Q8(b)(ii). Classification of silicates; SiO₄⁴⁻, Si₂O₇⁶⁻ and Si₃O₉⁶⁻
How are silicates classified? Predict the names and structures of the following silicates:
(1) SiO₄⁴⁻ ion, (2) Si₂O₇⁶⁻ ion, (3) Si₃O₉⁶⁻ ion
Answer in brief
By the number of O corners each SiO₄ tetrahedron shares with others (0 to 4). (1) SiO₄⁴⁻: orthosilicate, one discrete tetrahedron; (2) Si₂O₇⁶⁻: pyrosilicate, two tetrahedra sharing one O; (3) Si₃O₉⁶⁻: cyclic trisilicate, a ring of three tetrahedra each sharing two O.
Key points
- SiO₄⁴⁻, orthosilicate (nesosilicate). One discrete tetrahedron, Si at the centre, four terminal O each carrying -1: charge 4(-1)=-4.
- Si₂O₇⁶⁻, pyrosilicate (sorosilicate, disilicate). Two tetrahedra share one corner, O₃Si-O-SiO₃. Six terminal O: charge -6. Check: 2(+4)+7(-2)=-6.
- Si₃O₉⁶⁻, cyclic trisilicate (cyclosilicate). Three tetrahedra each share two corners and close a ring of three tetrahedra (an Si₃O₃ ring of alternating Si and O). Each Si keeps two terminal O, six in all: charge -6. Check:…
The full model answer
Written out in full, as it should go in the answer booklet. The solution page with its diagrams follows it.
Principle: silicon is always four-coordinate. Each terminal O contributes -1 to the charge and each shared O contributes 0, so sharing more corners lowers both the O: Si ratio and the charge per Si.
| Class | O shared per Si | Anion | Examples |
| Ortho (neso) | 0 | SiO₄⁴⁻ | peridot (olivine) Mg₂SiO₄, phenakite Be₂SiO₄, garnet Mg₃Al₂(SiO₄)₃ |
| Pyro (soro) | 1 | Si₂O₇⁶⁻ | the disilicate ion [O₃Si-O-SiO₃]⁶⁻ |
| Cyclic (cyclo) | 2 | (SiO₃)ₙ²ⁿ⁻: Si₃O₉⁶⁻, Si₆O₁₈¹²⁻ | beryl Be₃Al₂Si₆O₁₈ (emerald when Cr³⁺ replaces some Al³⁺) |
| Single chain (ino) | 2 | (SiO₃)ₙ²ⁿ⁻ | pyroxenes; jadeite NaAl(SiO₃)₂ |
| Double chain (ino) | 2 and 3 alternately | (Si₄O₁₁)ₙ⁶ⁿ⁻ | amphiboles; tremolite Ca₂(OH)₂Mg₅(Si₄O₁₁)₂ |
| Sheet (phyllo) | 3 | (Si₂O₅)ₙ²ⁿ⁻ | talc Mg₃(OH)₂Si₄O₁₀, kaolinite Al₂(OH)₄Si₂O₅, micas |
| Framework (tecto) | 4 | SiO₂ (Al for Si gives a negative framework) | quartz; feldspars; zeolites |
The three ions
- SiO₄⁴⁻, orthosilicate (nesosilicate). One discrete tetrahedron, Si at the centre, four terminal O each carrying -1: charge 4(-1)=-4.
- Si₂O₇⁶⁻, pyrosilicate (sorosilicate, disilicate). Two tetrahedra share one corner, O₃Si-O-SiO₃. Six terminal O: charge -6. Check: 2(+4)+7(-2)=-6.
- Si₃O₉⁶⁻, cyclic trisilicate (cyclosilicate). Three tetrahedra each share two corners and close a ring of three tetrahedra (an Si₃O₃ ring of alternating Si and O). Each Si keeps two terminal O, six in all: charge -6. Check: 3(+4)+9(-2)=-6.
Why cyclic and not a chain: Si₃O₉⁶⁻ has the same ratio, SiO₃²⁻, as a pyroxene chain. A discrete ion with a fixed formula must close on itself, so it is the ring of three tetrahedra.
Application. silicate structure decides use: chain and double-chain minerals are fibrous (asbestos), sheet silicates are soft and cleave (talc, mica, china clay), and Al-substituted frameworks with cages are the zeolites used as molecular sieves, ion exchangers and cracking catalysts.
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All parts of Question 8
- 8(a) T and R forms of haemoglobin10 marks
- 8(b)(i) Structure and bonding of diborane10 marks
- 8(b)(ii) Classification of silicates; SiO₄⁴⁻, Si₂O₇⁶⁻ and Si₃O₉⁶⁻10 marks
- 8(c)(i) Magnetic moments of Sm³⁺ and Eu³⁺ at 300 K5 marks
- 8(c)(ii) Metallic radii from La to Lu, and the exceptions Eu and Yb5 marks
- 8(c)(iii) Separation of the lanthanides by complex formation (ion exchange)5 marks
- 8(c)(iv) Why Ce³⁺ and Yb³⁺ are colourless but absorb in the UV5 marks