The course starts with terminology and definitions of molecular symmetry operations, matrix representation, point groups, reducible and irreducible representations, character tables and reduction equation. Applications of group theory to different aspects of chemistry, specially bonding, structure and spectroscopy, are rigorously included.
The course helps the student understand basics of group theory and its applications to different aspects of chemistry. Bonding theory, metal clusters, vibrational spectroscopy, absorption spectroscopy and organic reactions are rigorously involved.
Intended Learning Outcomes:
Upon completing this course, the students are expected to able to:
1) Understand and implement details of molecular symmetry including symmetry elements, operations and symmetry point groups to different chemical compound structures.
2) Understand necessary mathematical basics needed for group theory, including matrices, reduction formula, reducible and irreducible representations.
3) Apply group theory in valence bond theory treatment of structure and bonding.
4) Apply group theory in molecular orbital theory treatment of bonding and structure.
5) Apply group theory in studying vibrational spectra of different inorganic compounds.
6) Apply group theory to predicting concerted organic reactions.
7) Use Group Theory in metal-metal cluster compounds (metal carbonyls and quadrupole bonds).
Text books:
Reference:
F. A. Cotton, Chemical Applications of Group Theory, 3rd ed, (1990), J. Wiley, ANU Library Code: 541.22015122 COT.
| Activity | Percent (%) |
|---|---|
| Activities, home works and Participation: | 20% |
| Midterm Exam | 35% |
| Final Exam | 45% |