Aromaticity
Let's compare the π molecular orbitals of benzene and hexatriene. You will find a similarity, delocalization, and a very important difference: degeneracy. Benzene has two pairs of degenerate orbitals, i.e. orbitals with the same energy. We already know that delocalization means stabilization. Degeneracy is also a synonym of added stability.
Both systems have six π molecular orbitals, formed by combining the six p orbitals, and six π electrons occupying the three bonding orbitals. The energy of each orbital increases with the number of nodes (planes where the sign of the wave function changes).
In hexatriene, an open chain, the six orbitals have different energies (from 0 to 5 nodes). In benzene, being cyclic, the orbitals with 1 and with 2 nodes come in pairs of equal energy: they are degenerate orbitals. As a result, the six π electrons of benzene occupy orbitals of lower overall energy than those of hexatriene, and benzene is more stable.
Hückel set forth rules for aromaticity and antiaromaticity:
A system of π bonds is aromatic if:
- fully conjugated
- cyclic
- planar
- contains 4n + 2 π electrons
A set of 4n electrons in the same conditions is antiaromatic and highly unstable.
All the molecules below have 4n + 2 π electrons, are cyclic conjugated systems and, as you may check, are planar. All of them are examples of aromatic compounds.
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|---|---|---|---|
| Benzene | Naphthalene | Anthracene | Phenanthrene |
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|---|---|---|---|
| [18]-Annulene | Pyridine | Furan | Thiophene |
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|---|---|---|---|
| Pyrrole | Indole | Pyrimidine | Purine |
Resonance forms of aromatic hydrocarbons
Benzene

Kekulé almost hit the bull's eye! Benzene is explained today as a resonance hybrid between two equivalent structures, not as an equilibrium. Look at the double-headed arrow!

The C–C distance in benzene, 1.39 Å, lies between those of a single bond (1.54 Å) and a double bond (1.34 Å). The identical contribution of the two resonance forms to the hybrid explains why all the C–C bonds in benzene have the same length.
Naphthalene

The additional stability gained by naphthalene as compared to benzene is not double: it is a little lower. This is because the second and third resonance forms do not contain two true benzene rings: they are just like a cyclohexadiene fused to a benzene.

Unlike in benzene, the C–C distances in naphthalene are not all equal. The C(1)–C(2) bond, 1.37 Å, is the shortest because it has double bond character in two of the three resonance forms. The rest are longer because they have double bond character in only one of the three resonance forms.
Anthracene

Anthracene is not three times as stable as benzene: it is actually only a bit more stable than naphthalene. None of its four resonance forms contains three benzene rings, don't you agree?

Anthracene can sacrifice a small part of its aromaticity and act as the diene in a Diels-Alder reaction. The middle ring reacts because this leads to an adduct that keeps the full aromaticity of two benzene rings; no other possibility would retain as much aromaticity.
Phenanthrene

Phenanthrene is somewhat more aromatic than anthracene because its non-linear geometry allows more resonance forms bearing complete benzene rings to be written.

Yet, under relatively harsh conditions (H2, copper chromium oxide, pressure), phenanthrene can be partially hydrogenated to 9,10-dihydrophenanthrene, giving away the minimum possible aromaticity. The 9,10 bond is the one hydrogenated because that is the only way of keeping the full aromaticity of two benzene rings.
The cyclopentadienyl anion
The sp3 carbon of cyclopentadiene is much more acidic than expected (as acidic as an alcohol!). As usual, this can be explained by looking at the conjugate base, the cyclopentadienyl anion: don't you realize that it is aromatic and thus exceptionally stable?
The cycloheptatrienyl (tropylium) cation

1,3,5-Cycloheptatriene can lose a hydride, leading to a very stable cation. Why is that? Because the tropylium cation is aromatic.

The tropylium cation is a planar system of seven laterally overlapping p orbitals in which 6 π electrons reside (4n + 2, with n = 1). Its seven equivalent resonance forms indicate great stability.






![Structure of [18]-annulene](img/anuleno.png)






