Chemistry Labs

Organic chemistry

Electrophilic aromatic substitution, radicals, pericyclic reactions

Unify aromatic substitution, radical-chain chemistry, and concerted pericyclic reactions through their distinct electron-flow rules and selectivity principles.

IntuitionIntuition: preserve, transfer, or reorganize electrons

Aromatic substitution replaces a ring hydrogen while recovering aromatic stabilization. Radical chains move one electron at a time through reactive intermediates. Pericyclic reactions reorganize a cyclic array of orbitals in one concerted event; orbital symmetry and geometry govern whether the pathway is allowed.

Compare aromatic electrophilic substitution, radical propagation, and a thermally allowed electrocyclic orbital reorganization.

SchoolSchool level: three patterns, different bookkeeping

Definition: Electrophilic aromatic substitution (EAS)

An electrophile forms a σ bond to an aromatic ring, temporarily giving a nonaromatic σ-complex; loss of H⁺ restores aromaticity.

CX6HX6+BrX2→FeBrX3CX6HX5Br+HBr\ce{C6H6 + Br2 ->[FeBr3] C6H5Br + HBr}

A radical is a species with an unpaired electron. Homolytic bond cleavage shares one electron with each fragment, unlike heterolysis, which gives an ion pair. A chain reaction has initiation, propagation, and termination steps.

UndergraduateUniversity: mechanisms and selectivity

RH+ClX2→h nuRCl+HCl\ce{RH + Cl2 ->[h nu] RCl + HCl}
Reaction familyElectron descriptionKey selectivity question——
EAStwo-electron arrows; aromaticity temporarily lostsubstituent directing effects and activation
Radical chainfishhook arrows; one electron per arrowrelative rates of competing H abstraction/addition
Pericycliccyclic, concerted orbital reorganizationthermal/photochemical conditions and stereospecificity

Example

Why does benzene bromination require a Lewis-acid catalyst, and why is the ring aromatic again in the product?

Solution

FeBr3 polarizes/activates Br2 to provide a stronger electrophile. The initial σ-complex is nonaromatic; loss of a proton restores the conjugated six-π-electron ring, making deprotonation strongly favorable.

AdvancedAdvanced: orbital symmetry and spin

Woodward–Hoffmann analysis follows phase relationships of interacting frontier orbitals along a cyclic transition structure. Electrocyclic thermal rules predict conrotatory motion for 4n π electrons and disrotatory motion for 4n+2; photochemical excitation reverses these correlations for the idealized case. These rules are specific to concerted pericyclic pathways, not ordinary stepwise reactions. Radical selectivity instead reflects bond strengths, polar effects, spin, and chain kinetics.

(4 nX2+) pi electrons→h nuexcited state\ce{(4n+2)\,pi\ electrons ->[h nu] excited\ state}

ResearchResearch: predicting selectivity beyond textbook rules

References