Phys 422; Spring 2004
Monday, Wednesday, Friday 12:00-12:50; PAS 220

Schedule
(schedule for dates in the future is tentative)

Date Topic
January 21 Course information
Review of Newtonian Mechanics
Chapters 2 and 5
23 Review of Calculus of Variations
Chapter 6
26 Review of Lagrangian Dynamics
Chapter 7 (7.1-7.9)
28 Review of Hamiltonian Dynamics
Chapter 7, 7.10-7.12
30 Scalars, Vectors, Tensors
1st Homework Due
February 2 Dynamics of Rigid Bodies
Chapter 11, 11.1-11.3
4 Angular Momentum
11.4-11.5
6 More on the Moment of Inertia Tensor
11.6-11.7
9 Euler's Equations for a Rigid Body
11.8-11.9
11 The Symmetric Top
11.10
13 The Fixed Top
11.11
2nd Homework Due
16 Coupled Oscillations
Chapter 12, 12.1-12.2
18 Coupled Oscillations in Lagrangian Mechanics
12.4
20 Normal Modes
12.5-12.6
23 Examples of Normal Mode Calculations
25 Degenerate Modes
12.8
27 Non-linear Oscillations and Chaos
Chapter 4
3rd Homework Due
March 1 Non-linear Oscillations and Chaos (cont)
Chapter 4
3
5 Review for Midterm Exam
8 Midterm Exam
10 Non-linear Oscillations and Chaos (cont)
Chapter 4
12 4th Homework Due
15 Spring Break
17
19
22 Continuous Systems; Waves
Chapter 12
24
26
29
31
April 2 5th Homework Due
5 Elasticity and Deformation of Solids
Eulerian and Lagrangian Frames
7 Streamlines and Potential Flows
9 The deformation tensor
12 The deformation tensor II
19 Principal axes of the deformation tensor
6th Homework Due
21 Fluid Dynamics
The continuity equation
23 Euler's equation
26 Bernoulli's integral and applications
28 The energy equation
30 Waves in Fluids
May 3 Simulations in fluid dynamics
7th Homework Due
5 Class Review
May 10 Final Exam, 11am-1pm


Home - Schedule - Handouts - Homeworks- Grades - Links

Back to Dimitrios' Page --- Back to the Physics Dept.

Comments and questions to dpsaltis@physics.arizona.edu