The CgHg2-ligands in the previous complex are planar aromatic systems. Determine the characters for the representation...
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The CgHg2-ligands in the previous complex are planar aromatic systems. Determine the characters for the representation of the 8 pm SALCs in CgHg2, and fill them into the table below. Please use the symmetry operations that are defined in the below graphic. $1 $2 U C₂ axis OB Basis Set av plane Use projection operators to determine the normalization constant and coefficients for the a2u SALC in (CgHg)2. Hint: Descending to the Cg point group will save you a lot of time. (9 points) Va2u = 1/v8( $1+ $2+ $3+ $4+ $5+ $8) $6+ $7+ The CgHg2-ligands in the previous complex are planar aromatic systems. Determine the characters for the representation of the 8 pm SALCs in CgHg2, and fill them into the table below. Please use the symmetry operations that are defined in the below graphic. $1 $2 U C₂ axis OB Basis Set av plane Use projection operators to determine the normalization constant and coefficients for the a2u SALC in (CgHg)2. Hint: Descending to the Cg point group will save you a lot of time. (9 points) Va2u = 1/v8( $1+ $2+ $3+ $4+ $5+ $8) $6+ $7+
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E8 Since there is no orbital change C8 0 since all p orbit... View the full answer
Related Book For
Engineering Economy
ISBN: 978-0132554909
15th edition
Authors: William G. Sullivan, Elin M. Wicks, C. Patrick Koelling
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