Q5(c). Structure of Fe₂(CO)₉ and the 18-electron rule
Write the structure of Fe₂(CO)₉. Show that each Fe atom conform to the 18 electron rule.
Answer in brief
Two Fe(CO)₃ units linked by three bridging CO ligands and an Fe–Fe bond (D₃ₕ). Each Fe: 8 (Fe) + 6 (three terminal CO) + 3 (three μ₂-CO, one electron to each Fe) + 1 (Fe–Fe bond) = 18 electrons.
Key points
- Each Fe carries three terminal CO ligands; three CO ligands bridge the two Fe atoms (μ₂-CO), so each Fe is surrounded by six CO groups in a distorted octahedron. The two octahedra share a face (the three bridging C atoms).
- the three bridging CO lie in a plane between the Fe atoms, at 120° to each other about the Fe–Fe axis.
- The two Fe atoms are close enough for an Fe–Fe bond, needed to give each metal 18 electrons and to explain its diamagnetism (the extent of direct Fe–Fe bonding is debated).
- terminal CO absorb at 1850–2120 cm⁻¹, bridging CO at 1700–1860 cm⁻¹; Fe₂(CO)₉ shows both kinds. (Uncombined CO: 2143 cm⁻¹.)
The full model answer
Written out in full, as it should go in the answer booklet. The solution page with its diagrams follows it.
Structure
- Each Fe carries three terminal CO ligands; three CO ligands bridge the two Fe atoms (μ₂-CO), so each Fe is surrounded by six CO groups in a distorted octahedron. The two octahedra share a face (the three bridging C atoms).
- The molecule has D₃ₕ symmetry: the three bridging CO lie in a plane between the Fe atoms, at 120° to each other about the Fe–Fe axis.
- The two Fe atoms are close enough for an Fe–Fe bond, needed to give each metal 18 electrons and to explain its diamagnetism (the extent of direct Fe–Fe bonding is debated).
- IR evidence: terminal CO absorb at 1850–2120 cm⁻¹, bridging CO at 1700–1860 cm⁻¹; Fe₂(CO)₉ shows both kinds. (Uncombined CO: 2143 cm⁻¹.)
18-electron count for each Fe (neutral-atom method)
| Contribution | Electrons |
| Fe(0), 3d⁶4s² | 8 |
| three terminal CO, 2 each | 6 |
| three μ₂-CO, each shares its 2 electrons between the two Fe: 1 each | 3 |
| Fe–Fe bond, one electron from the partner Fe | 1 |
| Total per Fe | 18 |
- Check for the whole molecule: 2×8+9×2=34 cluster valence electrons =18x-2y with x=2 metals and y=1 M–M bond. Without the Fe–Fe bond each Fe would have 17 electrons and the compound would be paramagnetic; it is diamagnetic.
Application. Fe₂(CO)₉ is made by photolysis of Fe(CO)₅: 2Fe(CO)₅ →Fe₂(CO)₉ + CO. It is a convenient source of the Fe(CO)₄ fragment, e.g. for making (diene)Fe(CO)₃ complexes. Down the group bridging falls off: Ru₂(CO)₉ and Os₂(CO)₉ have only one bridging CO.
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All parts of Question 5
- 5(a)(i) Splitting of d orbitals in a square-planar field5 marks
- 5(a)(ii) CFSE and spin-only moment of [Co(NH₃)₆]Cl₂5 marks
- 5(b) Isomers of [CoCl₂(en)₂]⁺; is there a meso form?10 marks
- 5(c) Structure of Fe₂(CO)₉ and the 18-electron rule10 marks
- 5(d) Oxidative addition against insertion10 marks
- 5(e) Oxidation states of the lanthanides other than +310 marks