171.201: Special Relativity and Waves
Course Requirements and Grading
Overview
Special Relativity and Waves is the third course in the four-semester introductory sequence for physics majors. The course will be divided into two parts. In the first three weeks, we will study the theory of special relativity. The remainder of the course will be devoted to a detailed treatment of the physics of waves. A good grasp of wave phenomena is crucial for understanding much of classical physics and is essential for the study of quantum mechanics.
Instructor
Prof. Robert LehenyClass Schedule
Lectures: MTW 11-12Texts
Required
Texts: 1. R. Resnick, Introduction to
Special Relativity.
2.
H. J.
Pain, The Physics of Vibrations and Waves.
Recommended
Texts: E. F. Taylor and J. A. Wheeler, Spacetime Physics. A. Einstein et al., The Principle of
Relativity, A. P. French, Special Relativity. D. Bohm, Special Theory of Relativity. A. P. French, Vibrations and Waves. F. J. Crawford, Waves. H. Georgi, The Physics of Waves Requirements and Grading % of grade Homework Weekly 20 1st Midterm exam Wed., Oct. 11 (tentative) 20 2nd Midterm exam Wed., Nov. 15 (tentative) 20 Final Exam Tues., Dec. 19 40 Note Regarding Homework
Requirement
When
Policy on Collaboration
Working through the homework problems is crucial to learning the material in this class. All students are expected to attempt each problem individually; however, collaboration on homework is not discouraged, provided that each student contributes substantially to the effort. Students who do not make a serious effort on the homework will not learn the material and will find success on the exams difficult. Each student should write his or her final submitted homework solutions independently.Statement regarding Ethics
The strength of the university depends on academic and personal integrity. In this course, you must be honest and truthful. Ethical violations include cheating on exams, plagiarism, reuse of assignments, improper use of the Internet and electronic devices, unauthorized collaboration, alteration of graded assignments, forgery and falsification, lying, facilitating academic dishonesty, and unfair competition.Homework Assignments
| Assignment | Reading | Problems | Due Date |
|---|---|---|---|
| #1 | Resnick, Ch. 1 (skim) & Ch. 2 | Resnick 2.12, 2.18, 2.25, 2.35, 2.40, 2.44 | Wednesday, Sept. 20 |
| #2 | Resnick, Appendices A & B, Ch. 3.1-3.4 | Resnick 2.8, 2.32 (For part (b) of 2.32, use theta = 15 degrees rather than the angle quoted in the problem.), A.3, A.5, A.8, 3.1 | Wednesday, Sept. 27 |
| #3 | Resnick, Ch. 3.5-3.7 & 4.1-4.3 | Resnick 3.23, 3.27, 3.33, 3.34, 3.35, 3.41, 4.7 | Wednesday, Oct. 5 |
| #4 | Pain, Chs. 1 - 3, omit pp. 17-25. | Pain 1.10, 2.2, Custom Problems 1-5 | Wednesday, Oct. 18 |
| #5 | Pain, Ch. 4, omit pp. 96-97 | Pain 4.3, 4.4, 4.7, 4.10, 4.12, Custom Problem 6 | Wednesday, Oct. 25 |
| #6 | Pain, Ch. 5, pages 107-128 | Pain 5.1, Custom Problems 7-12 | Wednesday, Nov. 1 |
| #7 | No additional reading | Pain 5.4, 5.5, Custom Problems 13-17 | Wednesday, Nov. 8 |
| #8 | Pain, Chs. 6 & 10 | Pain 5.19, 6.4, 10.15 (In 10.15, also sketch the result and determine the full width at half maximum of the peak.), Custom Problems 18-21 | Wednesday, Nov. 22 (no penalty for work submitted by Monday, Nov. 27.) |
| #9 | Pain, Ch. 7 pages 171-187, Ch. 9 pages 239-251 | Pain 6.7, 7.3, 7.4, 9.2, 9.13 | Wednesday, Nov. 29 |
| #10 | Pain, Ch. 8 pages 199-208, 217-221 | Pain 8.21, 8.23, Custom Problems 22-26 | Wednesday, Dec. 6 |
| #12 | Pain, Ch. 12 | Pain 12.4, 12.10, Custom Problems 27-29 | Monday, Dec. 11 (no penalty for work submitted by Wednesday, Dec. 13.) |
Custom Problems
Old Exams
Midterm #1, 2003 (PDF), Midterm #1, 2003 solutions (PDF)Midterm #1, 2004 (PDF), Midterm #1, 2004 solutions (PDF)
Midterm #1, 2005 (PDF), Midterm #1, 2005 solutions (PDF)
Midterm #2, 2002 (PDF), Midterm #2, 2002 solutions (PDF)
Midterm #2, 2004 (PDF), Midterm #2, 2004 solutions (PDF)
Midterm #2, 2005 (PDF), Midterm #2, 2005 solutions (PDF)
Final Exam, 2002, with solutions (PDF)
Final Exam, 2003 (PDF), Final 2003, solutions (PDF)
Final Exam, 2004 (PDF), Final 2004, solutions (PDF)
Final Exam, 2005 (PDF), Final 2005, solutions (PDF)
Final Exam, 2006 (PDF), Final 2006, solutions (PDF)