OpenStax Chapter 8 Key Terms Flashcards
valence bond theory
describes a covalent bond as the overlap of half-filled atomic orbitals to create shared electrons
# of bonds = # of unpaired electrons
orbital overlap
portion of one orbital and a portion of a second orbital occupy the same region of space
bond energy
amount of energy required to break a bond
internuclear distance
distance between two nuclei
node
areas of no electron density
sigma bond
end-to-end overlap of two p, two s, or one p + one s orbital
on the internuclear axis
pi bond
side to side overlap of two p orbitals
above and below the internuclear axis
hybridization
process of combining the wave functions for atomic orbitals
hybrid orbitals
combined orbitals
# of combined orbitals = # of hybrid orbitals
linear geometry
sp hybridization
2 unhybridized p orbitals
trigonal planar geometry
sp2 hybridization
1 unhybridized p orbital
tetrahedral geometry
sp3 hybridization
0 unhybridized orbitals
trigonal bipyramidal geometry
sp3d
octahedral geometry
sp3d2
double bond
1 sigma bond, 1 pi bond
triple bond
1 sigma bond, 2 pi bonds
resonance
the structure of an actual molecule is the average of all of the possibilities
diamagnetic substance
weakly repel a magnetic field
all electrons are paired
paramagnetic substance
attraction to a magnetic field
unpaired electrons
molecular orbital
region of space in which a valence electron in a molecule is likely to be found
combinations of atomic orbital wave functions
homonuclear diatomic molecule
molecules composed of two identical atoms
heteronuclear diatomic molecule
molecules composed of two different atoms
linear combination of atomic orbitals
mathematical process of combining atomic orbitals to generate molecular orbitals
constructive interference
in-phase waves combine
destructive interference
out of phase waves combine
bonding molecular orbital
lower energy orbital produced from constructive interference
antibonding molecular orbital
higher energy orbital created from destructive interference
sigma interaction
electron density is along the internuclear axis and between the nuclei
pi interaction
side to side overlap of two p orbitals gives rise to a pi bonding molecular orbital and pi antibonding molecular orbital
degenerate orbitals
orbitals that are identical and have the same energy
bond order
1/2(bonding electrons - antibonding electrons)