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what normal modes are
vibrational normal modes (not translations and rotations)
section which shows raman active (VRS) irreducible representations
where xy, yz, xz, etc.are
section which shows what irreducible representations are IR active
where x, y, z are
reduction formula:
sum all the symmetry elements at the top (including any integers they have) to fine the 1/n
multiply the value in the table w/ the reducible value and the coefficient of the symmetry element
sum all of these
should only be integers, 1 or 0, otherwise mistake somewhere
Fundamental transition
transition from everything in the ground state to a state where ONE normal mode is excited to the next level (v=0 to v=1)
symmetry element for everything
E, identity
SOs for atoms that can be interconverted
θ = 1/√n (φ₁ ± φ₂)
SOs for orbitals that cant be interconverted with another
θ = φ1 (probably transforms as A1 too)
how to find coefficiens for Huckel approx.
sub x into the matrix, get SEs, set c1 to 1 and solve for ψ and normalisation factor
whats lower in E, α + β or α - β
α+β (because they are both -ve)
which d orbitals map onto each other
z², x²-y² (Eg)
xy, yz, xz (T2g)
shape of HAOs
sp - 2 lobes (like 8)
sp2 - 3 lobes
sp3 - 4 lobes
if a NM is 2E + 2A1, both IR active, how many peaks are there?
4, 1 for each coefficient (2×2)