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270073 UE Symmetry in Chemistry (2025W)
Continuous assessment of course work
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Details
max. 15 participants
Language: German
Lecturers
Classes
Currently no class schedule is known.
Information
Aims, contents and method of the course
Assessment and permitted materials
The final grade will be composed of five assignments (15% each), and class participation (25%).
Minimum requirements and assessment criteria
100-87.5 Grade 1 "Sehr gut" ("excellent")
87.0-75.0 Grade 2 "Gut" ("good")
74.5-62.5 Grade 3 "Befriedigend" ("satisfactory")
62.0-50.0 Grade 4 "Genügend" ("sufficient")
49.5-0.0 Grade 5 "Nicht genügend" ("failed")
87.0-75.0 Grade 2 "Gut" ("good")
74.5-62.5 Grade 3 "Befriedigend" ("satisfactory")
62.0-50.0 Grade 4 "Genügend" ("sufficient")
49.5-0.0 Grade 5 "Nicht genügend" ("failed")
Examination topics
Reading list
Association in the course directory
CH-TPA-02
Last modified: Fr 27.06.2025 00:02
EnglishAim:
Learn how to identify and understand the symmetry of molecules, and how symmetry can be used to deduce physical and chemical properties of molecules. Applications include molecular orbital theory, electronic structure, vibrational and UV/Vis spectroscopy, and reactivity.Content:
1. Symmetry elements and symmetry operations
- Operations and elements
- Product of operations
2. Group theory
- Groups, subgroups and classes
- Multiplication tables
3. Symmetry point groups
- Classification, identify the point group of a molecule
4. Representations of groups
- Mathematical background: matrices
- Reducible and irreducible representations
- Non-degenerate and degenerate representations
- The Great Orthogonality theorem and its consequences
- Character tables, nomenclature
5. Applications in Chemistry
- Symmetry in the Schrödinger equation
- Symmetry in the Molecular Orbital theory
- Symmetry in spectroscopy
- Other applications: chemical reactions, ligand field theory, etcMethods:
Individual preparation of provided exercise tasks and group discussion of the results in the class.
The classes will be organized primarily through Moodle.
The visit of the accompanying course 270063-1 VO is strongly recommended.