Allyl radicals are unique in organic chemistry due to their stability and reactivity. These conjugated systems consist of three sp2 hybridized carbons, allowing for electron delocalization across the π system. This resonance stabilization lowers the overall energy, making allyl radicals more stable than localized radicals.
Understanding allyl radicals is crucial for predicting reaction outcomes, especially in allylic bromination. The stability of radical intermediates influences product formation, with more stable radicals leading to major products. Factors like conjugation, hyperconjugation, and delocalization play key roles in determining radical stability and reactivity.
Stability and Reactivity of the Allyl Radical
Stability of allyl radical
- Allyl radical is a conjugated π system consisting of three sp2 hybridized carbons
- Two resonance structures can be drawn for the allyl radical
- Unpaired electron can be delocalized across the entire π system (1,3-butadiene)
- Overlap of the 2p orbitals allows for this delocalization
- Leads to a more stable, lower energy configuration compared to a localized radical (methyl radical)
- Resonance stabilization lowers the overall energy of the allyl radical
- Estimated resonance stabilization energy of 14-16 kcal/mol compared to a non-resonance stabilized radical (ethyl radical)
- Orbital overlap in the allyl radical occurs between the 2p orbitals of the three carbons
- Forms a conjugated π system with the unpaired electron spread out across all three carbons
- Results in a more stable, lower energy configuration than a localized radical (propyl radical)
- Radical stability is enhanced through conjugation, which allows for electron delocalization
Electron delocalization in allyl radical
- Molecular orbital theory can be used to describe the delocalization of the unpaired electron in the allyl radical
- Three 2p orbitals from the sp2 hybridized carbons combine to form three molecular orbitals
- Bonding orbital (lowest energy)
- Non-bonding orbital (intermediate energy)
- Antibonding orbital (highest energy)
- Unpaired electron resides in the non-bonding molecular orbital
- Non-bonding orbital has a node at the central carbon and equal orbital contributions from the terminal carbons
- Energy difference between the bonding and non-bonding orbitals is smaller than the energy difference between the non-bonding and antibonding orbitals
- Contributes to the stability of the allyl radical by lowering the overall energy of the system
- Delocalization of the unpaired electron across the three carbons results in a more stable radical compared to a localized radical (benzyl radical vs. phenyl radical)
- Electron density is evenly distributed between the two terminal carbons, with a node at the central carbon
Products of allylic bromination
- Allylic bromination reactions involve the addition of bromine to an alkene with allylic hydrogens (2-butene)
- Reaction proceeds through an allylic radical intermediate
- Bromine can add to either end of the allylic radical, leading to a mixture of products (3-bromo-1-butene and 1-bromo-2-butene)
- For unsymmetrical alkenes, the more stable radical intermediate will be formed preferentially
- Stability of the radical intermediate depends on the degree of substitution at each end of the allyl system
- Tertiary radicals are more stable than secondary radicals, which are more stable than primary radicals
- Major product of allylic bromination will be the one resulting from the more stable radical intermediate
- For example, in the allylic bromination of 2-methyl-2-butene, the major product will be 1-bromo-2-methyl-2-butene
- Results from the more stable tertiary allylic radical intermediate
- Relative stabilities of the possible allylic radical intermediates can be used to predict the ratio of the products formed
- A greater difference in stability between the possible radical intermediates will lead to a higher ratio of the major product to the minor product (3-methyl-1-butene vs. 2-methyl-1-butene)
Factors Affecting Radical Stability
- Conjugation: Extended π systems increase radical stability through delocalization
- Hyperconjugation: Interaction between σ bonds and adjacent p orbitals contributes to radical stability
- Delocalization: Distribution of unpaired electron density over multiple atoms enhances radical stability