Quantum Mechanics I

Catalog description

This course explores the foundations of Quantum Mechanics through a rigorous, mathematically based formalism. Solutions to Schrodinger’s eql]ation for several potential wells are presented, including the infinite and finite square well potentials, the harmonic-oscillator potential, and the Dirac delta-function potential. A matrix formalism is used to develop the theory of particle spin and its coupling to angular momentum. Emphasis is placed on mastering the mathematical techniques required for the course, and the application of those techniques toward obtaining solutions to Schrodinger’s equation for various potential functions. Prerequisites: MATH230 College of Arts & Sciences Physics & Engineering