Chris Herdman

Computational Physics
The laws of physics provide a beautiful mathematical framework for describing the universe. Yet it’s rare that exact solutions to the resulting equations can be found with pen and paper. In this course we will explore a range of powerful computational methods that allow us to solve physical problems, primarily using the Python programming language. Applications of these methods will include problems in Newtonian mechanics, electricity and magnetism, statistical and thermal physics, quantum mechanics, and relativity. No prior experience with programming is required. Students who meet the prerequisites for PHYS 0325 must register for that course instead. (Not open to students who have taken PHYS 0230 or PHYS 0202, or CSCI 0145 or CSCI 0150) (PHYS 0109; MATH 0122)

Computational Physics
The laws of physics provide a beautiful mathematical framework for describing the universe. Yet it’s rare that exact solutions to the resulting equations can be found with pen and paper. In this course we will explore a range of powerful computational methods that allow us to solve physical problems, primarily using the Python programming language. Applications of these methods will include problems in Newtonian mechanics, electricity and magnetism, statistical and thermal physics, quantum mechanics, and relativity. Prior programming experience or physics coursework at 200 level is required to enroll in this course; students without this background may be eligible to enroll in PHYS 0225 (not open to students who have taken PHYS 0230). (PHYS 0109 and MATH 0122 and PHYS 0202 or CSCI 0145 or CSCI 0150 or equivalent).

Analytical Mechanics
An intermediate-level course in the kinematics and dynamics of particles and rigid body motion. The topics will include: analysis and application of Newton's law of mechanics; the concepts of work, energy, and power; energy conservation; momentum and momentum conservation; torque, angular momentum, and angular momentum conservation; oscillatory motion; and central-force motion. Lagrange's and Hamilton's formulations of classical mechanics will be introduced with emphasis placed on developing problem-solving strategies and techniques. (PHYS 212 or PHYS 0216) 3 hrs. lect.

Quantum Mechanics
A fundamental course in quantum mechanics aimed at understanding the mathematical structure of the theory and its application to physical phenomena at the atomic and nuclear levels. Topics include the basic postulates of quantum mechanics, operator formalism, Schrödinger equation, one-dimensional and central potentials, angular momentum and spin, perturbation theory, and systems of identical particles. (PHYS 0202 and PHYS 0212; MATH 0200 recommended) 3 hrs. lect.