Bonding Molecular orbital theory - molecular orbital theory Flashcards

1
Q

constructive waves definition

A

waves which overlap in the same phase which produce a greater amplitude.

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2
Q

destructive waves definition

A

waves which overlap in different phases which produce no amplitude.

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3
Q

how are antibonding molecular orbitals formed

A

The electrons in atomic orbitals will act as deconstructive waves and overlap out of phase, producing a higher energy orbital where electrons will fill after the bonding orbital.

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4
Q

how are bonding molecular orbitals formed

A

The electrons in atomic orbitals will act as constructive waves and overlap in phase, producing a lower energy orbital where electrons will fill before the antibonding orbital.

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5
Q

wave function of bonding molecular orbital

A

ψ = CaXa + CbXb

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6
Q

wave function of molecular orbitals

A

ψ* = CaXa - CaXb

ψ = CaXa + CaXb
c stands for weighting co efficient.
x stands for atomic orbital wave function.
ψ stands for molecular orbital wave function.

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7
Q

how do you show that an orbital is an antibonding molecular orbital

A

you use a *

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8
Q

antibonding molecular orbitals features

A

antibonding molecular orbitals will always contain an extra nodal plane than bonding molecular orbitals due to destructive waves overlapping to produce a part of the wave function which will pass through 0.

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9
Q

σ bond linear combination of atomic orbitals

A

same sign s orbitals form σg
opposite sign s orbitals will form σu*

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10
Q

g meaning

A

g stands for even - if the orbital has y axis symmetry it will be even

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11
Q

u meaning

A

u stands for odd - if the orbital has half turn rotational symmetry it is odd.

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12
Q

u orbitals

A

σ and π*
antibonding sigma and bonding pi

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13
Q

g orbitals

A

σ* and π
bonding sigma and antibonding pi

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14
Q

numerical proof for u and g

A

if when +orbital = (x,y,z), -orbital = -(x,y,z) it is u
if when + orbital = (x,y,z), - orbital = (x,y,z) then it is g.

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15
Q

when would you use u and g

A

when you have homonuclear atoms bonding with the same type of orbital.

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16
Q

bond order formula

A

(number of electrons in bonding orbitals - number of electrons in antibonding orbitals) / 2

17
Q

which molecular orbitals fill first

A

bonding molecular orbitals fill first since they are lower energy.

18
Q

what does a bond order of 0 show

A

the molecular structure will not be possible.

19
Q

bond order rules

A

as the bond order increases the bond strength increases and bond length will decrease.

20
Q

oxidation of molecules effect on bond order

A

oxidation is a loss of electrons, which will mean that electrons will be lost from the HOMO, this will alter the bond order.

21
Q

reduction of molecules effect on bond order

A

reduction is a gain of electrons, so electrons will fill the LUMO.

22
Q

LUMO

A

the lowest unoccupied molecular orbital

23
Q

HOMO

A

the Highest occupied molecular orbital.

24
Q

SOMO

A

A singularly occupied molecular orbital

25
Q

what does a SOMO mean

A

It means that the HOMO and the LUMO are the same orbital, meaning electrons will be lost and gained from the same orbital.

26
Q

rule for orbitals considered in bond order and molecular orbital diagrams

A

always just use valence orbitals
eg: if we use fluorine we only consider 2s and 2p orbitals.

27
Q

what does a squiggly line mean in molecular orbital diagrams

A

the squiggly line will represent the core orbitals which don’t matter in the final calculation.

28
Q

linear combinations of atomic orbitals for p orbitals

A

same sign pz atomic orbitals will form σg
opposite sign pz atomic orbitals will form σu*
same sign pxy atomic orbitals will form πu
different sign pxy orbitals will form πg*

29
Q

molecular orbital diagrams using p orbitals steps

A
  1. write out electronic configuration of atoms.
  2. identify the number of valence electrons.
  3. set out molecular orbital energy chart.
    fill in electrons using Aufbau and hunds rule.
    calculate bond order.
30
Q

labelling orbitals in MO diagrams

A

give every molecular orbital a number starting with 1 being the lowest energy π and σ orbitals.

31
Q

bond strength formula

A

v = 1/2π x sqrt(k/μ)
v is vibrational frequency
k is the force constant
μ is the reduced mass

32
Q

linear combinations of atomic orbitals for s and p overlap

A

same sign pz and s will result in a σ bonding orbital.
opposite sign pz and s will result in a σ antibonding orbital.
px or py with an s orbital will result in no orbital being formed due to the difference in symmetry between the orbitals meaning that the constructive and destructive overlap of the waves will cancel each other out.

33
Q

orbital energy rule

A

As you go along a period the positive charge of the nucleus, which will result in a greater difference between the σ and π orbitals

34
Q

elements where σ and π orbitals will mix

A

boron, carbon and nitrogen due to low energy differences between 5σg and 1πu

35
Q

elements where σ and π will not mix

A

fluorine, oxygen and neon due to higher energy gap between the 5σg and 1πu orbitals.

36
Q

rule for extra contribution of bonding to molecular orbital diagrams

A

pz and s orbitals will contribute towards all σ orbitals.
px and py will contribute towards all π bonds.

37
Q

rule for π orbitals energy

A

π orbitals energy wont change only the σ orbitals energy changes.

38
Q

electronegativity on heteronuclear diatomic Molecular orbitals

A

the more electronegative atom will have lower energy orbitals and therefore contribute more towards the bonding molecular orbital.

the electropositive atom will have greater energy orbitals and contribute more towards the antibonding ,molecular orbital.