Molecular Orbital Theory explains how atomic orbitals combine to form molecular orbitals . It helps us understand bonding, electronic structure, and properties of molecules. This theory is crucial for grasping how atoms join to create more complex structures.
By looking at how electrons are shared between atoms, we can predict a molecule's shape, stability, and behavior. This knowledge is key for understanding chemical reactions and designing new materials with specific properties.
Linear Combination and Orbital Types
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Linear combination of atomic orbitals (LCAO) forms molecular orbitals by adding or subtracting atomic wavefunctions
Bonding orbitals result from constructive interference between atomic orbitals, leading to increased electron density between nuclei
Antibonding orbitals arise from destructive interference, creating a node between nuclei and decreasing electron density in the bonding region
Non-bonding orbitals maintain their atomic character without significant contribution to bonding
Symmetry and overlap determine the formation and stability of molecular orbitals
Proper symmetry allows for effective orbital overlap
Greater overlap leads to stronger bonds and more stable molecular orbitals
Bond Types and Characteristics
Sigma (σ) bonds form through head-on overlap of atomic orbitals along the internuclear axis
Can be formed by s-s, s-p, or p-p orbital combinations
Exhibit cylindrical symmetry around the bond axis
Pi (π) bonds result from side-by-side overlap of p orbitals perpendicular to the internuclear axis
Formed by p-p orbital combinations
Have a nodal plane containing the internuclear axis
Multiple bonds consist of one σ bond and one or more π bonds (double bond, triple bond)
Molecular Orbital Diagrams and Properties
Diagramming and Bond Order
Molecular orbital diagrams visually represent the energy levels and electron configurations of molecules
Typically show atomic orbitals on the sides and molecular orbitals in the center
Electrons fill molecular orbitals from lowest to highest energy, following the Aufbau principle
Bond order calculated using the formula: ( n u m b e r o f b o n d i n g e l e c t r o n s − n u m b e r o f a n t i b o n d i n g e l e c t r o n s ) / 2 (number of bonding electrons - number of antibonding electrons) / 2 ( n u mb ero f b o n d in g e l ec t ro n s − n u mb ero f an t ib o n d in g e l ec t ro n s ) /2
Indicates the strength and stability of a chemical bond
Fractional bond orders possible in some molecules
Homonuclear diatomic molecules consist of two identical atoms (O₂, N₂)
Exhibit symmetrical molecular orbital diagrams
Energy levels of atomic orbitals match on both sides
Heteronuclear diatomic molecules contain two different atoms (CO, HCl)
Display asymmetrical molecular orbital diagrams
Atomic orbital energy levels differ between atoms
Magnetic Properties
Paramagnetism occurs in molecules with unpaired electrons
Attracted to magnetic fields
Observed in oxygen (O₂) due to its two unpaired electrons in π* orbitals
Diamagnetism characterizes molecules with all paired electrons
Weakly repelled by magnetic fields
Nitrogen (N₂) exhibits diamagnetism with its fully paired electron configuration
Advanced Molecular Orbital Concepts
Delocalized Bonding and Applications
Delocalized bonding involves electrons spread over multiple atoms or an entire molecule
Occurs in conjugated systems and aromatic compounds (benzene)
Lowers overall energy and increases stability of the molecule
Resonance structures represent different electron distributions in delocalized systems
Actual molecular structure is a hybrid of all possible resonance forms
Hückel molecular orbital theory applies to planar, conjugated systems
Predicts aromaticity based on the number of π electrons (4n+2 rule)
Molecular orbital theory explains conductivity in metals and semiconductors
Overlapping orbitals create energy bands allowing electron movement
Photochemical processes understood through molecular orbital transitions
Electron excitation from HOMO to LUMO upon light absorption
Frontier molecular orbital theory uses HOMO-LUMO interactions to predict reactivity
Explains regioselectivity and stereoselectivity in organic reactions