CSIR-NET Bioinorganic Chemistry — Metals in Biology, Explained
Bioinorganic chemistry looks like biology until you notice that every single question is really an inorganic question in disguise: an oxidation state, a coordination geometry, a spin state, a reduction potential or a Lewis acid. Once you read it that way, the chapter becomes one of the most predictable scoring areas in the CSIR-NET inorganic section. This guide organises it around the four jobs metals actually do in living systems, and works the numericals that examiners build on top.
Why living systems use metal ions at all
Organic functional groups are excellent at making and breaking C–C and C–H bonds, but they are poor at four things. Metal ions supply exactly those four.
| Job | What the metal provides | Representative site |
|---|---|---|
| Reversible small-molecule binding | An open coordination position of tunable affinity | Fe in haemoglobin, Cu in haemocyanin |
| Electron transfer | Two accessible oxidation states at a useful potential | Cytochromes, Fe–S clusters, blue copper proteins |
| Lewis acid catalysis | Strong polarisation of a bound substrate or water | Zn²⁺ in carbonic anhydrase, carboxypeptidase A |
| Structure and signalling | Cross-linking and rigid geometry; concentration gradients | Zn fingers; Na⁺/K⁺/Ca²⁺ gradients |
Notice the division of labour by d-electron behaviour. Zinc(II) is d¹⁰ — it has no crystal field stabilisation, no colour, no redox chemistry and no geometric preference, which is precisely why it is the ideal biological Lewis acid: it polarises without getting oxidised and it exchanges ligands quickly. Iron and copper, with accessible redox couples, are given the electron-transfer and oxygen jobs instead.
Oxygen transport — the spin-state question examiners love
In deoxyhaemoglobin the iron is Fe(II), high spin d⁶, five-coordinate, held by the four porphyrin nitrogens and a proximal histidine, and it sits out of the porphyrin plane. On binding O₂ it becomes six-coordinate and low spin, the ionic radius contracts, and the iron moves into the plane. That small movement pulls the proximal histidine and the helix attached to it — the mechanical origin of cooperativity, the sigmoidal O₂ binding curve of haemoglobin that myoglobin (a single subunit) does not show.
Worked example 1 — magnetic moments across the haemoglobin states.
Deoxy-Hb, Fe(II) high spin d⁶: t2g⁴eg², so n = 4.
μ = √(4 × 6) = √24 = 4.90 BM. Paramagnetic.
Oxy-Hb, low spin d⁶: t2g⁶eg⁰, n = 0.
μ = √(0 × 2) = 0 BM — oxyhaemoglobin is diamagnetic, which is the classic
experimental evidence that binding O₂ forces the low-spin configuration.
Met-Hb, Fe(III) high spin d⁵: t2g³eg², n = 5.
μ = √(5 × 7) = √35 = 5.92 BM. Met-Hb cannot carry oxygen; that is why iron
must be kept as Fe(II).
Three carriers, three completely different chemistries, and questions routinely ask you to tell them apart:
| Carrier | Metal site | Metal : O₂ | Colour when oxygenated |
|---|---|---|---|
| Haemoglobin / myoglobin | One Fe in a porphyrin (haem) | 1 : 1 | Bright red |
| Haemocyanin (molluscs, arthropods) | Two Cu, no porphyrin | 2 : 1 | Blue |
| Haemerythrin (marine worms) | Two Fe, non-haem, bridged | 2 : 1 | Violet-pink |
Carbon monoxide poisoning has an inorganic explanation: CO is a much stronger σ-donor and π-acceptor towards Fe(II) than O₂ is, so it binds far more tightly and blocks the site. The distal histidine in the protein pocket sterically discourages the linear Fe–C–O arrangement CO prefers, which reduces — but does not remove — its advantage.
Electron transfer — reading a biological redox chain
Respiratory and photosynthetic chains are just electron carriers arranged in order of increasing reduction potential, so electrons fall downhill. The quantitative tools are the Nernst equation and ΔG° = −nFΔE°.
The prime in E°′ matters: biochemists quote potentials at pH 7 rather than at the standard-state [H⁺] = 1 M. For any couple that consumes protons the two values differ, and mixing them is a genuine source of wrong answers.
Worked example 2 — a one-electron protein couple. A haem protein has E°′ = +0.25 V for the Fe(III)/Fe(II) couple, n = 1. What is E when 91% of the protein is oxidised, i.e. [ox]/[red] = 10?
E = 0.25 + (0.0592/1) × log(10) = 0.25 + 0.0592 × 1 = +0.309 V.
Note the sensitivity: a tenfold change in the ratio moves the potential by only 59 mV for a one-electron couple. For a two-electron couple it would be 29.6 mV. This small slope is why biological electron carriers can work over a narrow potential window.
Worked example 3 — the free energy released at the end of the chain. Electrons pass from that carrier (E°′ = +0.25 V) to the O₂/H₂O couple, for which the standard textbook value at pH 7 is E°′ = +0.82 V. Find ΔG°′ per electron.
ΔE°′ = E°′(acceptor) − E°′(donor) = 0.82 − 0.25 = +0.57 V.
ΔG°′ = −nFΔE°′ = −(1)(96485)(0.57) = −54996 J mol⁻¹ =
−55.0 kJ mol⁻¹.
