone:758-5510Office:300 OPL e-mail:natalie@wfu.edu


Computational Project

The purpose of this assignment is to provide an opportunity for you to study a topic of your choice in greater depth. The general guideline for your choice of project is that it should have something to do with quantum mechanics, and there should be some degree of computation associated with the project. The completed project will include a short write-up and a ~10min presentation to the class. You may design your own project or use one of the following list (which will be updated throughout the term).

  • Consider a scattering experiment in which you specify the spherically symetric interaction potential V(r). Write a computer program (using your favorite language) to evaluate the scattering phase shifts and cross section for your system. Or you can use the Born approximation to estimate the scattering cross section.
  • Use the variation method to find the lowest eigenstate of a Schödinger equation of your choice.
  • Using degenerate perturbation theory, analyze the spin splitting of your favorite open shell atom in the presence of a magnetic field B, showing both the Zeeman and Paschen-Back limits.
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