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With our new knowledge, we could now go through the range of atoms one by one and draw their atomic structure, and try to determine how reactive each one might be by looking at the number of electrons in its outer shell. Remember: the first shell wants 2 electrons, the second, third and fourth want 8 electrons. |
| Protons |
Electrons |
Element
Name |
Symbol |
Electrons
in shells |
Reactive
? |
| 1 |
1 |
Hydrogen |
H |
1 |
Very |
| 2 |
2 |
Helium |
He |
2 |
Not
at all (ideal !) |
| 3 |
3 |
Lithium |
Li |
2,1 |
Very |
| 4 |
4 |
Beryllium |
Be |
2,2 |
Fairly |
| 5 |
5 |
Boron |
B |
2,3 |
Some |
| 6 |
6 |
Carbon |
C |
2,4 |
Some |
| 7 |
7 |
Nitrogen |
N |
2,5 |
Some |
| 8 |
8 |
Oxygen |
O |
2,6 |
Fairly |
| 9 |
9 |
Flourine |
F |
2,7 |
Very |
| 10 |
10 |
Neon |
Ne |
2,8 |
Not
at all (ideal !) |
| 11 |
11 |
Sodium |
Na |
2,8,1 |
Very |
| 12 |
12 |
Magnesium |
Mg |
2,8,2 |
Fairly |
| 13 |
13 |
Aluminium |
Al |
2,8,3 |
Some |
| 14 |
14 |
Silicon |
Si |
2,8,4 |
Some |
| 15 |
15 |
Phosphorus |
P |
2,8,5 |
Some |
| 16 |
16 |
Sulphur |
S |
2,8,6 |
Fairly |
| 17 |
17 |
Chlorine |
Cl |
2,8,7 |
Very |
| 18 |
18 |
Argon |
Ar |
2,8,8 |
Not
at all (ideal !) |
| 19 |
19 |
Potassium |
K |
2,8,8,1 |
Very |
Can you see a pattern? The numbers of electrons in the outer shell give different elements similar properties. Those with ideal outer shells are unreactive. The elements either side of this, that are nearly ideal are very reactive. Those further away from being ideal are not so reactive. Lets reorder the elements in the table above, grouping them by level of reactivity. It is easy to see in the table below that elements with 8 electrons in the outer shell are all stable, those with 1 or 7 electrons in the outer shell are very reactive : |
|
Outer shell electrons |
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
| Reactive
? |
Very |
Fairly |
Some |
Some |
Some |
Fairly |
Very |
Not |
| Shell
1 |
H |
He* |
||||||
| Shell
2 |
Li |
Be |
Bo |
C |
N |
O |
Fl |
Ne |
| Shell
3 |
Na |
Mg |
Al |
Si |
P |
S |
Cl |
Ar |
| Shell
4 |
K |
?? |
?? |
|||||
| *although
Helium has only 2 outer shell electrons, it is a full (ideal) number for
shell 1, so we put it in with the other unreactive elements with ideal
shells in column 8, not in column 2. |
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Once we have the elements in this format, we can actually go one step further and start guessing elements. For example, we can predict that an element exists in the yellow cell in column 2 (next to Potassium [K]). It will have 20 protons and electrons (one more than the 19 protons and electrons that K has). This mystery element's electrons will be arranged 2,8,8,2 - thus with 2 in its outer shell it will be fairly reactive. Bravo - you have just "discovered" an element. This element is Calcium [Ca] (2,8,8,2). Further along the row, there
is a mystery red cell in column 8 (under Argon [Ar]). We know that there
will be an element with 26 electrons (six more than the Calcium that
we just discovered) in the configuration 2,8,8,8. As this element has
an "ideal" outer shell, it will be unreactive. This method is how early scientists began to discover the elements. They loooked for gaps in this table, and realised that there must be an element to fill it. |