Cubic: O (432) - Products

Irreducible Representation Products:

	A1	A2	E	T1	T2
A1	A1	A2	E	T1	T2
A2	A2	A1	E	T2	T1
E	E	E	A1+A2+E	T1+T2	T1+T2
T1	T1	T2	T1+T2	A1+E+T1+T2	A2+E+T1+T2
T2	T2	T1	T1+T2	A2+E+T1+T2	A1+E+T1+T2

Dipole Transition Products:

For the O point group, the irreducible representation of the dipole operator is T₁. Transitions that are dipole forbidden are indicated by parentheses.

T1	A1	A2	E	T1	T2
A1	(T2)	(T1)	(T1+T2)	A1+E+T1+T2	(A2+E+T1+T2)
A2	(T1)	(T2)	(T1+T2)	(A2+E+T1+T2)	A1+E+T1+T2
E	(T1+T2)	(T1+T2)	(2T1+2T2)	A1+A2+2E+2T1+2T2	A1+A2+2E+2T1+2T2
T1	A1+E+T1+T2	(A2+E+T1+T2)	A1+A2+2E+2T1+2T2	A1+A2+2E+3T1+4T2	A1+A2+2E+4T1+3T2
T2	(A2+E+T1+T2)	A1+E+T1+T2	A1+A2+2E+2T1+2T2	A1+A2+2E+4T1+3T2	A1+A2+2E+3T1+4T2

• O character table

• Symmetry pages index
• Categorisation by symmetry operations or by unit cell parameters
• Correlation table index
• 3D objects
• Stereographs
• A brief description of tables

Last modified: Fri Oct 6 16:30:53 BST 2000 by JPG (goss@excc.ex.ac.uk)
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