molecular orbital theory uses molecular orbitals instead of atomic orbitals to model bonding
molecular orbitals deal better with delocalized electrons, molecules with unpaired electrons, and bond energies
molecular orbitals can be thought of as combinations and differences of the wave functions of the constituent orbitals, rather than averages like in hybridization
molecular orbitals deal with bonding orbitals (lower energy) and anti-bonding orbitals (higher energy)
bond order = (# of bonding electrons - # of anti bonding electrons) / 2
homonuclear diatomic molecules are those composed of two same elements
when two atoms bond, the valence orbitals are the ones that contribute to the molecular orbitals
in homonuclear diatomics with only s valence orbitals, one sigmabonding orbtial and one sigmaantibonding orbital form
bonding happens when charges are the same
antibonding happens when charges are different
s-p mixing is where the energy levels of the s and p orbitals are mixed when creating the molecular orbitals (important for B, C, and N)
paramagnetic = attracted to magnetic field
in homonuclear diatomic molecules, atomic valence orbitals are degenerate and there are the same types of atomic valence orbitals
heteronuclear diatomic molecules have different atomic valence orbitals
effective nuclear charge (Zeff) is used to decide energy levels of the atomic valence orbitals
atoms with a higher Zeff will have lower energy valence orbitals
molecular orbitals are used when there are resonance structures with pi bonds