S. Lakshmi Bala: Quantum Mechanics I (IIT Madras)

# playlist of the 41 videos (click the up-left corner of the video)

source: nptelhrd    2013年3月4日
Physics - Quantum Mechanics I by Prof. S. Lakshmi Bala, Department of Physics, IIT Madras. For more details on NPTEL visit http://nptel.iitm.ac.in

01 Quantum Mechanics -- An Introduction 49:33
02 Linear Vector Spaces - I 1:04:15
03 Linear Vector Spaces - II: The two-level atom 47:31
04 Linear Vector Spaces - III: The three-level atom 50:26
05 Postulates of Quantum Mechanics - I 50:50
06 Postulates of Quantum Mechanics - II 52:29
07 The Uncertainty Principle 50:33
08 The Linear Harmonic Oscillator 52:18
09 Introducing Quantum Optics 50:28
10 An Interesting Quantum Superposition: The Coherent State 52:44
11 The Displacement and Squeezing Operators 51:51
12 Exercises in Finite Dimensional Linear Vector Spaces 57:28
13 Exercises on Angular Momentum Operators and their algebra 49:31
14 Exercises on Quantum Expectation Values 50:23
15 Composite Systems 50:09
16 The Quantum Beam Splitter 49:09
17 Addition of Angular Momenta - I 53:54
18 Addition of Angular Momenta - II 50:48
19 Addition of Angular Momenta - III 54:20
20 Infinite Dimensional Linear Vector Spaces 52:31
21 Square-Integrable Functions 47:53
22 Ingredients of Wave Mechanics 50:19
23 The Schrodinger equation 49:05
24 Wave Mechanics of the Simple Harmonic Oscillator 49:18
25 One-Dimensional Square Well Potential: The Bound State Problem 51:07
26 The Square Well and the Square Potential Barrier 56:33
27 The Particle in a one-dimensional Box 47:55
28 A Charged Particle in a Uniform Magnetic Field 54:43
29 The Wavefunction: Its Single-valuedness and its Phase 1:00:19
30 The Central Potential 56:24
31 The Spherical Harmonics 55:38
32 Central Potential: The Radial Equation 52:36
33 Illustrative Exercises -I 56:37
34 Illustrative Exercises -II 1:00:24
35 Ehrenfest's Theorem 56:10
36 Perturbation Theory - I 52:51
37 Perturbation Theory - II 46:16
38 Perturbation Theory - III 47:32
39 Perturbation Theory - IV 55:22
40 Time-dependent Hamiltonians 50:26
41 The Jaynes-Cummings model 52:50