Advanced Organometallic and Coordination Chemistry

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90 Terms

1
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What is the UV-vis reigons?

10 000 - 50 000 cm-1

→ Reigon where electronic excitations usually occur

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Why is UV-vis wavelength reigon the reigon where electronic excitations occur?

  • Ligand spectra

  • Counter-ion spectra

  • Charge-transfer spectra

  • Ligand-field spectra → (d-d transitions)


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What are the selection rules?

  • Δ S = 0

  • Δ L = ± 1

  • Laporte rule - In a centrosymmetric system, transitions are forbidden ( g → g or u → u)

→ e.g = s → p and p → d aren’t allowed


4
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Why is it complicated to use electronic spectra to determine the number of transitions for more than one electrons?

Ignores the effect that other electrons have

5
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What do you use Russell-Saunders coupling for?

Derive terms arising from dn configurations → Ground state term (and maybe first excited state term)

6
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How do you work out Russell-Saunders coupling to work out ground state terms?

Image


7
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How do you draw out orgel diagrams to determine the number of transitions (use d1 as an example)

Image


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What is hole formalism?

Figuration with one hole = Opposite to configuration with one electron

→ Or d1 is the opposite to d9


  • dn = dn+5


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<p>How and why does energy level diagram for a  d<sup>2</sup>,d<sup>3</sup>,d<sup>7</sup>,d<sup>8</sup>? configuration lead to a semiquantitative Tanabe Sugano diagram? </p>

How and why does energy level diagram for a d2,d3,d7,d8? configuration lead to a semiquantitative Tanabe Sugano diagram?

Energy now depends on:

  • Crystal field splitting parameter (Δ)

  • Separation between 3F and 3P (and how they can vary with Δ

  • Magnitude of interaction between 3T1g(F) and 3T1g(P)


10
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What are the energies of the 4 levels for d2,d3,d7,d8? (DONT NEED TO REMEMBER)

knowt flashcard image
11
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What are Racah Parameters?

In the free ion, they are parameters that describes electron-electron repulsion

12
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How do you work out the energy gaps between states for d electrons?

Use sums of multiples of B and C parameters

13
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How do you work out the energy gap between states of the same multiplicity?

Only use multiple of B

14
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What is the Nephelauxetic effect?

Greater the reduction in the Racah B parameter, the greater the covalency in the M-L bond

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How do you calculate the Nephelauxetic ratio?

knowt flashcard image
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What is the order of the Nephelauxetic series?

Image

Very different to the spectrochemical series

17
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<p>How do you calculate the Racah B parameter and crystal field splitting parameter (Δ) starting from transition energy formulas using d<sup>2</sup> and d<sup>7</sup> as an example? </p>

How do you calculate the Racah B parameter and crystal field splitting parameter (Δ) starting from transition energy formulas using d2 and d7 as an example?

Image


18
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How does the splitting of tetrahedral complexes compare with octahedral complexes?

Smaller splitting

∆t = 4/9 ∆oh

19
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why is one of three transitions not observed in tetrahedral complexes in UV-vis?

  • Transition occurs in NIR (Near infra-red spectroscopy)

  • Smaller crystal field splitting so transition outside uv-vis range


20
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Why is ε more intense in tetrahedral complexes than octahedral complexes?

  • All d orbitals in octahedral complexes are Laporte-forbidden

  • Tetrahedral complexes have no inversion centre

    Image

→ Tetrahedral complexes have d-p mixing, relaxing the rule

21
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What are the ε values of octahedral and tetrahedral complexes?

  • Tetrahedral ε = 100’s

  • Octahedral ε = 10’s


22
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Why does a high spin d5 complex gives a 6A1g state in its ground state and therefore why do we observe several very weak transitions?

  • Has one sextet term

  • Laporte forbidden

  • Spin forbidden


<ul><li><p>Has one sextet term</p></li><li><p>Laporte forbidden</p></li><li><p>Spin forbidden</p></li></ul><p></p>
23
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<p>What causes the broadness of UV-vis/ electronic transitions for a high spin d<sup>5</sup> complex?</p>

What causes the broadness of UV-vis/ electronic transitions for a high spin d5 complex?

