PHY483F

Relativity Theory I (2020-21) -- PHY483F/1483F

[pic of your professor]
[image of black hole geometry]

Brief overview

This course will introduce General Relativity from a physics point of view, emphasizing a modern perspective. I will begin with a review and a rephrasing of Special Relativity, including the case of constant relativistic acceleration. Then I will motivate curved spacetime, the affine connection, and the covariant derivative. I will derive the equation for a geodesic, the analogue of a straight line in curved spacetime. From there, I will develop the Riemann curvature tensor, and show how it encodes useful physics like geodesic deviation and tidal forces. Then I will introduce the famous Einstein equations and show how they can be used to describe stars and black holes. I will then showcase several of the experimental successes of GR, finishing up with the recent discovery of gravitational waves. (For more details, please see the syllabus.)

Important Things

Lectures (with the Prof.) will be held online on Mondays and Thursdays from 11:10-12:00. Tutorials (led by the TA) will be held online on Fridays from 13:10-14:00. Weekly office hours (with the Prof.) will be held online on Mondays from 15:10-16:00 and on Tuesdays from 17:10-18:00. Zoom meeting information for lectures and tutorials and office hours is posted on Quercus for privacy reasons.

Announcements

These will be posted in reverse chronological order, to make the latest ones easiest to find.

Special note on pandemic circumstances

The global COVID-19 pandemic is unprecedented in my 50+ year lifespan, and constitutes a serious major disruption to all our lives, some more than others. I am very motivated to be careful with my own health (because of a genetic selective immune deficiency) and the health of my students and TA. Accordingly, I have decided to teach all-online for this semester, because I value human life and human health above anything else that happens at a university. Obviously, teaching and learning online is less than ideal, but I think we can all agree that doing so is a worthy sacrifice to keep each other alive and healthy.

Online interaction has a different quality to in-person interaction, which I miss dearly, as I imagine many of you also do. So I would like to extend to you a rock-solid guarantee: I will give all the lectures, I will attend all tutorials, and I will make myself available for individual consultation during office hours and by appointment, to give all my students sufficient options for interacting with me. Part of my preparation for this has involved testing various software options with other profs in the department committed to delivering the best possible teaching we can manage given the constraints we are all working under. For online lectures, tutorials, and office hours, I will use Zoom, with Bb Collaborate on Quercus as a backup, and possibly Microsoft Teams.

Privacy note: lectures will be recorded for asynchronous viewing by students in different timezones, including questions students may ask either audiovisually or in chat. Tutorials will be more heavily focused on interactive discussions between students and the TA (and me), and will not be recorded, in order to foster a greater sense of safety in asking questions. Please plan to attend both lectures and tutorials synchronously if you can reasonably do so, as ingesting videos passively after the fact tends to be less useful to learning GR for most students. I will do my best to support you regardless of your individual circumstances. I welcome feedback about how I can do better.