Physics

The course examines the fundamental principles and concepts of physics. Topics include Newtonian Mechanics, Wave Mechanics, and Thermodynamics. Professor combines lectures with interactive in-class exercises. This is the first semester of a two-semester sequence in Introductory Physics for science majors.

This course presents an understanding of how the complexity of matter has evolved from its simplest forms during Big Bang to the rise of intelligent life that is capable of understanding its own place in this fabulous development. Topics include the formation of the elements during Big Bang, supernovae, and red giants; dust formation, stellar winds, and the re-circulation of cosmic material; the formation of the solar system; planets around other stars; the physical-chemical basis for life; the rise and development of life on the Earth; conditions for finding life beyond Earth; and the search for extraterrestrial intelligence.

This is an introductory-level course, giving an overview of a range of topics, including thermal physics, waves, elementary quantum mechanics, properties of matter, nuclear and particle physics, and astrophysics. The course is designed for those with qualifications in physics and mathematics at SCE Higher level or equivalent. It serves both as a preparation for further study in physics-based degree courses, and as a stand-alone course for students of other disciplines, including (but not limited to) mathematics, chemistry, computer science and engineering. The course includes an experimental laboratory element, Experimental Physics 1.

This course covers scientific laboratory techniques and the underlying physical principles of natural phenomena. Each class focuses on a particular experiment described in the lab manual, Laboratory Experiments in Physics. This is a one-credit hour class that meets almost once a week for about three hours.

This course introduces students to the mathematical theory of fluids via the Navier Stokes Equations. The equations can be used to successfully model almost any fluid on Earth, but our mathematical understanding of them remains limited. So much so, that a $1-million prize exists for anyone that can help to further our understanding of problems involving vortex reconnection, turbulence, and whether or not the equations are "well-posed." We will look at examples in inviscid flow theory which provide insight into physical phenomena such as flight, vortex motion, and water waves. Students also explore the basic fluid dynamics necessary to build mathematical models of the environment in which we live, focusing on problems such as climate change, pollution, or the spread of infectious aerosol droplets within our buildings.