  • Electronic transitions are much quicker than nuclear motion → Frank-Condon principle

  • Crystal field splitting energy varies over course of vibration when ml is short, crystal field splitting energy is large, when ml is large, crystal field splitting energy is short → We see range of delta values contributing to signal

  • But if transition is independent of delta, vibration broadening will not be seen

→ ASSIGN PEAKS TO ORGEL DIAGRAMS IN EXAM


24
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Why is there a very weak transition at low energy for a low spin d6 complex?

knowt flashcard image
25
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How do you derive d8 configuration complex from octahedral to square planar?

Image
  • dz2 orbital is now lower in energy


26
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Image

How do you know if a d8 complex is octahedral/tetrahedral or square planar?

  • If P (pairing energy) is relative constant when crystal field splitting energy is large, -2.4 + P » -1.2 = SQUARE PLANAR


  • If P is relatively constant when crystal field splitting energy is small, -1.2 » -2.4 + P = OCTAHDEDRAL OR TETRAHEDRAL


27
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Why might you be expected to see 6 transitions in a d8 square planar complex in UV-vis?

Image

May see 1 sharp transition typically between 450-600nm

→ Tend to label as dxy → dx2-dy2 transition

28
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How do you calculate the effective magnetic moment?

Image
  • Directly related to spin and orbital quantum numbers

  • Don’t have to obey full equation


29
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How does orbital moment of an electron moving from orbit to orbit related to Lenz’s law?

  • Electrons in atoms develop an induced magnetic moment that opposes the external field

  • This is the basis of diamagnetism — all materials have this to some extent


  • So we need orbital degeneracy where 2 or more degenerate orbitals exist which can be interconverted by rotation about an axis and these orbitals must be asymmetrically filed → T,A,E degeneracy terms


30
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Can complexes with T ground states be quenched?

Yes → For Oh or Td complexes

31
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Can complexes with A and E ground states be quenched?

No → For Oh or Td complexes

32
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Show if complexes from d1-d5 show orbital contribution (include low / high spins)

  • Complexes with a T term ground state have a direct 1st orbital order contribution to their magnetic moment

  • A & E terms do not have a first order orbital contribution


<ul><li><p>Complexes with a T term ground state have a direct 1st orbital order contribution to their magnetic moment</p></li><li><p>A &amp; E terms do not have a <strong>first</strong> order orbital contribution</p></li></ul><p></p>
33
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What is the formula for complexes that possess no first order orbital contribution in the ground state to find the magnetic moment spin only formula?

Mu is expected to be temperature independent since spin only formula contains no spin only term


34
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What can spin-orbit coupling do instead if it’s unable to occur by a first order effect?

Can mix in some orbital contribution from high T terms of the same multiplicity (as the ground term)


  • So in the case of the A1g term (h.s d5) there are no relevant higher T terms and magnetic moment spin only is exactly as predicted


35
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What is the formula if A2 and E terms have higher T terms of the same multiplicity as the ground state

Gamma is the spin-orbit coupling constant has has positive sign for d1-4 (less than half filled orbitals) and is negative for d6-9 (greater than half filled)

→ REMEMBER EQUATION

<p>Gamma is the spin-orbit coupling constant has has positive sign for d<sup>1-4</sup> (less than half filled orbitals) and is negative for d<sup>6-9</sup> (greater than half filled)</p><p>→ <strong>REMEMBER EQUATION</strong></p>
36
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What method do you use to determine and calculate the effect of spin-orbit coupling on the orbitally degenerate ground term?

KOTANI plots

→ Plot μeff against kT/λ

37
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What does a KOTANI plot look like?


38
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What are the disadvantages of a KOTANI plot?

  • Covalent bonding = Unpaired electrons do not remain entirely on metal of MLCT where it can no longer contribute to orbital angular momentum around metal

  • Jahn-Teller distortions = After distortion, ground state will split and be A or E

→ Size of splitting can be small but can be detected by magnetic measurements. Size of distortion can be estimated by fitting μ vs T with δ/λ. Best fit gives value of δ. 0 = Oh symmetry


  • δ = Separation between singlet and doublet levels


39
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What does the study of magnetic properties over temperature allow?

Allows distinction between T or A/E ground states, and deduction of stereochemistry

40
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What are the other causes for variations in magnetic moment?

