| Chem 107 |
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Fall 2008 |
| Lecture Notes: 7 October |
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| PREVIOUS |
So how do we predict whether a strong chemical bond is covalent or ionic?
Recall we must show an octet (or duet for Period I) in the outer-most shell (valence electrons). When this does not occur with single electron pairs (bonds) between atoms can sometimes make it happen with multiple bonds. You might find "Clark's Method" useful for determining the bonding patterns of various molecules:
Examples:
- carbon dioxide
- carbon monoxide
Resonance example:
- Carbonate ion
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The importance of molecular shape: recognition at the molecular level in organisms. Shape and electron density are extraordinarily important to the interaction of biomolecules - Examples
Lewis Structures enable us to predict bonding patterns for compounds of the representative elements, but how can we predict their shapes? We will add another tool, VSEPR Theory, to our chemical toolbox - a simple way to predict the geometry of bonds around a central atom (for larger molecules predict one center at a time).
VSEPR (Valence Shell Electron Pair Repulsion) Theory is based on three assumptions (there are more advanced versions, but unnecessary for us):
VSEPR predicts geometry based on these assumptions in a few simple, sequential, steps:
- Linear with angles of 180° ( a single pair and a triple bond, or two double bonds).
- Trigonal planar with angles of 120° (one double bond and two single pairs).
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- Tetrahedral with angles of 109.5° (four single pairs).
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These three electron pair geometries can lead to five molecular geometries.
Linear
- Carbon monoxide, CO
- valence electrons = 4 + 6 = 10
- 6y + 2 = 14, thus 4 fewer electrons than required for all single bonds, 4/2 = 2 multi-bonds (2 double or 1 triple)
- LS = :C:::O:
- Considering C as the central atom, have one bonded atom and one lone-pair, therefore
- steric number = 2, so linear electronic geometry, and two atoms so
- linear molecular geometry
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- Carbon dioxide, CO2
- valence electrons = 4 + 2x6 = 16
- 6y + 2 = 20, thus 4 fewer electrons than required for all single bonds, 4/2 = 2 multi-bonds (2 double or 1 triple)
- LS: from symmetry C will be central atom, therefore=
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- Considering C as the central atom, have 2 bonded atoms and no lone-pairs, therefore
- steric number = 2, so linear electronic geometry, and
- linear molecular geometry
or
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Trigonal planar
- Formaldehyde, CH2O
- valence electrons = 4 + 2x1 + 6 = 12
- 6y + 2 = 6 x 2 + 2 = 14; so molecule has 2 fewer electrons than required for all single bonds, 1 double bond
- LS: from symmetry C will be central atom, therefore=
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- Considering C as the central atom, have 3 bonded atoms and no lone-pairs, therefore
- steric number = 3, so trigonal planar electronic geometry, and 3 atoms so
- trigonal planar molecular geometry =
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Tetrahedral
- Methane, CH4
- valence electrons = 4 + 4x1= 8
- four bonds possible, since only 4 pairs, single bonds because only have H's bound to C.
- LS: from symmetry C will be central atom, therefore=
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- Considering C as the central atom, have 4 bonded atoms and no lone-pairs, therefore
- steric number = 4, so tetrahedral electronic geometry, and 4 atoms so
- tetrahedral molecular geometry =
another view =
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Trigonal pyramidal
- Ammonia, NH3
- valence electrons = 5 + 3x1= 8
- only 4 pairs, single bonds because only have H's bound to N, 3 bonds, since only 3 H's
- LS: from symmetry N will be central atom, therefore=
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- Considering N as the central atom, have 3 bonded atoms and one lone-pair, therefore
- steric number = 4, so tetrahedral electronic geometry, but only 3 atoms so
- trigonal pyramidal molecular geometry
=
view from beneath N=
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Bent
- Water, H2O
- valence electrons = 6 + 2x1= 8
- only 4 pairs, single bonds because only have H's bound to O, 2 bonds, since only 2 H's
- LS: from symmetry O will be central atom, therefore=
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- Considering O as the central atom, have 2 bonded atoms and 2 lone-pairs, therefore
- steric number = 4, so tetrahedral electronic geometry,
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- but only 2 atoms, so bent molecular geometry
=
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© R A Paselk
Last modified 7 October 2008