Symmetrie und Gruppentheorie, Klausur

What it is about

You will learn the fundamentals of group theory and its application to symmetry questions in molecules and solids. In the end you will be able to apply group-theoretical tools to simplify and solve problems in chemistry and quantum mechanics and you will know the most important examples from inorganic, organic and solid-state chemistry.

What you will be able to do

Recount mathematical foundations of group theory
recognize point symmetry groups and molecular symmetry
apply representations of groups
utilize symmetry principles in quantum mechanics
apply MO theory and symmetry in inorganic and organic chemistry
understand ligand-field theory and spectroscopic consequences
analyze molecular vibrations with symmetry
overview fundamentals of solid-state and crystal symmetry

What the module consists of

VorlesungDelivery of the thematic material in a frontal lecture
Übungen in TutorgruppenDeepening, practical tasks and feedback
E-Learning Kursguided self-study and accompanying materials

Teaching method

Frontalvortragfor introduction and systematic presentation of the topics
Tutor-geleitete Übungenfor practical application, self-assessment and feedback
Geleitetes Selbststudium im E-Learningfor deepening and independent exercise work

Dates

Lecture with exerciseSymmetry and Group Theory (CH3337)2 groups to choose from

ATue11:00–13:00
63214, Seminarraum (5403.05.321D)
17× · 13.10.–02.02.
- 13.10.
- 20.10.
- 27.10.
- 03.11.
- 10.11.
- 17.11.
- 24.11.
- 01.12.
- 08.12.
- 15.12.
- 22.12.
- 29.12.
- 05.01.
- 12.01.
- 19.01.
- 26.01.
- 02.02.
BWed13:00–15:00
63401, Seminar/Übungsraum (5403.05.340A)
17× · 14.10.–03.02.
- 14.10.
- 21.10.
- 28.10.
- 04.11.
- 11.11.
- 18.11.
- 25.11.
- 02.12.
- 09.12.
- 16.12.
- 23.12.
- 30.12.
- 06.01.
- 13.01.
- 20.01.
- 27.01.
- 03.02.

From the current semester, not binding. You attend one of several groups; the timetable automatically suggests the one with the fewest clashes.

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