from revision 3 Flashcards

1
Q

rotational spec isss

A

microwaves

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2
Q

moment of inertia

A

energy required to rotate an object

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3
Q

moment of inertia equation

A

sum of all atoms for :
(atom mass - kgmol-1 ) x (distance from central atom, m squared)

kg m2

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4
Q

types of rotor for rotational spec

A

spherical rotor
octahedral // tetrahedral shape
iz = iy = ix

symmetric:
ix = iy

linear ix = iy
rotate along the axis that needs the least rotation to become its symmetrical form (normally z - the one that joins atoms)

asymmetrical rotor
none are the same (diff atoms on each)

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5
Q

rotational, microwave spec selection rules

A

must have a permanent dipole to show a pure rotational spectrum

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6
Q

vib spec degrees of freedom

A

3 x number of atoms in molecule

3 translations (each cartesian axis)
3 rotations ( cart axis for non linear molecules)

2 rotations for linear molecules (no x axis rotation, stays the same)

non linear vibrational modes: 3N - 6 (3 rot, 3 trans)

linear vibrational modes:
3N - 5 (2 rot, 3 trans)

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7
Q

anharmonic oscillator description and explanation

A

based on real vibrations.
very steep at first: + nucs repel eachother

tails off and becomes constant: distance no longer affects their energies as theyre too far apart.

V0 to constant = bond dissociation energy = energy needed to break a bond:
hw(V+1/2)

as V increases, Vlevels get closer together until they reach a continuum at the constant bit (dissociation energy bit)

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8
Q

diff between harmonic and anharmonic oscialltor specific selection rule

A

harmonic: only go up by 1 V level

anharmonic: can go up many V levels - seen as an overtone (still not very probably/ common tho)

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8
Q

what affects where V=0 is

A

the mass aka reduced mass in the ‘w’ equation

larger = lower value bc it vibrates slower (lower w value)

lower v=0 means larger bond dissociation energy.

heavier atoms = more energy needed to break the bond.

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9
Q

u have energy in J, but they want it in cm-1, what do u do

A

use: E=hc wn

find wn

put c in the needed units

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