This MCQ module is based on: F Block Lanthanoids Actinoids
F Block Lanthanoids Actinoids
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F Block Lanthanoids Actinoids
The Hidden Block Beneath the Periodic Table
If you look at the bottom of the periodic table you will see two long strips, separated from the rest. These are the f-block or inner transition elements — fourteen lanthanoids (4f, Ce → Lu) and fourteen actinoids (5f, Th → Lr). They earn their place outside the main grid because their valence electrons enter the deeply buried 4f or 5f orbitals.
8.17 The Lanthanoids (4f Series)
8.17.1 Electronic Configurations
All atoms of the lanthanoid series share an outer 6s² shell. The number of 4f electrons varies progressively from 0 (in La itself) up to 14 (in Lu). The general configuration is:
The 5d¹ slot is occupied for a few special members (La, Ce, Gd, Lu) but most lanthanoids place all electrons in 4f and leave 5d empty. The most stable ions of all lanthanoids are Ln³⁺, which have the simple form 4f^n (n = 0 to 14):
| Z | Element | Symbol | Atom config | Ln³⁺ config | Atomic r / pm | Ln³⁺ r / pm |
|---|---|---|---|---|---|---|
| 57 | Lanthanum | La | 5d¹6s² | 4f⁰ | 187 | 106 |
| 58 | Cerium | Ce | 4f¹5d¹6s² | 4f¹ | 183 | 103 |
| 59 | Praseodymium | Pr | 4f³6s² | 4f² | 182 | 101 |
| 60 | Neodymium | Nd | 4f⁴6s² | 4f³ | 181 | 99 |
| 61 | Promethium | Pm | 4f⁵6s² | 4f⁴ | 181 | 98 |
| 62 | Samarium | Sm | 4f⁶6s² | 4f⁵ | 180 | 96 |
| 63 | Europium | Eu | 4f⁷6s² | 4f⁶ | 199 | 95 |
| 64 | Gadolinium | Gd | 4f⁷5d¹6s² | 4f⁷ | 180 | 94 |
| 65 | Terbium | Tb | 4f⁹6s² | 4f⁸ | 178 | 92 |
| 66 | Dysprosium | Dy | 4f¹⁰6s² | 4f⁹ | 177 | 91 |
| 67 | Holmium | Ho | 4f¹¹6s² | 4f¹⁰ | 176 | 89 |
| 68 | Erbium | Er | 4f¹²6s² | 4f¹¹ | 175 | 88 |
| 69 | Thulium | Tm | 4f¹³6s² | 4f¹² | 174 | 87 |
| 70 | Ytterbium | Yb | 4f¹⁴6s² | 4f¹³ | 173 | 86 |
| 71 | Lutetium | Lu | 4f¹⁴5d¹6s² | 4f¹⁴ | — | — |
Eu has anomalously large atomic radius (199 pm) because its 4f⁷ shell is half-filled — extra-stable, reluctant to delocalise into bonding.
8.17.2 Atomic and Ionic Sizes — The Lanthanoid Contraction
Look at the trend of Ln³⁺ radius: from La³⁺ (106 pm) to Lu³⁺ (~85 pm) the size shrinks by about 21 pm — a steady decrease across the entire series. This is the famous lanthanoid contraction.
Cause. As we go from Ce to Lu, each successive electron enters the 4f sub-shell. The 4f orbitals have an unusual angular shape — they are rather diffuse and shield other 4f electrons very poorly from the nucleus. As nuclear charge increases by one each step, the 4f electrons feel almost the full extra pull, and so the entire 4f sub-shell (and the surrounding 5s5p shells) contracts.
Consequences of the Lanthanoid Contraction
- 4d ≈ 5d sizes. The third transition series elements (Hf, Ta, W, Re...) are nearly the same size as the corresponding second series (Zr, Nb, Mo, Tc...). Famous case: Zr (160 pm) and Hf (159 pm) have almost identical radii — they occur together in nature (in zircon ore) and are notoriously difficult to separate.
- Increasing covalent character of M–O bonds from La to Lu — smaller, more polarising Ln³⁺.
- Increasing basicity of hydroxides decreases from La(OH)₃ (most basic) to Lu(OH)₃ (least basic).
- Identical chemical behaviour within the lanthanoid series, making mixed-rare-earth chemistry routine but mutual separation extremely difficult.
8.17.3 Oxidation States
Almost universally, lanthanoids show +3 as their characteristic oxidation state. A few elements show +2 or +4 in addition, driven by the stability of empty (f⁰), half-filled (f⁷) or fully filled (f¹⁴) configurations:
- +4 states: Ce⁴⁺ (4f⁰, noble-gas configuration — the most important; used as the analytical oxidant Ce(SO₄)₂). Pr⁴⁺, Nd⁴⁺, Tb⁴⁺ (4f⁷ — half-filled, oxidising), Dy⁴⁺ — but only in the solid state (oxides MO₂).
