The C 4v group has the following classes: E, 2C 4 , C 2 , 2 v
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The C4v group has the following classes: E, 2C4, C2, 2σv, and 2σd. How many irreducible representations does this group have and what is the dimensionality of each? σd refers to a dihedral mirror plane. For example in the molecule BrF5, the σ v mirror planes each contain two of the equatorial F atoms, whereas the dihedral mirror planes do not contain the equatorial F atoms.
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The C 4v group has five classes and eight elements 1E 2C 4 1C 2 2 v and 2 d T...View the full answer
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