High spin vs low spin in Oh complexes

d4 , d5 , d6 and d7 can exist in one or two spin states depending on whether pairing energy > Δ or pairing energy < Δ


  • However, some complexes have pairing energy ~ Δ and depending on temperature, different spin states exist


41
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What are the two types of spin cross-over complexes?

1) Simple equibrillia

2) More complex transitions

42
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What are spin cross-over complexes?

When the internal energy difference between the two spin states is small for a transition

→ Happens as temperature varies


  • High spin state is invariable that of higher energy and transition is observed on lowering the temperature


43
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What is simple equibrillia for spin cross-over complexes? (Use Fe(S2CNR2)3 as an example)


  • Complex has Δo ~ 16,500 cm-1

  • At low temperatures, magnetic moment of low spin Fe(III) = 2.25 BM

  • As temp increases, magnetic moment increases as more high spin species are formed


44
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When does spin cross-over occur?

When Δo ~ 16, 500 cm-1 in the high spin complex

45
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What are more complex transitions? (Type of spin cross-over)


  • Occurs (especially in solid state) when there are interactions between molecules that may trigger phase transition

  • Bulk sample changes from high to low spin on cooling

  • Sample may change from one ‘frozen mixture’ of spin states to another


Observed for Fe(phen)2XY and Fe(bipy)2XY complexes

→ X and Y are anionic ligands of moderate field strength


46
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<p>How does Jahn-Teller distortion effect e<sub>g</sub> occupancy? </p>

How does Jahn-Teller distortion effect eg occupancy?

E/A to E/A term: No change

47
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<p>How does Jahn-Teller distortion effect t<sub>2</sub>g occupancy? </p>

How does Jahn-Teller distortion effect t2g occupancy?

Leads to trigonal rather than tetragonal distortions which preserve one of 3-fold axes


48
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How are orbitals split/ ranked in trigonal bipyramidal complexes

dz2 > dx-y2 > dxz dyz

49
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Do trigonal bypyramidal complexes show any temperature dependence in their magnetic moment

No unless there is a change of spin state

50
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How are trigonal bipyramidal M(II) formed?

Tris(2-aminoethyl)amine - Wikipedia

By using ren

51
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What is the significace of trigonal bipyramidal M(II) complexes?

Gives invariable high spin species

→ However, QP (phosphorus analogue of tren) gives low spin species

52
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What is the difference in the magnetic moments between H.S trigonal bipyramidal and H.S Oh?

  • In some cases, H.S Oh may be a T term and therefore temperature dependent → all H.S trigonal bipyramidal complexes are temperature dependent

  • QP ligands lead to low spin complexes but difference will be seen


53
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How are the frontier orbitals (d-orbitals) split in organometallic compounds (e.g = metallocenes and bis-arene compounds)


54
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How do you show the relative ordering for organometallic complexes (e.g = metallocenes and bis-arenes)


55
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Why is e2 low in energy?

Strong δ aspect of bonding in complexes

<p>Strong δ aspect of bonding in complexes </p>
56
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What is diamagnetic?

Material that is repelled from magnetic field

57
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What is paramagnetic?

Material that is attracted into magnetic field

58
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Does paramagnetism or diamagnetism have a stronger resultant effect?

Paramagnetism

→ Effects are additive


  • Two effects are opposed


59
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How do you measure the magnetic induction of flux, B?

  • H = Magnetic field of strength

  • I = Intensity of magnetisation


<ul><li><p>H = Magnetic field of strength</p></li><li><p>I = Intensity of magnetisation</p></li></ul><p></p>
60
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How do you calculate the volume of susceptibility? (K)

  • H = Magnetic field of strength

  • I = Intensity of magnetisation


<ul><li><p>H = Magnetic field of strength</p></li><li><p>I = Intensity of magnetisation</p></li></ul><p></p>
61
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How do you calculate the gram susceptibility? (ϗ)

  • K = Volume of susceptibility

  • P = Density


<ul><li><p>K = Volume of susceptibility</p></li><li><p>P = Density</p></li></ul><p></p>
62
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How do you calculate the molar susceptibility? (ϗM?

  • M = Molecular weight

  • ϗ = Gram of susceptibility


<ul><li><p>M = Molecular weight</p></li><li><p>ϗ = Gram of susceptibility</p></li></ul><p></p>
63
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How can you tell if a compound is diamagnetic (paired electrons)?

