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Drawing Lewis
structures for molecules or ions is fairly easy once you practice on a few
examples. Simply follow the steps below.
- Count the total number of valence electrons in the molecule or ion
- Draw a skeleton structure for the molecule, joining the atoms with single
bonds. This can be a problem if you are not certain which atoms are joined,
and is one of the reasons that condensed
structural formulas are used. For molecules that consist of a central atom
and some outlying atoms, the central atom is written first. (I.e., in ammonia,
NH3, the N is the central atom.)
- Subtract the number of electrons used in step 2 (Two electrons/bond) from
the total number of valence electrons from step 1. If the remainder is zero,
you're done. If not, go to step 4.
- Count the number of electrons it will take to create an
octet around
each atom. (Or two electrons for H atoms.) If this is the same as the number
of extra valence electrons from step 3, then simply add lone pairs to all the
atoms that don't have octets. If it is more than the number from step 3, you
will have to place multiple bonds. If you are two electrons short, create 1
double bond, if you are four short create a triple bond or two double bond,
and so on.
This is best illustrated with an example: let's consider the Lewis structure
for formaldehyde, CH2O.
- First, count the valence electrons. Hydrogen has 1, and there are two of
them, so total 2. Carbon has 4, and oxygen has 6. Add all these up and you'll
get 12 total valence electrons.
- Now draw a skeleton structure. Everything in the formaldehyde molecule is
attached to the central carbon, so draw single bonds from the carbon to each
hydrogen and the oxygen
- There are three single bonds in the above structure. Each uses two
electrons, so we have a total of 12 - 6 = 6 valence electrons left.
- Each hydrogen has two electrons around it, so they have the correct
complement of electrons. The carbon has only 6 electrons, but wants 8. The
oxygen has only 2 and wants 8, so we need a total of 8 electrons to fill out
octets on the carbon and oxygen. We only have 6 available though: thus, we
must put in a double bond. The only place we can do this is between the carbon
and oxygen, since the hydrogens already have the maximum number of electrons.
This uses two of the six electrons we have left.
The carbon now
has eight electrons around it, so its octet is filled. The oxygen only has
four electrons and needs eight, but we have four electrons left, so place two
lone pairs on the oxygen.
This structure
used all electrons and has an octet around all atoms, so it's correct.
Example 1: What is the Lewis stucture for ethylene,
CH2CH2?
Solution 1:
- Each hydrogen has 1 valence electron, each carbon has four, so we have a
total of 12.
- The condensed structural formula for ethylene implies that the molecule
has the two carbons joined and two hydrogens bonded to each carbon, like the
skeleton below:
This uses up 10
total electrons
- We have 12 electrons and used 10 in the skeleton above, so we need to
place 2 more
- The hydrogens all have 2 electrons, so they are happy. The carbons each
have six, but need eight, so we need a total of 4 electrons. We only have two,
so we must place a double bond.
This structure
has an octet for all atoms, so we're done.
Example 2: What is the Lewis structure for HCN, hydrogen cyanide?
Solution:
- The hydrogen has 1 valence electron, the carbon 4 and the nitrogen 5 for a
total of 10
- The molecule is arranged exactly as it is spelled: H-C-N.
 The two bonds use up four electrons
- We had 10 valence electrons, used 4, so we have 6 left
- The hydrogen has 2 electrons, so it is happy. The carbon has four, but
needs 8, the nitrogen has two but needs 6, so we need a total of 10 electrons.
We only have 6 from step 3, so we need to place two double bonds or one
triple. Since the hydrogen already has the correct complement of electrons, we
place a triple bond between C and N
 This uses 4
electrons, leaving 2. The carbon now has 8 electrons, the nitrogen 6, so the
nitrogen needs 2 more: place the last two electrons in a lone pair on nitrogen
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