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Lattice energy
Requires energy to separate (+) and releases energy to form (-)
(g)+(g)-->(s) ; (s)-->(g)+(g)
The 1st EA of an element is
exothermic
Successive EAs are
endothermic
AX5
trigonal bipyramidal ; 90, 120, 180
AX2E2
Bent (water bent) ; 105
AX4E1
See-Saw ; 90, 117, 180
AX3E2
T-Shaped Planar ; 90, 180
AX2E3
Linear ; 180
AX6
Octahedral ; 90, 180
AX5E1
Square Pyramidal ; 90
AX4E2
Square Planar ; 90
Atomic radius / size, metallic character, basicity of oxides
/ increasing down and left
ionization energy
energy required to remove an e- from a neutral, gaseous atom
AX3
Trigonal Planar ; 120
6 electron groups
Octahedral ; 90, 180
AX4
Tetrahedral ; 109.5
AX3E1
Trigonal Pyramidal ; 107
Molecular and electron geometry are =
when the molecule has 0 lone pairs
Isoelectronic
same electron configuration and number of ions
Properties of metals
1) lustrous
2) solid at room temp
3) good electrical conductors
4) good head conductors
5) malleable
6) ductile
7) LOSE ELECTRONS
5 electron groups
Trigonal Bipyramidal ; 90, 120, 180
4 electron groups
Tetrahedral ; 109.5
AX2E1
Bent (v-shaped) ; 117
3 electron groups
Trigonal Planar ; 120
Electronegativity, electron affinity, acidity of oxides, nonmetallic character, ionization energy,
/ increasing right and up
Strongest & shortest bond
Triple bond
Molecular geometry is asking for
shape
2 electron groups
Linear ; 180
Exceptions to ionization energy trend
N>O
Be>B
P>S
Mg>Al
AX2
Linear ; 180
Exception to atomic radius trend
Ga is smaller than Al
In isoelectronic ions, the ion with the ______ # of protons will be the smallest
highest
How to solve for Lattice Energy (bigger radius = smaller LE)
|charge x charge|
Higher Lattice Energy = _____ melting point
higher
Single bonds are the ____ and _____
weakest, longest
Short bonds, small atoms
high bond energy/strength
Long bonds, large atoms
low bond energy/strength
H, P, and Te's electronegativity
2.1
EN of noble gases
0
EN of I, C, and S
2.5
EN of At
2.2
EN of Cl and N
3.0
EN of As
2.0
EN of B
1.5
EN of O
3.5
EN of F
4.0
EN of Si
1.8
EN of Se
2.4
EN of Br
2.8
a single bond is referred to as a
sigma bond
in MO theory, mixing 2 s orbitals creates
sigma (o looking symbol) and anti bond (o*)
in MO theory, mixing 2 p orbitals creates
sigma (o), pi, anti sig and anti pi
bond order equal to zero indicates
that the molecule is less stable than the individual atoms that make it up and is unlikely to exist/form
higher bond order =
stronger bond
bond order greater than 0
indicates that the molecule is more stable than the individual atoms that make it up and is likely to exist
equation for bond order using MO theory:
BO=1/2(#electrons in bonding - #electrons in anti-bond)
the anti-bond molecular orbital is ____ in energy than the original
higher
what happens when electrons are out-of-phase?
the overlap weakens the attraction and forms an anti-bonding molecular orbital
what happens when electrons are in-phase?
the overlap reinforces the attractions and creates a bonding molecular orbital
3 properties of a molecule described by MO theory:
spectral, resonance, magnetic
VSEPR theory and valence bond theory are useful in determining ______ and ______
shape and hybridization
when two different orbitals mix, the result is a
hybrid orbital
hybridization of a central atom is determined by
counting the number of electron groups
according to Valence Bond Theory, what is counted as areas of high electron density?
single bonds, double bonds, triple bonds, lone pairs, radicals
degenerate
equal energies
equatorial
in the plane of the paper
a triple bond has
1 sigma bond and 2 pi bonds
a double bond has
one sigma bond and one pi bond
is a sigma bond stronger or weaker than a pi bond?
stronger
how is a pi bond formed?
by the "above and below" or "side-by-side" overlap of two unhybridized p orbitals
a double bond contains how many pi bonds /// triple bond?
double bond = 1pi ; triple bond = 2pi
a sigma bond ____ the overall energy of an element
lowers
a sigma bond _____ the electron density around the central atom
delocalizes
how is a sigma bond formed?
by the "end to end" overlap of two atomic orbitals or two hybrid orbitals or one hybrid orbital with an atomic orbital
fundamentals of MO theory
1) the combination of 2 atomic orbitals creates 2 molecular orbitals
2) an electron within an atomic orbital moves like a wave
3) when 2 electrons overlap, they are either in sync or not in sync