Compound is repelled by field

  • B < H

  • Susceptiblity is -ve


64
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How can you tell if a compound is paramagnetic (unpaired electrons)?

Compound is attracted by field

  • B > H

  • Susceptibility is +ve


65
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What law do paramagnetic substances obey?

Curie’s law

66
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What is Curie’s law?

Susceptibility depends inversely on temperature

  • Thus a plot of 1/ϗ vs T should give a straight line of slope 1/C passing through origin


<p>Susceptibility depends inversely on temperature </p><ul><li><p>Thus a plot of 1/ϗ vs T should give a straight line of slope 1/C passing through origin</p></li></ul><p></p>
67
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knowt flashcard image

How is Curie constant (C) given?

Langevin expression

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What is Langevin expression?

Relates susceptibility, ϗM , to magnetic moment,µ, in Bohr Magnetons

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What is the expression for Langevin expression and how can you use it to obtain Curie constant?

knowt flashcard image
70
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What is the Curie-Weiss law?

When many substances give straight lines that do not intersect the temperature axis at 0K

  • Associated with breakdown of Langevin assumption (B=H) and indicative of magnetic interaction between discrete molecules → i.e = Magnetically non-dilute materials


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What is the formula for Curie-Weiss law?

  • -ve θ = Antifero

  • +ve θ = Feromagnetic


72
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When is a compound considred to be magnetically dilute?

When compounds with paramagnetic centres are separated from each other by diamagnetic atoms (e.g = ligands)

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When is a compound considered to be magnetically non-dilute?

If ligands are removed, paramagnetic centres will interact with eachother

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What is ferromagnetism?

All paramagnetic centres alligned in same direction

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What is antiferromagnetism?

All paramagnetic centres alternating directions

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What is ferrimagnetism?

Paramagnetic centres alternating directions but having an overall resultant moment

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What is antiferro-magnetism?

When two transition metals both have unpaired electrons and are bonded together (usually by bridging ligand)

78
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How do you show that two metal centres have opposite spins and therefore are antiferromagnetically linked by ligand using eg, pz, eg orbitals?


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How do you show that two metal centres have opposite spins and therefore are antiferromagnetically linked by ligand using eg, px, eg orbitals?


80
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How do you show that two metal centres have same spins and therefore are ferromagnetically linked by ligand using eg, pz, t2g orbitals?

  • Unpaired electrons in orthogonal orbitals (zero overlap integeral) tend to align themselves with parallel spins - arrangements are exhange-stabilised.


81
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How do you show that two metal centres have same spins and therefore are ferromagnetically linked by ligand using eg, pz, py, eg orbitals?

  • Creates right angle

  • Two ligand orbitals are orthogonal to eachother


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If both antiferromagnetic and ferromagnetic pathways are avaliable, which one will dominate more?

Antiferromagnetic

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What is super-exchange?

General mechanism involving ligand orbitals to mediate coupling between metal electrons

→ Doesn’t matter whether antiferromagnetic or ferromagnetic

84
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How do you quantify J (energy difference between singlet and triplet (exchange energy)) in bimetallic complexes?

x = J / kT

  • J = Energy difference between singlet and triplet (exchange energy)


85
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What happens if J (energy difference between singlet and triplet (exchange energy)) is positive?

Exchange energy favours electrons with parallel spins

  • Think antiferromagnetism and ferromagnetism


<p>Exchange energy favours electrons with parallel spins </p><ul><li><p>Think antiferromagnetism and ferromagnetism</p></li></ul><p></p>
86
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Show an example of antiferromagnetism (use magnetic unit cell)

  • Increasing covalency leads to increasing TN

  • TN is higher in oxides than fluorides


<ul><li><p>Increasing covalency leads to increasing T<sub>N</sub></p></li><li><p>T<sub>N</sub> is higher in oxides than fluorides</p></li></ul><p></p>
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<p>Give an example of ferrimagnetism (think of unit cells) </p>

Give an example of ferrimagnetism (think of unit cells)

  • Inverse spinel and magnetite structures leads to magnetic moment

  • Acute angle = Sets up semimagnetic coupling


89
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What’s the formula for an inverse spinel structure?

B(ABO4)

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What’s the formula for a magnetite structure?

FeIII (FeIIFeIIIO4)