PHYSICS 355 - Rory Coker
Prof. Rory Coker
Office: RLM 8.312
Phone: (512) 471-5194 (not recommended)
Fax: (512) 471-9637 (not recommended)
Email: rory coker's civilian mail, coker's physics department mail

Office HoursThur, 2 - 3 PM, every week;  also Tue 3 to 4 PM, in PMA 8.312, on days when there is a Pizza Seminar. 

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The Fall 2025 unique number is 61905; the class meets 2 to 3 PM in PMA 7.104. Attendance is EXPECTED in class.   If you need personal help with the homework and are on campus, the Coaching tables are by the elevators on the 5th level of RLM Hall. Coaching is in person this semester. It runs 10:00 a.m. to 6:00 p.m., Monday through Thursday and 1:00 p.m. to 6:00 p.m., Friday. A coaching schedule will be posted when available. When you are on campus you can get instant help with homework and get more explanation of concepts from the coaches.  Our Course TA: TBA. His office hours are TBA. Shortened URL for this page: https://shorturl.at/mgyWG  Coker's web page: https://web2.ph.utexas.edu/~coker2/coker.html.  Links to all his courses are on this official faculty web page.

Text: Modern Physics from α to Z0 by James William Rohlf. There are free pdf and other versions of this book in several places on the internet, and used book dealers sell it for $15 to $25, depending on condition. Four copies are on reserve in the PMA Library. Recent modern physics texts sell for up to $200, and they differ only in the last chapter when compared to books published 20 years ago.

Background information: The physics department offers the following upper-division undergraduate physics courses, which extend and detail concepts briefly surveyed in 355--- 362K, atomic and molecular physics; 362L, nuclear and particle physics and astrophysics; 369, thermodynamics and statistical physics; 373, quantum physics. In this course, you should begin by reading Chs. 1, 2 and 3 in Rohlf for historical background. The course lectures will start with Ch. 4 on special relativity.

Short Syllabus and first day handout. Basis of course letter grade: Homework, 60%; midterm exam, 25%; class attendance, 15%. Class attendance is NOT OPTIONAL; it is expected, and contributes a significant percentage of the overall course grade. See the course syllabus for more details.  The midterm exam will be held in class on a date TBA.

Useful Online Resources: Relativistic Dynamics

Class Notes: Special Relativity, Uncertainty, Scattering

Class slides: TO BEGIN WITH! Visual Relativity! Matter Waves! Uncertainty! Scattering Experiments! Schrodinger Equation! Hydrogen Atom! Atoms! Molecules! Nuclear Physics! Nuclear Processes! Statistical Physics! Lasers! Scattering of Light! Condensed Matter! Superconductivity 1, Superconductivity 2, Accelerators! Particles! THE EIGHTFOLD WAY! Interactions! Coupling and Mass! Astrophysics! Planets Beyond! MAKING STUFF! Dark Matter! QUARK-GLUON PLASMA!  Gravitational Radiation!   Neutrino Astronomy!  COSMIC INFLATION?  No Strings Attached! IMPORTANT: These pages are not like PowerPoint Slides that might be used to illustrate a lecture! Instead they offer a condensed version of the actual lecture and you should read them over after class as you would read pages in our textbook.


WORKED EXAMPLES: Chapter 4, Chapter 5, Chapter 6, Chapter 7, Chapter 8, Chs. 9 and 10, Ch. 11, Ch. 12, Ch. 13, Ch. 14, Ch.15, Ch. 17
ANSWERS TO IN-CLASS ATTENDANCE QUIZZES: 
MIDTERM EXAM RESULTS:  

RUNNING TABLE OF HOMEWORK DUE DATES AND TIMES:  




How to get involved in Undergraduate Research.


Important:  announcements may appear here.


COACHES AND TUTORS: Coaches are present at tables by the elevators on the 5th level of RLM, at various times between 9 AM and 5 PM weekdays. Coaches are there to give you hints on homework problems, and mini-lectures on key concepts in basic physics. A fairly accurate online resource on basic physics is here. 

RELEVANT CLASS NOTES FROM 317L: Ch. 33, Ch. 34, Ch. 35, Ch. 36





Max Planck


Albert Einstein


Erwin Schroedinger

Max Born


Enrico Fermi

Richard Feynman

Wheeler’s First Moral Principle: Never make a calculation until you know the answer. Make an estimate before every calculation, try a simple physical argument (symmetry! invariance! conservation!) before every derivation, guess the answer to every paradox and puzzle. Courage: No one else needs to know what the guess is. Therefore make it quickly, by instinct. A right guess reinforces this instinct. A wrong guess brings the refreshment of surprise.