Analysis of the x, y, and z coordinates of each atom in TeCl6 reduces to the following representation in the Oh point group: Γ = 3T1u + T1g + A1g + Eg + T2g + T2u
(a) How many total degrees of freedom are there in TeCl6?
(b) How many total vibrations are expected from this molecule?
(c) Identify the irrep(s) of the translations.
(d) Identify the irrep(s) of the rotations.
(e) Identify the irrep(s) of the vibrations.
(f) What are the irrep(s) of the IR active vibrations?
(g) How many distinct IR lines should be observed experimentally?
(h) What are the irreps of the Raman active vibrations?
(i) How many distinct Raman lines should be observed experimentally?
(j) Are any of the IR and Raman lines coincident? If so, which ones?
(k) Does this molecule obey the rule of mutual exclusion? Briefly explain why or why not?
Analysis of the x, y, and z coordinates of each atom in TeCl6 reduces to the...
Use Web Mo for (pyrazine (C4H4N2)) Point group is D2h (a) Identify and clearly sketch by hand the symmetry elements of the molecule. (b) Calculate the number of degrees of freedom and number of vibrations for the molecule. (c) Determine how the degrees of freedom of the molecule are distributed amongst the irreducible representations of the point group show clearly all your working. (d) Subtract the translations and rotations and hence determine how the normal vibrations of the molecule are...