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Monday, 09 January 2023
|
Time |
Speaker |
Title |
Resources |
|
|
09:30 to 11:00 |
Arun Mangalam (IIA, Bangalore) |
Invitation to Quantum mechanics |
|
|
|
11:30 to 13:00 |
Arun Mangalam (IIA, Bangalore) |
Invitation to Quantum mechanics |
|
|
|
14:30 to 16:00 |
Krupa Gowrishankar (APU, Bangalore) |
Visual Quantum mechanics |
|
|
|
16:30 to 18:00 |
Koushik Dutta/M Sivakumar |
Project based Quantum mechanics |
|
|
Tuesday, 10 January 2023
|
Time |
Speaker |
Title |
Resources |
|
|
09:30 to 11:00 |
M Sivakumar (University of Hyderabad, India) |
Postulates and Dirac formalism |
|
|
|
11:30 to 13:00 |
M Sivakumar (University of Hyderabad, India) |
Postulates and Dirac formalism |
|
|
|
14:30 to 16:00 |
Krupa Gowrishankar (APU, Bangalore) |
Visual QM |
|
|
|
16:30 to 18:00 |
Koushik Dutta/M Sivakumar |
Project based Quantum mechanics |
|
|
Wednesday, 11 January 2023
|
Time |
Speaker |
Title |
Resources |
|
|
09:30 to 11:00 |
Arun Mangalam (IIA, Bangalore) |
Exercises and applications |
|
|
|
11:30 to 13:00 |
Arun Mangalam (IIA, Bangalore) |
Exercises and applications |
|
|
|
14:30 to 16:00 |
M Sivakumar (University of Hyderabad, India) |
LHO |
|
|
|
16:30 to 18:00 |
Koushik Dutta/M Sivakumar |
Project based Quantum mechanics |
|
|
Thursday, 12 January 2023
|
Time |
Speaker |
Title |
Resources |
|
|
09:30 to 11:00 |
Arun Mangalam (IIA, Bangalore) |
Angular momentum |
|
|
|
11:30 to 13:00 |
M Sivakumar (University of Hyderabad, India) |
Perturbation theory |
|
|
|
14:30 to 16:00 |
Koushik Dutta/M Sivakumar |
Project based Quantum mechanics |
|
|
|
16:30 to 18:00 |
Koushik Dutta/M Sivakumar |
Project based Quantum mechanics |
|
|
Friday, 13 January 2023
|
Time |
Speaker |
Title |
Resources |
|
|
09:30 to 11:00 |
M Sivakumar (University of Hyderabad, India) |
Perturbation theory |
|
|
|
11:30 to 13:00 |
Rajaram Nityananda (ICTS-TIFR, India) |
Twinkling stars, optical fibres, and the Schrodinger equation Many problems in optics, collectively designated as paraxial, involve waves propagating in a small range of angles. In this limit, the wave equation reduces to a Schrodinger-like equation. This is of interest in its own right, It is also a gentle introduction to the mathematics of the Schrodinger equation in a context amenable to classical intuition and even everyday observations.
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|
|
|
14:30 to 16:00 |
Urbashi Sinha |
Photonic Quantum Science and Technologies |
|
|
|
16:30 to 18:00 |
Koushik Dutta/M Sivakumar |
Project based Quantum mechanics |
|
|
