1) Draw dot-cross diagram:
1 | Determine the central atom and surrounding atoms.
Central atom is commonly the: - Element with the lesser no. of atoms - First element in chemical formula (except H) - Least electronegative element |
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2 | For polyatomic ions:
Anion: add the e– to the most electro-ve atom (one e– per atom) Cation: remove the e– from the least electro-ve element Ignore this step for neutral molecules |
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3 | Determine no. of bonds each surrounding atom can form:
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4 | Draw all the bonds to the central atom.
For atoms with 8 e–: form dative bond from central atom to surrounding atom For atoms with 0 e–: form dative bond from surrounding atom to central atom |
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5 | Assign remaining e– on central atom as lone pairs.
If central atom is in Period 2 and no. of e– around the atom is > 8, convert a double bond to a dative bond from the central atom. |
Examples:
SO2
1 | Central atom: S
Surrounding atoms: O |
2 | N.A. |
3 | |
4 | |
5 | N.A. (S is in P3; can expand beyond octet) |
HCN
1 | Central atom: C
Surrounding atoms: H and N |
2 | N.A. |
3 | |
4 | |
5 | N.A. |
NH3
1 | Central atom: N
Surrounding atoms: H |
2 | N.A. |
3 | |
4 | |
5 | N has 5 e– and 3 bonds > it has 2 remaining e–:
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NO3–
1 | Central atom: N
Surrounding atoms: O |
2 | Add one e– to one O atom. |
3 | |
4 | |
5 | N has 10e– > convert one double bond to dative bond from N to O:
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AlH4–
1 | Central atom: Al
Surrounding atoms: H |
2 | Add one e– to one H atom. |
3 | |
4 | |
5 | N.A. |
NH4+
1 | Central atom: N
Surrounding atoms: H |
2 | Remove one e– from one H atom. |
3 | |
4 | |
5 | N.A. |
2) Shape (VSEPR)
- Electron pairs arrange themselves as fair apart as possible to minimise repulsion
- Multiple bonds are treated as single bond pairs
- Repulsion: lp-lp > lp-bp > bp-bp
Approach:
- Determine no. of e– pairs (bp+lp)
- Find parent shape and bond angle
- (For molecules with lp) Erase lp and name resultant shape
- For each lp, reduce bond angle by 2°
No. of e– pairs |
Shape | Bond Angle |
2 |
Linear | 180° |
3 |
Trigonal Planar | 120° |
4 |
Tetrahedral | 109.5° |
5 |
Trigonal Bipyramidal | equatorial (120°)
axial (90°) |
6 |
Octahedral | 90° |
Example: NH3
- 4 e– pairs (3 bp + 1lp)
- Parent shape: Tetrahedral (109.5°)
- Resultant shape: Trigonal Pyramidal
- Angle: 107°
3) Polarity
Draw the dipole moments for each bond in molecule (from less electro-ve atom to more electro-ve atom)
- Net dipole → Polar
- No net dipole → Non-Polar
If you have problems determining if there is a net dipole, visualise the dipole moments as forces acting on the central atom. If the central atom moves → a net dipole exists.
Convenient Generalisations:
- All hydrocarbons are non-polar since C–H bond is non-polar.
- Molecules with lone pairs on central atom are polar (Exception: XeF4)
4) Intermolecular Forces
Type | Exist between: |
Permanent dipole – permanent dipole (pd-pd) | polar molecules |
Induced dipole – induced dipole (id-id)
(Dispersion) |
between all molecules/ atoms non-polar molecules only have dispersion |
Hydrogen bonds | between H attached to F,O,N and lone pair on F,O,N on another molecule |