Includes quantum phenomena and an introduction to wave mechanics; the hydrogen atom and atomic spectra. Prerequisite: MATH 3250, MATH 4210 or PHYS 3340, PHYS 2620, or instructor permission.

Reviews special relativity and coordinate transformations. Includes the principle of equivalence; effects of gravitation on other systems and fields; general tensor analysis in curved spaces and gravitational field equations; Mach's principle, tests of gravitational theories; perihelion precession, red shift, bending of light, gyroscopic precession, radar echo delay; gravitational radiation; relativisitic stellar structure and cosmography; and cosmology. Prerequisite: Advanced calculus through partial differentiation and multiple integration; vector analysis in three dimensions.

Discusses matrices, complex analysis, Fourier series and transforms, ordinary differential equations, special functions of mathematical physics, partial differential equations, general vector spaces, integral equations and operator techniques, Green's functions, group theory. Prerequisites: MATH 5210 and 5220 or instructor permission.

This course will study various phenomena in condensed matter physics, including crystallography, basic group theory, x-ray and neutron diffraction, lattice vibrations, electrons in a metal, electronic band theory, electrons under an external magnetic field, semiconductors, magnetism and superconductivity. Not only the topics but also the theoretical and experimental techniques that are covered in this course are essential for PhD students as well as advanced Undergraduate students in Physics, Chemistry, Chemical Engineering, and Materials Science and Engineering to excel in their research career.Prerequisite: PHYS 3650 (Quantum Mechanics I) or an equivalent course

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.

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.