School of Physics

Academics » Class information » Spring 2008 Courses

  PHYSICS 3201-Classical Mechanics I

Instructor

Galina Grom
E-mail: galina.grom (at) physics.gatech.edu
Office hours: Mon & Wed at 1:30-2:00 in N06.

Teaching Assistant

Shu Huang
E-mail: gtg098n (at) mail.gatech.edu
Phone: 404-423
-2979
Office hours: Tue 4-5pm in
W508B.

Place and Times

M W F 2:05-2:55 a.m.
L3, Howey Physics Building

Required textbook: R. D. Gregory, Classical Mechanics

Other textbooks:

J. Marion and S. Thornton, Classical Dynamics of Particles and Systems

J. R. Taylor, Classical Mechanics

Homework

Homework assignments will be posted on the Course Calendar (see below) on Wednesdays and will be due the following Wednesday in class or in my mailbox by 2:55 p.m. There will be about 10 homework assignments. The solutions will be made available immediately after class (via a link on the Course Calendar), so that no late homeworks will be accepted. Each homework solution will remain available on-line for one week after the due date. 

If you have any questions about problems in homework assignments, please use e-mail or office hours to discuss them with myself or Shu.

If you have a question about grading of your homework assignment, please first discuss it with Shu (see above his office hours).

You can discuss the homework problems with each other, but the solutions have to be executed and submitted individually. All students are expected to comply with the academic honor code.

Grading

Homework 20%
Quizzes (best 2 of 3) 40%
Final exam 40%

Syllabus

Course Calendar

01/07 L#1  Newton's laws of motion. Equation of motion in polar coordinates.

 

01/09 L#2 Center of mass. The law of gravitation. 01/11 L#3 The principle of equivalence. Uniform gravity. Rectilinear motion in a force field

 

01/14 L#4 Constrained rectilinear motion. 01/16 L#5 Friction between solid bodies 01/18 L#6 Friction in viscous medium. Projectile motion with linear air resistance.

 

01/21 Official school holiday 01/23 L#7 Simple harmonic motion

 

 

 

01/25 L#8 Damped simple harmonic motion
01/28 L#9 Forced harmonic oscillator: sinusoidal driving force. Resonance 01/30 L#10 Fourier series 02/01 L#11 Forced harmonic oscillator: periodic non-harmonic driving force.

 

02/04 L#12 Coupled oscillations 02/06 Quiz #1

No homework this week

 

02/08 L#13 Energy conservation in rectilinear motion
02/11 L#14 General features of rectilinear motion 02/13 L#15 Energy conservation in a conservative field

 

 

02/15 L#16 Energy conservation in constrained motion
02/18 L#17 Cycloid pendulum. Orbits in a central fields. One-body problem - Newton's equations. General nature of orbital motion

 

02/20 L#18 Path equation.

 

 

02/22 L#19 Attractive inverse square field
02/25 L#20 Kepler's laws of planetary motion. 02/27 L#21 Orbital mechanics: Hohmann transfer orbit and gravity assist. Repulsive inverse square field.

 

 

02/29 L#22 Rutherford scattering. Scattering cross-section
03/03 L#23 Multi-particle systems. Energy principle and energy conservation 03/05 L#24 Constrained systems

 

 

03/07 L#25 Kinetic energy of a rigid body
03/10 L#26 Linear momentum 03/12 Quiz #2

No homework this week

 

03/14 L#27 Conservation of linear momentum. Rocket motion
03/17 Spring Break 03/19 Spring Break

 

03/21 Spring Break
03/24 L#28 Collision theory

 

03/26 L#29 Collision processes in zero-momentum frame

No homework this week

 

03/28 L#30 Elastic collisions: velocity diagrams. Inelastic collisions: coefficient of restitution
03/31 L#31 Two-body problem 04/02 L#32 Two-body scattering

 

 

04/04 L#33 Angular momentum
04/07 L#34 Angular momentum principle 04/09 L#35 Conservation of angular momentum

 

 

04/11 L#36 Planar rigid body motion
04/14 L#37 Rigid body statics in 3D

 

04/16 Quiz #3

No homework this week

 

04/18 L#38 In-depth review: Newton's laws of motion and problems in particle dynamics
04/21 L#39 In-depth review: Linear oscillations and energy conservation for a single particle

Demo #1, Demo #2, Demo #3

 

 

04/23 L#40 In-depth review: Orbits in central field and energy principle for multi-particle systems

Demo #1, Demo #2, Demo #3

04/25 L#41 In-depth review: Linear momentum and angular momentum principles

 

Course Survey


 
 


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