Quantum Mechanics I (PHYS*3230)
Code and section: PHYS*3230*01
Term: Fall 2015
Instructor: Vladimir Ladizhansky
|Vlad Ladizhansky||SCI email@example.com|
Consultation: Official office hours: Tue. 2:30 pm - 4:00 pm. However, you can always stop by my office and ask questions if I am available. IT’S OKAY NOT TO KNOW.
Lectures, Tutorials and Exams
|Mon., Wed., Fri.||1:30 p.m.-2:20 p.m.||GRHM, Room 2310|
|Wed||9:30 a.m.-10:20 a.m.||GRHM, Room 2310|
December 8, 2015, 2:30 p.m.-4:30 p.m. Room TBA
- Introduction to Quantum Mechanics, by D.J. Griffiths (Prentice Hall, 2nd edition, 2005);
- Essential Mathematical Methods for Physicists, by H.J. Weber and G.B. Arfken (Elsevier Academic Press, 2004)
You are required to attend lectures.
Late submissions will be accepted if submitted within 1 day. Grade will be reduced
|Midterm 1 (Date TBA)||18%|
|Midterm 2 (Date TBA)||18%|
Four best quizzes (out of five) will be used to compute grade.
Medical Certificate: Not generally required. However, if you miss quiz or exam, you should see your College Counselor and get a note.
- Review of mathematical tools required for the course. Wave function, Schrodinger equation. Statistical interpretation of the wave function.
- One-dimensional quantum mechanics: Free particle and a wave packet, Finite and infinite potential wells, bound states and quantization; scattering states; Potential barrier tunneling, reflection and transmission; delta-potential.
- Mathematical formalism of Quantum Mechanics, Observables and Hermitian operators; eigenvalue- eigenfunction problem. Operators of position and momentum, and the uncertainty principle. Momentum representation. Dirac notations.
- One-dimensional quantum mechanics, continued: Kronig-Penney potential and energy band structure of solids. The harmonic oscillator. Ladder operators. Coherent states.
- Three-dimensional quantum mechanics: Coulomb potential and hydrogen atom; Angular momentum. If time allows: Symmetries and Conservation Laws in QM. Spin, identical particles. Exchange Interactions.
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