Lehrstuhl für Katalytische Grenzflächenforschung (Prof. Dr. Libuda)
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Interdisciplinary graduate course: catalysis and interface science & technology (part 1) [Graduate course 1 ICICP/ECRC] -
- Dozentinnen/Dozenten:
- Jörg Libuda, Andreas Görling, Martin Hartmann, Dozenten der beteiligten Fachgebiete
- Angaben:
- Vorlesung, 2 SWS, nur Fachstudium, Organisation Prof. J. Libuda, Prof. A. Görling, Prof. M. Hartmann; weitere Informationen: Homepage ICICP/ECRC
- Termine:
- Mi, 17:15 - 18:45, 0.113-12
- Studienrichtungen / Studienfächer:
- WF MWT-MA-LKO 5-9
- Voraussetzungen / Organisatorisches:
- Audience: assistants, PhD students, Diploma students, interested advanced students
Requirements: basic knowledge of surface science and fundamental methods
Contact: Prof. J. Libuda, Prof. A. Görling, Prof. M. Hartmann
Further information: Website ECRC and Website ICICP
- Inhalt:
- This interdisciplinary course aims at graduate students to enhance their knowledge of fundamental techniques used in surface science and the results obtained with these methods. This includes both experimental and theoretical methods. The lecture should bring together students from different disciplines, all focusing on surface science in general. The course will extend over both the winter and the summer term. Contents could be the subject of PhD exams.
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Symmetry and Group Theory - Applications in Chemistry, Physics and Material Sciences [CE-SGT/ME-SGT] -
- Dozent/in:
- Jörg Libuda
- Angaben:
- Vorlesung, 2 SWS, nur Fachstudium, Registration via StudOn!
- Termine:
- Di, 16:15 - 17:45, Raum n.V.
- Studienrichtungen / Studienfächer:
- WF C-MA ab 1
WF MS-MA ab 1
- Voraussetzungen / Organisatorisches:
- Hörerkreis: Studenten der Naturwissenschaften (Chemie, Molecular Science, Physik), bevorzugt geeignet für Studierende im Hauptstudium/Masterstudium, Diplomanden und Doktoranden
- Inhalt:
- 0. Introduction, Outline and Literature
1. Symmetry of Molecules
(symmetry elements, operations, point groups, notations) 2. Symmetry of Crystals, Surfaces and Interfaces
(symmetry in 1, 2 and 3 dimensional periodic strutures, lattices,
crystal classes, space groups) 3. Compact Course Group Theory
(elements group theory, definitions, reducible and irreducible
representations, orthogonality theorem, character tables) 4. Group Theory and Quantum Mechanics
(representations, operators and symmetry, matrix elements, direct
product functions, projection operators) 5. Symmetry of Organic Molecules: From Electronic Structure to Reactivity
(symmetry adaption, cyclic groups, many electron systems, electronic transitions,
configuration interaction, symmetry controlled reactions 6. Symmetry in Anorganic Chemistry: From Atoms to Complexes
(MO models, transition metal complexes, direct product groups,
rotation inversion group, angular momentum coupling,
crystal field splitting, vibronically allowed transitions) 7: Symmetry and Spectroscopy: Vibrational Spectroscopies
(analysis of vibrational modes, normal coordinate analysis, symmetry of vibrational wave functions, vibrational spectroscopy, selection rules) 8: Symmetry in Crystal Physics: Tensor Description of Physical Properties
(tensors, axial, polar, representations, transformation properties,
intrinsic symmetry, Neumann's principle, Curie's principle) 9: Symmetry and Electronic Structure of Solids: Band Structures
(translation group and irreps, reciprocal lattice, k-space, Bloch
functions, Brillouin zones, symmetry of bands)
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