PHYS 114 KS - Quantum Mechanics: A Numerical Methods Approach

Introductory upper-level quantum mechanics using analytical, but emphasizing numerical, methods to solve problems. Both Shrodinger’s wave mechanics and Heisenberg’s matrix formulation of quantum mechanics are used. Topics include: eigenvectors and eigenvalues tunneling, Koenig-Penney model, harmonic oscillator, WKB approximation, spin and Pauli matrices, hydrogen atom and Hatree-Falk approximation, Dirac notation, eigenvalue perturbation method (non-degenerate, degenerate, and time-dependent), Fermi’s Golden rule, and variational approximation.

Prerequisites: PHYS 100 KS (or equivalent), MATH 111 CM, or permission of instructor.

Offered: Every other year

Credit: 1

Course Number: PHYS114 KS