Quantum Mechanics I

Time:

• Sundays, Tuesdays: 13:00 to 15:00

• Wednesdays: 8:00 to 9:30

Room:

• Physics 4

Course syllabus:

The Wave Function

• The Schrödinger Equation

• The Statistical Interpretation 

• Probability 

• Momentum 

Time-Independent Schrödinger Equation 

• Stationary States

• The Infinite Square Well

• The Harmonic Oscillator 

• The Free Particle

• The Delta-Function Potential 

• The Finite Square Well 

Formalism

• Hilbert Space 

• Observables 

• Eigenfunctions of a Hermitian Operator 

• Generalized Statistical Interpretation 

• The Uncertainty Principle 

• Vectors and Operators 
   

Quantum Mechanics in Three Dimensions 

• The Schrödinger Equation

• The Hydrogen Atom 

• Angular Momentum 

• Spin

• Electromagnetic Interactions 

Main reference:

Griffiths, David J., Introduction to quantum mechanics, 2nd (2005)/3rd (2018) edition

Other references:

Gasiorowicz S., Quantum Physics, 3rd edition
Zettili N., Quantum mechanics- concepts and applications,
Shankar R., Principles of quantum mechanics,

Old Syllabus:

Quantum Physics, third edition by S. Gasiorowicz

Quantum Mechanics 1 on IUT web courses