Difference between Valence bond theory and molecular orbital theory?

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SUMMARY

The discussion clarifies the fundamental differences between Valence Bond (VB) theory and Molecular Orbital (MO) theory in quantum chemistry. VB theory focuses on the overlap of atomic orbitals to form bonds, predicting no unpaired electrons in molecular oxygen, while MO theory accounts for energy levels and predicts two unpaired electrons in the 2π* orbitals, confirming molecular oxygen's paramagnetism. VB theory provides qualitative insights into molecular shapes, whereas MO theory offers a more comprehensive understanding of energy levels and bond strengths. The discussion also highlights the limitations of VB theory in modeling certain compounds, such as BH3 dimers, and suggests using the VB2000 program for practical comparisons.

PREREQUISITES
  • Understanding of quantum chemistry concepts
  • Familiarity with atomic and molecular orbitals
  • Knowledge of hybridization (e.g., sp² hybridization)
  • Basic principles of paramagnetism and electron pairing
NEXT STEPS
  • Explore the differences between VB and MO theories in detail
  • Learn about the VB2000 software for performing Valence Bond calculations
  • Investigate the implications of molecular orbital theory on paramagnetism
  • Study examples of compounds where VB theory fails compared to MO theory
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Chemistry students, educators, and researchers interested in quantum chemistry, particularly those studying molecular bonding theories and their applications in predicting molecular behavior.

mahela007
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I am having trouble identifying the difference between VB theory and molecular orbital theory. To me, they seem to be one and the same.
In VB theory, two atomic orbitals overlap and share electrons forming a bond... Wouldn't this combination of two Atomic orbitals make a molecular orbital?
 
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They actually have different predictions in some cases.

For instance, valence bond theory predicts no unpaired electrons in molecular oxygen, while molecular orbital theory predicts two unpaired electrons in the 2\pi^{*} orbitals.

Molecular orbital theory can be verified in this case, since molecular oxygen is paramagnetic.

VB theory is reasonably good at providing qualitative information about the shapes of molecules, but MO theory provides more information about energy levels, bond strengths, etc.
 
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I know they ARE different.. i just don't understand how they are different according to their definitions.
As I said in the first post, VB theory says orbitals just overlap. Doesn't this overlap form a molecular orbital (i.e an orbital common to both atoms)
 
VB doesn't even really assume proper orbitals--it just assumes the electrons form pairs (either as bonds or nonbonding pairs) and then attempts to maximize the distance between electron pairs on a given atom based on electrostatic repulsion of electrons.

MO theory actually keeps track of energy levels, symmetry matching required for orbital overlap, bonds with multiple centers, etc.

VB theory looks at sp^{2} hybridization as merely three electron pairs spaced as far apart as they can possibly be while surrounding a central atom. MO theory looks at the same hybrid orbitals as a set of linearly independent combinations of one S orbital and two P orbitals.

Also, try modeling the 3-centered bonds that hold a BH_{3} dimer together with VB theory and you'll see it doesn't work so well.
 
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Loosely speaking valence bond theory describes the molecule with a linear combination of products of atomic orbitals. In MO theory, one forms first linear combinations of atomic orbitals (the "molecular orbitals") and then forms products of these. Usually, VB performs much better than MO for nonmetallic compounds(e.g. it gives a working description of Fluorine F2, while this molecule would not be stable in MO theory without further corrections), while it quickly becomes infeasible for compounds with delocalized bonding.
By the way, there is a program out there called VB2000 with which you can perform VB calculations online: http://www.scinetec.com/
Just try it out with your favourite molecule and compare with your preferred MO program.
 

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