Hückel molecular orbital theory

E1010197

Hückel molecular orbital theory is a simple quantum mechanical method used to describe and predict the electronic structure, energies, and aromaticity of planar conjugated π-electron systems in organic molecules.

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Hückel molecular orbital method 1
Hückel theory 1

Statements (49)

Predicate Object
instanceOf molecular orbital theory
quantum mechanical method
semi-empirical method
theoretical chemistry model
appliedTo annulenes
benzene
butadiene
cyclobutadiene
appliesTo aromatic compounds
conjugated hydrocarbons
planar conjugated π-electron systems
associatedWith Hückel 4n+2 rule NERFINISHED
assumes constant Coulomb integrals for all carbon atoms
constant resonance integrals between bonded carbons
planar molecular geometry
separation of π and σ systems
zero overlap between atomic orbitals
category semi-empirical quantum chemistry method
developedBy Erich Hückel NERFINISHED
developedIn 1930s
explains 4n+2 rule for aromaticity
field computational chemistry
physical organic chemistry
quantum chemistry
focusesOn π electrons
inspired Pariser–Parr–Pople method NERFINISHED
extended Hückel theory NERFINISHED
introduces Coulomb integral α NERFINISHED
resonance integral β
limitation neglect of electron correlation beyond simple MO picture
restricted to planar, conjugated π systems
namedAfter Erich Hückel NERFINISHED
neglects σ electrons
parameterizes Coulomb integrals as α
nearest-neighbor resonance integrals as β
predicts aromaticity
bond orders
molecular orbital energies
π-electron densities
π-electron distributions
relatedTo tight-binding approximation
simplifies Schrödinger equation for π electrons
usedFor predicting relative stabilities of conjugated systems
qualitative description of π systems
rationalizing UV–visible spectra trends
teaching molecular orbital concepts
uses Hückel matrix NERFINISHED
linear combination of atomic orbitals
secular determinant

Referenced by (3)

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Woodward–Hoffmann rules relatedTo Hückel molecular orbital theory
Extended Hückel method basedOn Hückel molecular orbital theory
this entity surface form: Hückel molecular orbital method
Extended Hückel method relatedTo Hückel molecular orbital theory
this entity surface form: Hückel theory