Lecture notes (click on topic to access)

Number
Date
Topic
Lecture 1
February 12
  The Schrödinger equation, Wave function, Measurement, Probability.
Lecture 2
February 14
  Normalization of the wave function, Expectation values, Exercise 1
  Solution to Exercise 1 (separate file)
Lecture 3
February 19
  Momentum, Uncertainty Principle, Exercise 2, Stationary states
  Solution to Exercise 2 (separate file)
Lecture 4
February 21
  The infinite square well
Lecture 5
February 26
  The infinite square well, Superposition of states
  Computer simulation: the infinite square well, click here for a link
Lecture 6
February 28
  The harmonic oscillator (algebraic method), Exercise 3
  Solution to Exercise 3 (separate file)
Lecture 7
March 4
  The harmonic oscillator (analytic method), Exercise 4
  Solution to Exercise 4 (separate file)
Lecture 8
March 6
  The harmonic oscillator (review)
  Computer simulation: harmonic oscillator, click here for a link
Lecture 9
March 11
  The free particle
Lecture 10
March 13
  The free particle, The delta-function potential
  Computer simulation: phase and group velocities, click here for a link
  Computer simulation: Energy Skate Park, click here for a link
  Computer simulation: Quantum Tunneling and Wave Packets, click here for a link
Lecture 11
March 18
  Examples of problem solving
  Recommended problems for exam preparation
Lecture 12
March 25
  The delta-function potential, Exercise 5
  Solution to Exercise 5 (separate file)
Lecture 13
March 27
  The finite square well, Exercise 6
  Solution to Exercise 6 (separate file)
Lecture 14
April 8
  The formalism of quantum mechanics, Exercise 7
  Solution to Exercise 7 (separate file)
Lecture 15
April 10
  The formalism of quantum mechanics contd.
Lecture 16
April 15
  Problem solving
Lecture 17
April 17
  Quantum mechanics in three dimensions
Lecture 18
April 22
  The hydrogen atom
Lecture 19
April 24
  The hydrogen atom contd.
  Computer simulation: Models of the hydrogen atom, click here for a link
  Computer simulation: Hydrogen atom orbitals, click here for a link
Lectures 20 - 21
April 29
May1
  Transitions between hydrogen stationary states
  The angular momentum
Lecture 22
May 6
  Orbital angular momentum, Spin, Exercise 8
 
Solution to Exercise 8 (separate file)
Lecture 23
May 8
  Spin, Problem solving, Exercises 9 and 10
 
Solutions to Exercises 9 and 10 (separate file)
Lecture 24
May 13
  Stern-Gerlach experiment, Addition of the angular momenta
 
Computer simulation: Stern-Gerlach experiment
Lecture 25
May 15
  Addition of the angular momenta, Clebsch-Gordon coefficients, Exercises 11 and 12
 
Solutions to Exercises 11 and 12 (separate file)
Lecture 26
May 20
  Course review