08.128.7027 From the Dynamics of Supercooled Liquids to the Glass Transition

Course offering details

Instructors: Martin Letz

Event type: Lecture

Displayed in timetable as: 08.128.7027

Hours per week: 2

Credits: 3,0

Language of instruction: Englisch

Min. | Max. participants: - | -

Requirements / organisational issues:
The lecture targets to give a basic understanding of the dynamics of supercooled liquids in the vicinity of the glass transition.

The lecture targets students from the 3rd year on.

planned times: Wed. 4pm - 5:30 pm, Gallilei Raum, first lecture, Wed. Oct. 25. 2023

Contents:
Content:
statistical physics and distribution functions -- liquids as a system in thermodynamic equilibrium -- thermodynamic variables -- structure of liquids -- systematic low density expansion -- dynamic of liquids --- systematic short time expansions -- functional derivatives -- memory effects and the Mori-Zwanzig projection scheme -- experimental methods (e.g. neutron scattering, light scattering) -- dynamic of supercooled liquids -- mode coupling theory and scaling laws in the vicinity of the glass transition -- phenomonology of the glass transition -- generalized hydrodynamic

 

Additional information:
„The deepest and most interesting unsolved problem in solid state theory
is probably the nature of the glass transition. This could be the next
breakthrough in the coming decade. The solution of the problem of spin
glass in the late 1970s has broad implications in unexpected fields like
neural networks, computer algorithms, evolution and computational
complexity. The solution of the more important and puzzling glass
problem may also have a substantial intellectual spin-off. Whether it will
help to make better glass is questionable.“ P.W.Anderson (Nobelpreis
1977), Science, 267, 1615 (1995)

At the end of the semester a company tour of SCHOTT in Mainz is planned.
 

Appointments
Date From To Room Instructors
1 Wed, 25. Oct. 2023 16:00 17:30 01 525 Seminarraum K Martin Letz
2 Wed, 8. Nov. 2023 16:00 17:30 01 525 Seminarraum K Martin Letz
3 Wed, 15. Nov. 2023 16:00 17:30 01 525 Seminarraum K Martin Letz
4 Wed, 22. Nov. 2023 16:00 17:30 01 525 Seminarraum K Martin Letz
5 Wed, 29. Nov. 2023 16:00 17:30 01 525 Seminarraum K Martin Letz
6 Th, 7. Dec. 2023 16:00 17:30 05 127 Lorentz-Raum Martin Letz
7 Wed, 13. Dec. 2023 16:00 17:30 01 525 Seminarraum K Martin Letz
8 Wed, 20. Dec. 2023 16:00 17:30 01 525 Seminarraum K Martin Letz
9 Wed, 10. Jan. 2024 16:00 17:30 01 525 Seminarraum K Martin Letz
10 Wed, 17. Jan. 2024 16:00 17:30 01 525 Seminarraum K Martin Letz
11 Wed, 24. Jan. 2024 16:00 17:30 01 525 Seminarraum K Martin Letz
12 Wed, 31. Jan. 2024 16:00 17:30 01 525 Seminarraum K Martin Letz
13 Wed, 7. Feb. 2024 16:00 17:30 01 525 Seminarraum K Martin Letz
Course specific exams
Description Date Instructors Mandatory
1. Presentation Time tbd Yes
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Instructors
Martin Letz