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19 Cards in this Set

  • Front
  • Back
valence bond theory or VB theory
This theory is used to explain molecular shapes. Its central idea is as follows: A covalent bond forms when orbital of two atoms overlap and the overlap region, which is between the nuclei is occupied by a pair of electrons.
hybridization
Valence atomic orbitals in a molecule are different from those in the isolated atoms. The atomic orbitals mix in specific combinations in a process called hybridization.
hybrid orbital
The new atomic orbital in an atom in a molecule resulting from the mixing of atomic orbitals is called a hybrid orbital
sp hybrid orbital
One s and one p orbital in the central atom of a molecule mix to form two sp hybrid orbitals. They lie 180° apart.
sp2 hybrid orbital
One s and two p orbitals in the central atom of a molecule mix to form three sp2 hybrid orbitals. They lie 120° apart.
sp3 hybrid orbital
One s and three p orbitals in the central atom of a molecule mix to form four sp3 hybrid orbitals. They lie 109.5° apart.
sp3d hybrid orbital
One s, three p and one d orbitals in the central atom of a molecule mix to form five sp3d hybrid orbitals. They lie 120° and 90° apart.
sp3d2 hybrid orbital
One s, three p and two d orbitals in the central atom of a molecule mix to form six sp3d2 hybrid orbitals. They lie 90° apart.
sigma bond (σ)
Bonds resulting from end-to-end overlap is called a sigma bond. Its highest electron density is along the bond axis and it is cylindrically symmetric.
pi (π) bond
Bonds resulting from sid-to-side overlap is called a pi bond. A double bond always has one sigma and one pi bonds. A triple bond has one sigma and two pi bonds. Pi bonds do not have free rotation along the axis joining the two nuclei.
molecular orgbital (MO) theory
This theory explains not just molecular structrure but also magnetic properties in a molecule. It assumes electron delocalization in a molecule, versus the electron localization assumption in the VB theory.
molecular orbital (MO)
Just as atoms have atomic orbitals, the MO theory assumes that molecules have molecular orbitals of given energy and shape.
bonding MO
Adding the atomic wavefunctions together forms a bonding MO, which has a region of high electron density between the nuclei.
antibonding MO
Subtracting the wavefunctions from each other results in an antibonding MO which has a region of zero electron density (a node) between the nuclei.
sigma MO (σ)
The cylindrically symmetric orbitals are referred to as sigma MOs. The bonding states are referred to as sigma states while the antibonding states are referred to as sigma * states.
molecular orbital (MO) diagram
It is an orbital box diagram showing the atomic states and the MOs with their relative energies and with electrons filled in.
MO bond order
Bond order = 1/2 [(# bonding e-s)-(# anti-bonding e-s)]
homonuclear diatomic molecule
Thia molecule is composed of two identical atoms.
pi (π) MO
The molecular orbitals formed from side-to-side overlap of atomic orbitals (eg. p-orbitals) result in the formation of pi MOs.