Lanthanides Flashcards

1
Q

f-orbitals

A

7 orbitals, ml = -3 to +3, ungerade. Some are ‘banana shaped’

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2
Q

Exceptions in electronic configuration

A

Close lying 5d and 6s orbitals:
La: [Xe]6s2 5d1
Ce: [Xe]4f1 6s2 5d1
Pr: [Xe] 4f3 6s2

Gd - half filled shell
Eu: [Xe]4f7 6s2
Gd: [Xe]4f7 6s2 5d1

Lu - filled shell
Yb: [Xe]4f14 6s2
Lu: [Xe]4f14 6s2 5d1

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3
Q

Oxidation states dominated by Ln3+

A
  1. f-orbitals are core-like
    Exceptions: Eu2+ = 4f7; Yb2+ = 4f14; Ce4+ = 4f0; Tb4+ = 4f7
  2. Smaller IEs - 4th IE is more than first three combined.
  3. Large hydration enthalpies proportional to z:r (-ΔH for new bonds between Ln(III) and H2O).
    Ln4+ > Ln3+ > Ln2+ = increased electrostatic attractions
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4
Q

Lanthanide contraction

A

Greater than expected decrease in atomic radii. Similar to 4d/5d TMs.
1. In the period, Zeff increases and inner shell e do not shield as effectively. Therefore, outer shell electrons are drawn towards the nucleus. 2. As elements get heavier, s electrons gain velocity and mass, contracting the nucleus.

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5
Q

Periodic trends

A
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6
Q

Coordination chemistry of Ln

A
  1. f-e in Ln3+ are core-like and do not interact with ligands. Therefore, electrostatics dominate the bonding.
  2. f-orbitals do not split and remain degenerate
  3. Ln3+ are hard Lewis acids, will react with hard Lewis bases = N, O, F - oxophilic.
  4. CNs = however many can fit, electrostatics + coloumbic
  5. ‘Non-directional’ bonding - Early Ln = Ln(H2O)9 3+, Late Ln = Ln(H2O)8 3+ - Gd break - minimum repulsion.
  6. Polydentate ligands take up less room than equiv. number of monodentate ligands.
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7
Q

Complex stability

A

Chelate effect
1. Enthalpy −ΔH - compare energies of broken and formed bonds.
2. Entropy +ΔS - increasing number of freely moving molecules

Macrocyclic effect - ligands are pre-organised for bonding. eg crown ethers.

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8
Q

Luminescence

A

Spontaneous emission of light at relatively cool environments.

d-block - energy is lost through vibration of ligands - excited state short-lived (vibronic coupling).
f-block - ligands have minimal effect - ES long lived.

Fluorescence - spin allowed, fast.
Phosphorescence - spin forbidden, slow.

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8
Q

Magnetism: J = L+S, Russel-Saunders coupling

A
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8
Q

Spin-orbit coupling

A

Can’t assume spin only formula, have to account for spin-orbit coupling.

Experimental exceptions for the magnetic moment calculations: Sm3+ and Eu3+. Low-lying excited states appreciably populated at room temperature. Solution:
a) measure µ at low T.
b) include population of excited states in the calculation.

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8
Q

LnIII + L -> LnIIIL

A

Complex stability increases from La to Lu (higher charge density z:r)

Higher denticity - higher stability constant

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8
Q

Electronic absorption spectroscopy

A
  1. 4f -> 4f
    Electric dipole forbidden (Laporte selection rule), u -> u, ε < 1, SHARP
  2. 4f -> 5d (nf -> (n+1)d)
    Laporte allowed (g→u); more intense than f→f, Broader, typical ½-width = 1000 cm-1.
    More common in Ln(II) due to the smaller f-gap
  3. Ligand → 4f C.T
    Laporte allowed; high intensity; Broader than f→d. Favoured if Ln is fairly Lewis acidic.

f → f - forbidden due to vibronic coupling (mixing between different electronic states as a result of small vibrations) between f-orbitals and ligands, as a result lowering the symmetry.

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9
Q

Consequences from electronic transition spectroscopy

A
  1. f-f transitions are less intense that d-d leading to pale colours.
    Exception: Ln2+ ions = often highly coloured as 4f orbitals now closer to 5d-orbitals. f-d
    transition now occurs in visible.
    Easily reduced Ln3+ ions (e.g. Eu, Yb) often show high intensity LMCT bands especially if the ligand is easily oxidised
  2. Sharp peaks assigned to specific transitions - no crystal field effects.
  3. Spin-orbit coupling (SOC) - spin forbidden transitions have significant intensity, leading to more lines than d metal.
  4. Spectrum is unaffected by changes in ligand or geometry, meaning that it is a fingerprint for specific metal.
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10
Q

Problems with lanthanide luminescence

A
  1. f-f is Laporte forbidden - hard to excite Ln from G.S. to E.S
  2. LnIII luminescence can be destroyed by (a) molecular O2; O=O stretch, the formation of singlet 1O2. (b) high frequency oscillators = ν(O-H) of H2O etc
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11
Q

Solution to lanthanide peak quenching - sensitised luminescence

A

Excite via (conjugated) organic ligand (the antenna).

  1. Singlet ground state.
  2. Singlet excited state from pi to pi*
  3. Intersystem crossing (ISC - one state to another of different multiplicity without the emission of radiation) - singlet to triplet.
  4. Energy transfer from triplet organic ligand to Ln*.
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12
Q

Quenching of sensitised luminescence

A

A) Reverse processes can occur at each step.
B) Non-radiative decay can occur from any state

12
Q

Molecular design of the sensitised luminescence system - energy gap, kinetics, shielding and antenna/Ln distance, choice of ligands

A
  1. Energy gap too large - ligand fluorescence, non-radiative quenching.
    Too small - Energy transfer reversed.
    Can change energy gaps by changing the ligand.
  2. Energy transfer must be fast, or de-activation processes compete.
  3. Ln complex needs to be shielded from energy-matched X-H oscillators.
  4. Antenna group must be a short distance from Ln.
  5. Cage structures to optimise stability. Fully fluorinated/deuterated ligands to avoid X-H quenching: diketonate or sulfonylaminate ligands.
13
Q

Excitation vs emission spectroscopy

A

Excitation spectroscopy – intensity of a single emission is monitored while scanning excitation frequencies, i.e. it determines the wavelengths of light necessary to produce emission

Emission spectroscopy – sample is irradiated with a fixed excitation frequency while the intensity and frequency of emitted phonons is scanned.