Quantum Mechanics I

PHYS 3143 - Spring 2020


3143 A 3143 B & ESL-NC57L-PHBC

Time: Tuesdays and Thursdays 12:00 - 13:15pm
Instructor: Andrew Scherbakov
Email: andrew_dot_scherbakov_at_physics_dot_gatech_dot_edu

Time: Tuesdays and Thursdays 13:30 - 14:45pm
Instructor: Predrag Cvitanović
Phone: (404) 487-8469
Email: predrag_dot_cvitanovic_at_gatech_dot_edu


Online policies   -   Brick & Mortar policies


Stern-Gerlach Experiment

Stern-Gerlach Experiment

Stern Gerlach App

Textbook
"A modern approach to Quantum Mechanics". 2nd Edition. John. S. Townsend ISBN 978-1-891389-78-8.


Course Schedule

 

Date

Topic

Reading

Homework

January 7 Tue Stern-Gerlach Experiments 1.1-1.2  
  9 Thu Stern-Gerlach Experiments, The Quantum State Vector 1.3-1.6  
  14 Tue Matrix Mechanics, Rotation Operators 2.1-2.2  
  16 Thu The Identity and Projection Operators, Matrix Representation of Operators 2.3-2.4  
  21 Tue Changing Representations, Expectation Values 2.5-2.6 HW#1
Chapter 1,
#3,4,5,6,7, 9,10,11,14
  23 Thu Rotations, Generators, Commuting Operators 3.1-3.2  
  28 Tue Review   HW#2
Chapter 2,
#1-2,4-5,7-10,24
  30 Thu Quiz 1    
February 4 Tue The Eigenvalues and Eigenstates of Angular Momentum 3.3-3.4  
  6 Thu Uncertainty Relations and Angular Momentum 3.5  
  11 Tue The Spin-½ Eigenvalue Problem 3.6
  13 Thu A Stern-Gerlach Experiment with Spin-1 Particles 3.7
  18 Tue The Hamiltonian and the Schrodinger Equation, Time Dependence of Expectation Values 4.1-4.2 HW#3
Chapter 3,
#1,2,8-10
  20 Thu Precession of a Spin-½ Particle in a Magnetic Field 4.3  
  25 Tue Magnetic Resonance 4.4 HW#4
Chapter 3,
#6,12-17,25
  27 Thu Review   HW#5
Chapter 4,
#4,5,8,11-13
March 3 Tue Quiz 2              [Solutions]    
  5 Thu Position Eigenstates and the Wave Function, The Translation Operator 6.1-6.2  
  10 Tue The Generator of Translations, The Momentum Operator in Position and Momentum Basis 6.3-6.5
  12 Thu A Gaussian Wave Packet - Cvitanović 6.6 HW#6
6.1, 6.3
  17 Tue Spring Break    
  19 Thu Spring Break  
  26 Thu A Gaussian Wave Packet        [Notes] 6.6  
  31 Tue

Solutions to the Schrodinger Equation in Position Space   [Notes]
Bonus lecture:    part 1    part 2    part 3 - Cvitanović

6.8 HW#7
Chapter 6,
#5(a,b only),6,
April 2 Thu The Particle in the Box and in the δ-function Potential,
Inversion Symmetry and the Parity Operator
       [Notes]
6.9, 7.10  
  7 Tue The One-Dimensional Harmonic Oscillator, Operator Methods        [Notes] 7.1-7.3 HW#8
Chapter 6,
#12-16,19
  9 Thu Position-Space Wave Functions, The Zero-Point Energy        [Notes] 7.4-7.5; HW#9
Chapter 7,
#5,7,9
  14 Tue Scattering in One Dimension        [Notes] 6.10  
  16 Thu Scattering in One Dimension        [Notes] 6.10  
  21 Tue Review        [Notes]   HW#10
Chapter 6,
#21,22,23,24(a)


Final Exam

3143 A & B, ESL-NC57L-PHBC

via Bluejeans Meetings - see Canvas [Announcements] for the link
Time: April 27 (Monday) 11:20 am - 2:10 pm