Q3(c). Bromination of an octalin; DBr and 1,3-cyclohexadiene
(i) Identify the kinetically favoured product from the reaction given below. Justify your choice of the product:
[structure] + Br₂ →
[A] [B] [C] [D]
(ii) Write the kinetic as well as thermodynamic product(s) of the reaction of DBr with 1,3-cyclohexadiene. Which product (kinetic or thermodynamic) would be formed more readily at higher temperature? Identify the more stable product and justify your choice of the more stable product.
Answer in brief
(i) D, the 2β,3α (trans-diaxial) dibromide, from anti, axial opening of the α-bromonium ion in the rigid trans-fused ring. (ii) Kinetic: 1,2-adduct 3-bromo-4-deuteriocyclohexene; thermodynamic: 1,4-adduct 3-bromo-6-deuteriocyclohexene, favoured at higher temperature. The two have essentially the same stability (same disubstituted C=C), so under equilibrium both are present in nearly equal amounts.
Key points
- Axial positions alternate up and down round a chair. Starting from the axial angular CH₃ (β, up) at C8a: C1 down, C2 up, C3 down, C4 up, C4a down (the axial fusion H). So the diaxial pair is 2β-Br, 3α-Br.
- Br₂ forms a bromonium ion on the α face (the β face is shielded by the axial methyl).
- Br⁻ opens it from the β face at C2, along the axial direction (Fürst–Plattner rule): the opening passes through a chair-like transition state and gives the trans-diaxial product.
- In the drawings, the upper Br is on C2 and the lower Br on C3. D (C2-Br wedged = β, C3-Br hashed = α) is the diaxial trans-dibromide: the kinetic product. C (2α,3β) is the diequatorial trans isomer; it would need opening…
The full model answer
Written out in full, as it should go in the answer booklet. The solution page with its diagrams follows it.
Introduction. (i) The octalin has a trans ring fusion (angular CH₃ up, fusion H down), so the chairs cannot flip and every substituent position is fixed as axial or equatorial. (ii) is electrophilic addition to a conjugated diene: 1,2- versus 1,4-addition through an allylic cation, under kinetic or thermodynamic control.
(i) Kinetic product: D (2β,3α-dibromide, diaxial)
- Axial positions alternate up and down round a chair. Starting from the axial angular CH₃ (β, up) at C8a: C1 down, C2 up, C3 down, C4 up, C4a down (the axial fusion H). So the diaxial pair is 2β-Br, 3α-Br.
- Br₂ forms a bromonium ion on the α face (the β face is shielded by the axial methyl).
- Br⁻ opens it from the β face at C2, along the axial direction (Fürst–Plattner rule): the opening passes through a chair-like transition state and gives the trans-diaxial product.
Figure: Ring that is brominated, axial bonds only: C8a–CH₃ up, C2–Br up, C3–Br down, C4a–H down.
- In the drawings, the upper Br is on C2 and the lower Br on C3. D (C2-Br wedged = β, C3-Br hashed = α) is the diaxial trans-dibromide: the kinetic product. C (2α,3β) is the diequatorial trans isomer; it would need opening through a twist-boat and appears only when D isomerises on heating (thermodynamic product). A and B are cis (syn addition) and do not form.
Scheme: The diaxial dibromide forms first; it equilibrates to the more stable diequatorial isomer only on heating.
(ii) DBr and 1,3-cyclohexadiene
Scheme: D⁺ adds to C-1, giving a secondary allylic cation over C-2, C-3 and C-4; Br⁻ adds at C-2 (1,2) or C-4 (1,4).
- Kinetic product. The 1,2-adduct, 3-bromo-4-deuteriocyclohexene (Br and D on adjacent carbons). Br⁻ is released next to C-2 when D⁺ is transferred to C-1, so it captures C-2 before it can diffuse to C-4 (proximity effect). It dominates at low temperature, when addition is irreversible.
- Thermodynamic product. The 1,4-adduct, 3-bromo-6-deuteriocyclohexene. At higher temperature C–Br ionises back to the allylic cation, so the products equilibrate, and the 1,4-adduct is formed more readily than at low temperature: thermodynamic control.
- Which is more stable? Here the 1,2- and 1,4-adducts are the same compound (3-bromocyclohexene), differing only in where D sits. Both have a disubstituted ring C=C and the same allylic C–Br, so they have essentially equal stability. At equilibrium they are present in nearly equal amounts. This is the case where the 1,4-adduct is not more stable than the 1,2-adduct: the deuterium only labels the two pathways (with HBr one product is seen).
Conclusion. (i) D, the 2β,3α (trans-diaxial) dibromide, from anti, axial opening of the α-bromonium ion in the rigid trans-fused ring. (ii) Kinetic: 1,2-adduct 3-bromo-4-deuteriocyclohexene; thermodynamic: 1,4-adduct 3-bromo-6-deuteriocyclohexene, favoured at higher temperature. The two have essentially the same stability (same disubstituted C=C), so under equilibrium both are present in nearly equal amounts.
Application. Trans-diaxial addition and Fürst–Plattner opening control bromination and epoxide opening of steroid rings (for example 5α-cholest-2-ene gives the 2β,3α-dibromide); DCl and DBr labelling is how kinetic 1,2-addition was proved for conjugated dienes.
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All parts of Question 3
- 3(a) E2 of 2-fluoropentane: Hofmann orientation15 marks
- 3(b) Benzyne from an anthranilic acid, trapped by a tethered furan15 marks
- 3(c) Bromination of an octalin; DBr and 1,3-cyclohexadiene20 marks