How many irreducible representations are needed to assign the p-orbitals of a molecule with Td symmetry?
a. 1
b. 2
c. 3
How many irreducible representations are needed to assign the p-orbitals of a molecule with Td symmetry?...
4. The planar molecule SO3 shown below has Dzh symmetry. Oos- a) Determine the irreducible representations of the oxygen o orbital combinations. b) Construct a qualitative MO diagram for SO3 using the oxygen o orbitals and the 3s and 3p valence orbitals on the sulphur. c) Which sulphur orbital is not involved in o bonding with the oxygens? d) Determine the irreducible representations of the six oxygen a orbital combinations. e) Which d orbitals on sulphur can undergo i bonding...
2) HO adopts C2v symmetry (a) Create SALCs for the H atoms and, using the Czv character table on the attached sheet, derive representations for each SALC and then assign the appropriate symmetry. (b) Assign the symmetry for the orbitals on the central O atom, again using the character table (c) Create a reasonable MO diagram for H O and label appropriately (02s:-32 eV O2p:-16 eV, Hls 4 cV) You may assume the s-orbital on O is functionally non-bonding. (d)...
What irreducible representations do the four H 1s orbitals on CH4 span? Are there s and p orbitals on the central C atom that may form molecular orbitals with them? In SiH4, where 3d orbitals might be available, could these orbitals play a role in forming molecular orbitals by overlapping with the H 1s orbitals?
confused on how to get these answers
General approach to examine irreducible representations of vibrations Example1: Ammonia 1. Determine point group of the molecule 2. Generate the reducible representation for translation (x, y, z) CE 2C 30v A1 1 1 2 x2+y+, z? Az 1 1-1 R E 2 -1 0 (x,y) (R3, Ry) (x2- y?.xy) 2C 3sv E 13 3. Write down the number of atoms which do not change their location during each symmetry operation. 203 35v E...
Consider a metal atom surrounded by a cube-shaped arrangement of eight ligand atoms (Oh symmetry). (1) Derive the reducible representation for the 8 σ-bonds. (2) Systematically (step-by-step) reduce this representation to its irreducible representations – showing all of your calculations! (3) Which (s, p or d) metal orbitals have the same symmetry as these irreducible representations? (4) Why do we not observe this coordination arrangement?
The molecule S2 is a bent molecule with C2y symmetry 1. С> (xz) S. aHowmany degrees of freedom are present in this molecule? bhHow many vibrational modes are possible? chComplete the character table below for the reducible representation of the bonds that remain unchanged in the molecule of SO2 for a C2v point group. Enter the total number of bonds that remain unchanged under the operation. Ifboth bonds change, enter a zero C2v C2 г dAier consulting a character table...
5. Below are three representations of the molecular orbitals of a diatomic molecule. Which of the molecular orbitals is a sigma bonding orbital? The atomic nuclei are represented by the small dots. (a) III and II (b) III and I (c) III (d) 11 (e)
DQuestion 17 2 pts Using the character table and irreducible representation (symmetry labels) of the stretches provided, which of the stretches would you expect to observe using IR spectroscopy? C2 2v -1 Rz A2 -1 x, R B2 Irreducible representations for the 3 x CI-F stretches r-2A1+B2 a A1 B2
DQuestion 17 2 pts Using the character table and irreducible representation (symmetry labels) of the stretches provided, which of the stretches would you expect to observe using IR spectroscopy? C2...
1) Consider the molecule [Nicl]. It is tetrahedral geometry and Ta symmetry Consider the sigma-bonding and determine a reducible representation for the molecule. Determine the irreducible representation. Draw a qualitative molecular orbital diagram with electrons and symmetry labels. Consider carefully the oxidation state of the metal and ligands and fill in electrons thoughtfully. You will only utilize the 3d orbitals on Nickel, not the 4s or 4p. The ligand group orbitals of the chlorine ligands should be lower in energy...
Determine the irreducible representations for the normal mode vibrations of benzene, and determine how many IR-active vibrations benzene has.