Details of PH3102 (Autumn 2018)

Level: 3 Type: Theory Credits: 4.0

Course CodeCourse NameInstructor(s)
PH3102 Intermediate Quantum Mechanics Soumitro Banerjee

Preamble
This is a core course for undergraduate students (BS-MS and IPhD) . Basic formalism and mathematical structure of Quantum Mechanics is discussed with examples in this course.

Syllabus
Formalism: Postulates of Quantum Mechanics, state vectors, observables, operators,wavefunction
Dynamics: Heisenberg picture and Schroedinger's Equation
Harmonic oscillator: one dimensional S.H.O in ladder operator formalism
A brief discussion of Schroedinger's Equation in 2D and 3D central and circular symmetric potential
Angular momentum and spin
Symmetries in QM: Parity, translational symmetry, time reversal, rotation group etc.
Addition of angular momentum
Time independent and time dependent perturbation theory

Prerequisite
Elementary level classical mechanics and quantum theory (Physics3, Physics 4)

References
Long list of references:
1. Quantum Mechanics, Vol 1 and Vol 2, Claude Cohen-Tannoudji, Bernard Diu, Frank Laloe, Publisher: Wiley
2. Modern Quantum Mechanics, J. J. Sakurai, ,Publisher: Addison Wesiely.
3. Lectures on Quantum Mechanics, S. Weinberg, Publisher: Cambridge University Press.
4. Lectures On Quantum Mechanics, P. A. M. Dirac, Publisher: Dover Publications
5. Practical Quantum Mechanics, S. Fluegge, Publisher: Springer.
Short list of references:
1. Quantum Mechanics, Vol 1 and Vol 2, Claude Cohen-Tannoudji, Bernard Diu, Frank Laloe, Publisher: Wiley.
2. Modern Quantum Mechanics, J. J. Sakurai, ,Publisher: Addison Wesiely.
3. Lectures on Quantum Mechanics, S. Weinberg, Publisher: Cambridge University Press.

Course Credit Options

Sl. No.ProgrammeSemester NoCourse Choice
1 IP 1 Core
2 IP 3 Not Allowed
3 IP 5 Not Allowed
4 MR 1 Not Allowed
5 MR 3 Not Allowed
6 MS 5 Core
7 RS 1 Elective
8 RS 2 Elective