The C2h point group is a symmetry group in chemistry that describes molecules with a mirror plane and a two-fold rotation axis. It consists of four symmetry operations: E (identity), C2 (two-fold rotation), σh (horizontal mirror plane), and i (inversion). Understanding the multiplication table for the C2h point group is essential for predicting the symmetry properties of molecules and their molecular vibrations.
Below is the multiplication table for the C2h point group:
Multiplication Table For C2h Point Group
| E | C2 | σh | i | |
|---|---|---|---|---|
| E | E | C2 | σh | i |
| C2 | C2 | E | i | σh |
| σh | σh | i | E | C2 |
| i | i | σh | C2 | E |
Application of Multiplication Table
By using the multiplication table for the C2h point group, chemists can determine the symmetry properties of molecular vibrations and electronic transitions. It helps in assigning the appropriate irreducible representations to different vibrational modes and predicting the selection rules for spectroscopic transitions. This information is crucial for understanding the behavior of molecules in various chemical processes.
Download Multiplication Table For C2h Point Group
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