- +2 states: Eu²⁺ (4f⁷ — half-filled), Yb²⁺ (4f¹⁴ — full), Sm²⁺ (4f⁶ — close to half-filled). Eu²⁺ is a strong reducing agent, reverting to Eu³⁺.
Cerium(IV)/Cerium(III) has E° = +1.74 V — high enough to oxidise water, but the reaction is so slow that Ce(IV) is a usable analytical reagent.
8.17.4 General Characteristics & Chemical Reactions
All lanthanoids are silvery-white, soft metals that tarnish rapidly in air. Hardness rises across the series (Sm is steel-hard). Melting points lie between 1000 K and 1200 K. The chemistry is broadly comparable to the alkaline-earth metals at the start of the series and to aluminium by the end:
Colours and magnetism. Most Ln³⁺ ions (except 4f⁰: La³⁺, Ce⁴⁺ and 4f¹⁴: Yb²⁺, Lu³⁺) are coloured because of f-f transitions; the absorption bands are very narrow (the 4f orbitals are well-shielded so ligand-field effects are small). All ions other than f⁰ and f¹⁴ are paramagnetic.
8.17.5 Uses of the Lanthanoids
- Mischmetall (≈95% Ln + 5% Fe + traces of S, C, Ca, Al) — used in lighter flints, bullets, magnesium-based alloys.
- Ln-oxide catalysts in petroleum cracking.
- Individual Ln-oxides as phosphors in colour TV / monitor screens (Eu³⁺ red, Tb³⁺ green).
- Nd-Fe-B alloy for the world's strongest permanent magnets.
8.18 The Actinoids (5f Series)
8.18.1 Members and Radioactivity
The actinoids run from Ac (Z = 89) to Lr (Z = 103). All are radioactive. Earlier members (Th, U) have long half-lives and occur in nature; later members (Es, Fm, Md, No, Lr) have half-lives ranging from days to a few minutes — they exist only as nanogram quantities synthesised in nuclear reactors or particle accelerators. This makes their chemistry both difficult to study and dangerous to handle.
| Z | Element | Symbol | Atom config | M³⁺ config | M³⁺ r / pm |
|---|---|---|---|---|---|
| 89 | Actinium | Ac | 6d¹7s² | 5f⁰ | 111 |
| 90 | Thorium | Th | 6d²7s² | 5f¹ | — |
| 91 | Protactinium | Pa | 5f²6d¹7s² | 5f² | — |
| 92 | Uranium | U | 5f³6d¹7s² | 5f³ | 103 |
| 93 | Neptunium | Np | 5f⁴6d¹7s² | 5f⁴ | 101 |
| 94 | Plutonium | Pu | 5f⁶7s² | 5f⁵ | 100 |
| 95 | Americium | Am | 5f⁷7s² | 5f⁶ | 99 |
| 96 | Curium | Cm | 5f⁷6d¹7s² | 5f⁷ | 99 |
| 97 | Berkelium | Bk | 5f⁹7s² | 5f⁸ | 98 |
| 98 | Californium | Cf | 5f¹⁰7s² | 5f⁹ | 98 |
| 99 | Einsteinium | Es | 5f¹¹7s² | 5f¹⁰ | — |
| 100 | Fermium | Fm | 5f¹²7s² | 5f¹¹ | — |
| 101 | Mendelevium | Md | 5f¹³7s² | 5f¹² | — |
| 102 | Nobelium | No | 5f¹⁴7s² | 5f¹³ | — |
| 103 | Lawrencium | Lr | 5f¹⁴6d¹7s² | 5f¹⁴ | — |
8.18.2 Electronic Configurations & Ionic Sizes
All actinoids carry 7s² with variable occupation of 5f and 6d. The 14 added electrons formally enter the 5f sub-shell, but irregularities (e.g. Am [Rn]5f⁷7s², Cm [Rn]5f⁷6d¹7s²) reflect the extra stability of f⁰, f⁷ and f¹⁴ occupancies.
An actinoid contraction exists analogous to the lanthanoid contraction, but is greater per element — because 5f electrons shield the nuclear charge even more poorly than 4f electrons. The 5f orbitals are not as deeply buried as the 4f, so 5f electrons can participate in bonding to a far greater extent.
8.18.3 Oxidation States
Although +3 is common to all actinoids, the early members exhibit a remarkable range. The maximum oxidation state climbs with Z up to Np (+7), then falls again:
| Element | Ac | Th | Pa | U | Np | Pu | Am | Cm | Bk | Cf | Es+ |
|---|---|---|---|---|---|---|---|---|---|---|---|
| Oxidation states | 3 | 3,4 | 3,4,5 | 3,4,5,6 | 3,4,5,6,7 | 3,4,5,6,7 | 3,4,5,6 | 3,4 | 3,4 | 3,4 | 3 |
Why so many states? The 5f, 6d and 7s sub-shells of the actinoids lie close in energy, so different numbers of electrons can be lost without much extra cost. By contrast, the lanthanoids have 4f buried much more deeply below 5d/6s, so only the outer electrons participate — limiting them to the +3 state with rare exceptions.
