Physics 110b, Classical Mechanics, part 2

Professor: Ken Intriligator, Mayer Hall 5234

Office hours: Mondays 3:00-4:00, and by appointment.

Teaching Assistant: Evgueni Alexeev

Office hours: Tuesdays 3:30-4:30 in the Tutorial Center (MH2218), or by appointment.

Some additional discussion of relativity can be found here

Text: Classical Mechanics , by John Taylor.

Topics: Hamilton equations, [2-body central force motion, since not covered last quarter], non-inertial reference systems, dynamics of rigid bodies, special relativity, Liouville theorem, continuum mechanics, chaos (if time).

Course Times : Lecture: MWF 12:00-12:50 pm, Peter 102. Discussion Session Mondays 4:00-5:00pm in MH 5301. Midterm 1: Jan 31 (Average was 66%, std. dev was 21%); Midterm 2: Feb 21 (Average was 56% std. dev. was 20%). Final: Wednesday March 18, 11:30-2:29pm.

Grading: Weekly HW will be assigned, to be turned in during lecture (no late HWs will be accepted). Homework: 20%; midterm1: 15%; midterm 2: 15%; final exam: 50%. Feel free to work in groups on the HW, but you still need to turn in your own work: do not just copy other's. Also, copying from online solutions etc is strictly not allowed. Violations will be referred to the academic integrity office.

lecture topic (and link to notes) Homework
1/6 Intro to H. Two-body system.   13.3, 13.5, 13.12, 13.17, 8.8, 8.17, (due 1/13)        
1/8 Central force, cont.          
1/10 Central force, cont.   13.26, 8.18, 8.28, 8.34(due 1/22)       
1/13 Central force, elliptical orbits etc          
1/15 Non-inertial frame motion (linear)          
1/17 Non-inertial frame motion (rotation)   9.4, 9.14, 9.16, 9.18, 9.26, 10.2, 10.6, 10.10, 10.16, 10.22, 10.24 (due 1/29)        
1/22 Rotation, cont.          
1/24 Rotation, cont., center of mass          
1/27 Moment of inertia tensor          
1/29 Inertia tensor, cont.          
2/3 Principal axes and moments.   10.26, 10.34, 10.36, (due 2/12)       
2/5 Euler's equations   10.42, 10.44 (due 2/12)       
2/7 Euler's eqns cont., Euler angles   10.40 (due 2/12)       
2/10 Introduction to relativity   15.2, 15.8, 15.12 (due 2/19)       
2/12 Lorentz transformations          
2/14 proper time, length, cont.          
2/19 4 vectors, velocity and its addition          
2/24 4 vectors: u, p, k, a, f. Relativistic S   HW (Due 2/28)        
2/26 Relativistic H, Doppler, start E and M.   HW (Due 3/4)        
2/28 Relativity and E and M          
3/2 Relativity and E and M, cont.          
3/4 Mechanics of fields   HW (Due 3/11)        
3/6 String L          
3/9 String stress-tensor, solutions.          
3/11 String solutions. 3d continuum mechanics          
3/13 3d continuum mechanics