A study of the physics concepts behind the motion of spinning and curving projectiles in worldwide sports such as soccer, tennis, basketball, baseball, football, etc. and rolling and sliding balls/diska along a flat surface. Basic explanations include utilizing kinematics, gravity, friction, air flow, and Newton's Laws. Learn about hang time, topspin, dimples,drag crisis, sideways forces, least energy launch angle, jumping, and crouching.

Selected experiments in mechanics, thermodynamics, electricity and magnetism, optics, and modern physics. One lecture hour and four laboratory hours per week. Prerequisites: PHYS 1429, PHYS 2419; co-requisite: PHYS 2620.

Surveys computational methods for problem solving in the physical sciences. Topics include numerical precision and efficiency, solutions of differential equations, optimization problems, Monte Carlo simulation, statistical methods, and data analytics. Tools for data visualization and use of libraries in both C/C++ and Python will be explored. Prerequisites: PHYS 2410 or PHYS 2415, PHYS 2620, and programming experience in Python and/or C.

Individual study of topics in physics not normally covered in formal classes. Study is carried out under the tutelage of a faculty member with whom the requirements are agreed upon prior to enrollment. (S-SS) Prerequisite: Instructor permission

A research project on a topic in physics carried out under the supervision of a faculty member culminating in a written report. May be taken more than once. (S-SS) Prerequisite: Instructor permission.

First and second year students enrolled in the Physics PhD program are required to take Physics Colloquium in their first and second years of study.

Lectures on topics of current interest in physics research and pedagogy. May be repeated for credit. Prerequisite: Instructor permission.

This course introduces a modern topic in theoretical high energy physics to an advanced undergraduate / beginner graduate student audience. Among the directions which are being explored are the physics of extra dimensions, and a unified treatment of gravity and electromagnetism in the context of string theory. Prerequisite: Physics 3210 (Classical Mechanics), 3430 (Electricity & Magnetism II) and 3660 (Quantum Mechanics II), or permission of the instructor.

Group theory is an elegant method based on symmetry to understand complex phenomena in nature. This course is to learn the basic principles of Discrete Group Theory and its application to Condensed Matter Physics. Representation theory, characters and basis functions of a group, and group theory in quantum mechanics will be discussed to learn the basic principles, and a few applications will be discussed. Prerequisite: PHYS 3650 or CHEM 3410.

An introduction to quantum computation, a modern discipline looking for ways to harness the power of quantum mechanics to gain exponential speedup of computations and simulations. We will go through the basic algorithms, discuss error correction and various physical platforms suggested for a possible implementation of such a computer. The course assumes a knowledge of linear algebra, basic probability and familiarity with quantum mechanics.