8.18.4 General Characteristics & Comparison with Lanthanoids
| Feature | Lanthanoids (4f) | Actinoids (5f) |
|---|---|---|
| Common oxidation state | Almost exclusively +3 | +3 common; many also +4, +5, +6, +7 |
| Burying of f-orbitals | 4f deeply buried — barely participate in bonding | 5f more exposed — participate in bonding more |
| Contraction per element | Smaller (lanthanoid contraction) | Larger (actinoid contraction; 5f shields worse) |
| Colour intensity | Pale; very narrow f-f bands | Stronger; broader bands due to 5f-ligand mixing |
| Magnetic behaviour | Roughly follows √[J(J+1)] — orbital + spin | Complex; lower magnetic moment than f-equivalent Ln |
| Radioactivity | Only Pm radioactive | All radioactive |
| Ionisation enthalpies (early) | Higher | Lower (5f electrons less tightly held) |
| Reactivity | Soft, silvery, react with H₂O slowly | Highly reactive when finely divided |
Interactive: Lanthanoid / Actinoid Configuration & Magnetism Tool L3 Apply
Pick any f-block element. The tool returns its symbol, ground-state configuration, common oxidation state, and the spin-only magnetic moment of its M³⁺ ion (treating only the unpaired f-electrons, ignoring orbital contribution).
Aim: Connect the lanthanoid contraction to a practical industrial-chemistry problem — the separation of zirconium from hafnium.
Procedure:
- List the atomic radii of Zr (Group 4, Period 5) and Hf (Group 4, Period 6).
- Without lanthanoid contraction, what radius would you predict for Hf simply from "going down a group"?
- Explain (i) why ion-exchange chromatography or solvent extraction are needed to separate them, (ii) why their oxides ZrO₂ and HfO₂ behave almost identically in chemical reactions.
Predict: How does the lanthanoid contraction make Hf chemistry "look like" Zr chemistry?
Zr radius = 160 pm, Hf radius = 159 pm. Going from Period 5 to Period 6 should add a whole shell, predicting Hf ~175 pm. Instead, the 14 lanthanoids slipped in between, each contracting the size by ~1.5 pm; the cumulative shrinkage almost exactly cancels the period-down increase.
Result: Zr⁴⁺ and Hf⁴⁺ have nearly identical charge density, so they form chemically indistinguishable salts (ionic potential, hydrolysis behaviour, complexes). Standard chemical methods cannot tell them apart. Industrial separation requires liquid–liquid extraction with TBP/HNO₃, or repeated ion-exchange chromatography on a cation-exchange column — tedious and expensive (one reason hafnium is rarer in commerce than zirconium).
Q. Use Hund's rule to derive the electronic configuration of Ce³⁺ ion and calculate its spin-only magnetic moment.
Ce (Z = 58) atom = [Xe] 4f¹ 5d¹ 6s². Removing 3 electrons (6s², 5d¹ first): Ce³⁺ = [Xe] 4f¹.
One unpaired f-electron → n = 1 → μ = √(1·3) = 1.73 BM. (Note: experimental moments include orbital angular momentum and are often higher.)
Q (In-text 4.10). The actinoid contraction is greater per element than the lanthanoid contraction. Why?
The 5f orbitals shield the outer electrons from the rising nuclear charge even less effectively than the 4f orbitals. As Z rises step by step across the actinoids, the outer 7s/6d electrons feel a sharper increase in effective nuclear charge, so they are pulled in more strongly per element than in the lanthanoid series.
Q. Name a lanthanoid that exhibits the +4 oxidation state and one that exhibits the +2 state.
+4: Cerium — Ce⁴⁺ has 4f⁰ (noble-gas-like). +2: Europium — Eu²⁺ has 4f⁷ (half-filled). Both states owe their existence to the special stability of f⁰, f⁷ or f¹⁴ configurations.
Competency-Based Questions L3 L4
Q1. (MCQ) Which of the following ions has the smallest radius?
Q2. (MCQ) Which of the following atomic numbers correspond to an inner transition element?
Q3. (SA) Why do Zr and Hf show almost identical chemical behaviour?
Q4. (LA) List three differences between the chemistry of the actinoids and that of the lanthanoids.
Q5. (HOT) Why is Eu²⁺ unusually stable compared with the +2 ions of its neighbours?
Assertion–Reason Questions L4 L5
Choose: A) Both A and R true and R explains A · B) Both true but R does not explain A · C) A true, R false · D) A false, R true.
Assertion (A): The +3 oxidation state is the most common across the entire lanthanoid series.
Reason (R): The 4f electrons are deeply buried below 5d and 6s, so only the two 6s and the one 5d electron participate in bonding.
Assertion (A): Actinoid contraction is greater than lanthanoid contraction per element.
Reason (R): The 5f electrons provide poorer shielding than the 4f electrons.
Assertion (A): Hf and Zr cannot be separated by simple chemical methods.
Reason (R): Their atomic and ionic radii are nearly identical due to the lanthanoid contraction that occurs between them in the periodic table.
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