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Valence bond theory (VB theory)
A model that relates molecular shapes to orbital shapes through orbital overlap and hybridization
Covalent bonds form in constructively interfering orbital overlaps, where electrons reside
Overlapping regions are bound by the Pauli exclusion principle, with opposing spins
Orbitals are reoriented to maximize overlap and strength, seen in p and d orbitals’ shapes
Orbitals hybridize and form new hybrid orbitals to account for new behavior and properties
Hybridization
The formation of new hybrid orbitals from the combination of different valence orbitals, where:
The number of orbitals formed is equal to the number of orbitals mixed
The types of orbitals formed varies with the types of orbitals mixed
The shape and orientation of hybrid orbitals maximizes its overlap between its composites
The resultant orbitals have an energy level between the original composites
Serves best as a mathematical concept rather than a literal translation

sp Hybridization
The creation of new sp orbitals from electrons in an s orbital with a p orbital for linear shapes, through:
An electron from an s orbital being promoted to a higher-energy p orbital
The now-separate s and p orbitals hybridizing (mixing) to form new, half-filled sp orbitals
The unused p orbitals remain empty and in place
The presentation of these new orbitals to other atoms, now correctly shaped and available

sp2 Hybridization
The creation of new sp2 orbitals from electrons in s and p orbitals, explaining trigonal planar shapes
For atoms that bond with three other atoms, an s electron is promoted to a higher-energy p orbital alongside another half-filled p orbital, creating three hybridized sp2 orbitals to bond
For molecules that need a lone pair, an entire s pair and two half-filled p orbitals are hybridized into three sp2 orbitals (with one fully paired)
Unused p orbitals remain empty and in place

sp3 Hybridization
The creation of new sp3 orbitals from electrons in s and p orbitals, explaining tetrahedral shapes
For atoms that bond with four other atoms, an s electron is promoted to a higher-energy p orbital alongside two half-filled p orbitals, creating four hybridized sp3 orbitals to bond
For atoms that require one or two lone pairs, an entire s pair alongside three p orbitals (one of which may be complete) is hybridized into four sp3 orbitals (with one or two fully paired)

sp3d Hybridization
The creation of new sp3d orbitals from electrons in s and p orbitals utilizing a d orbital as another promotion level, explaining trigonal bipyramidal shapes
For atoms that bond with five other atoms, an s electron is promoted to a higher-energy d orbital above three half-filled p orbitals, creating five hybridized sp3d orbitals to bond
For molecules that require a lone pair, a full p orbital promotes an electron to a higher-energy d orbital, allowing for a full s orbital and any remaining full p orbitals to be hybridized into five sp3d orbitals

sp3d2 Hybridization
The creation of new sp3d2 orbitals from electrons in s and p orbitals, utilizing 2 d orbitals as promotion levels to explain octahedral shapes
For atoms that bond with six other atoms, two full lone pairs from the s and p levels each promote one electron to a d orbital, which then has all orbitals hybridize into sp3d2 orbitals to bond
For square pyramidal and square planar molecules, lone pairs also exist in these sp3d2 orbitals after promotion

Draw the Lewis structure and determine the electron group arrangement and shape. Then, determine the hybrid orbital type from the specified arrangement.
How do I determine the type of hybrid orbitals present in a molecule?
Large nonmetal hydrides (like H2S) due to longer bonds, and molecules with expanded valence shells due to d orbital instability.
Which two categories of molecules have limitations when examining them under VB theory?