The sign is negative, so the transfer is spontaneous — as it must be, since this is the step that ultimately drives ATP synthesis. If you get a positive ΔG for a downhill biological step, you have subtracted the potentials the wrong way round.
| Carrier type | Metal site | Distinguishing feature |
|---|---|---|
| Cytochromes a, b, c | Fe in haem | Fe(III)/Fe(II); differ in haem substituents and axial ligands |
| Rubredoxin | 1 Fe, 4 cysteine S | Simplest Fe–S site; no inorganic sulfide |
| Ferredoxins | [2Fe–2S], [4Fe–4S] cubane | Bridging inorganic S²⁻; delocalised mixed valence |
| Blue copper (type 1), e.g. plastocyanin | 1 Cu, N₂SS′ distorted | Intense S→Cu charge-transfer band; entatic geometry |
The blue copper proteins are the standard illustration of the entatic state: the protein imposes a geometry intermediate between the tetrahedral preferred by Cu(I) and the tetragonal preferred by Cu(II). Neither oxidation state has to reorganise much, so the reorganisation energy is small and electron transfer is fast — the same idea that Marcus theory expresses quantitatively.
Zinc enzymes — Lewis acidity doing real work
Carbonic anhydrase is the cleanest example in the syllabus. A Zn²⁺ is held by three histidine imidazoles; the fourth position carries a water molecule. Coordination to Zn²⁺ pulls electron density off that water and drops its pKa from about 15.7 in bulk water to roughly 7, so at physiological pH a substantial fraction of the enzyme carries Zn–OH⁻ — a strong nucleophile that attacks CO₂ to give bicarbonate.
Worked example 4 — how much acidity does the metal add? Compare pKa ≈ 15.7 (free water) with pKa ≈ 7 (zinc-bound water).
ΔpKa = 15.7 − 7 = 8.7, so Ka(bound) / Ka(free) = 108.7 = 5 × 10⁸.
A single divalent cation makes the water roughly five hundred million times more acidic. That is the whole catalytic trick, and no organic functional group in a protein can do it.
Carboxypeptidase A uses the same principle for peptide hydrolysis; Zn²⁺ both polarises the carbonyl and generates the attacking hydroxide. Because Zn(II) is d¹⁰, none of this involves redox chemistry — a point worth stating explicitly in a descriptive answer.
The other sites you should be able to name
| System | Metal centre | Function |
|---|---|---|
| Chlorophyll | Mg²⁺ in a chlorin ring | Light harvesting; closed-shell Mg keeps the excited state long-lived |
| Vitamin B₁₂ / coenzyme B₁₂ | Co in a corrin ring | Rare biological Co–C bond; radical rearrangements and methyl transfer |
| Nitrogenase | FeMo cofactor plus an Fe–S P-cluster | Reduces N₂ to NH₃ at ambient conditions |
| Photosystem II oxygen-evolving complex | Mn₄CaO₅ cluster | Oxidises water to O₂ through successive oxidation states |
| Superoxide dismutase | Cu/Zn, Mn or Fe | Disproportionates superoxide |
Metal toxicity is the mirror image of all this. Soft, thiophilic ions such as Hg²⁺, Cd²⁺ and Pb²⁺ bind protein cysteine thiolates far more strongly than the native metal and shut the site down — a straight application of hard–soft acid–base reasoning. Chelation therapy exploits the chelate effect: a polydentate ligand such as EDTA, dimercaprol (BAL) or penicillamine forms a complex stable enough to strip the toxic ion and be excreted. The chelate effect itself is entropic — replacing several monodentate ligands with one polydentate ligand increases the number of free particles, so ΔS is positive.
Common mistakes in bioinorganic questions
- Saying iron is oxidised to Fe(III) when haemoglobin binds O₂. The functional carrier is Fe(II) throughout; oxidation to Fe(III) gives met-Hb, which cannot carry oxygen. Describe the change as high spin → low spin, not as oxidation.
- Mixing E° and E°′. Biological potentials are quoted at pH 7. State which you are using.
- Assuming haemocyanin contains haem. It has no porphyrin at all — the name is historical.
- Giving Zn²⁺ a crystal field stabilisation energy. A d¹⁰ ion has zero CFSE in every geometry.
- Confusing cooperativity with allosteric inhibition. Cooperativity is the sigmoidal O₂ curve of haemoglobin; myoglobin's hyperbolic curve is the control.
- Using spin-only moments for lanthanides. The formula quoted above ignores orbital contribution; it is reliable for first-row transition metals, not for 4f ions.
Where bioinorganic chemistry sits in each exam
| Exam | Typical demand |
|---|---|
| IIT-JAM | Recall of haemoglobin, chlorophyll and vitamin B₁₂ metal centres |
| GATE Chemistry | Spin states, magnetic moments, coordination geometry of biological sites |
| CSIR-NET | Mechanistic reasoning: entatic state, cooperativity, Nernst and ΔG calculations, HSAB in toxicity |
| CUET-PG | Matching metals to biomolecules and functions |
The CSIR-NET paper is set as a general aptitude Part A plus subject Parts B and C. For the number of questions, the marks and any negative marking, read the current official notification — do not rely on remembered figures from any source, including this page.
Practise the redox arithmetic until it is automatic. Nearly every electron-transfer question in this chapter reduces to E = E°′ + (0.0592/n)·log([ox]/[red]) and then ΔG = −nFΔE. The Nernst Equation calculator lets you vary n, the concentration ratio and the temperature and see immediately how much each one moves the potential.
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