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Because this outermost shell is the most important shell, it is given the name “valence shell,” and the electrons in that shell are called “valence electrons.” The word “valence” means “importance.” The valence electrons are the most important electrons in each atom.
There is another more direct way for us to observe the number of valence electrons in each atom and to show that they are all in about the same shell. We can attempt to remove each electron in the valence shell, one after the other, increasing the charge on the ion to higher and higher values. We have discussed the first ionization energy, which is the energy to remove one electron. The second ionization energy is the energy needed to remove an electron from the positive ion to form an ion with a +2 charge. There are also third and fourth ionization energies and beyond:
First ionization energy IE 1 A (g) → A + (g) + e - (g)
Second ionization energy IE 2 A + (g) → A 2+ (g) + e - (g)
Third ionization energy IE 3 A 2+ (g) → A 3+ (g) + e - (g)
Fourth ionization energy IE 4 A 3+ (g) → A 4+ (g) + e - (g)
The experimental data observed when doing these “successive” ionizations is shown in [link] :
Na | Mg | Al | Si | P | S | Cl | Ar | |
IE 1 | 496 | 738 | 578 | 787 | 1012 | 1000 | 1251 | 1520 |
IE 2 | 4562 | 1451 | 1817 | 1577 | 1903 | 2251 | 2297 | 2665 |
IE 3 | 6912 | 7733 | 2745 | 3231 | 2912 | 3361 | 3822 | 3931 |
IE 4 | 9543 | 10540 | 11575 | 4356 | 4956 | 4564 | 5158 | 5770 |
IE 5 | 13353 | 13630 | 14830 | 16091 | 6273 | 7013 | 6542 | 7238 |
IE 6 | 16610 | 17995 | 18376 | 19784 | 22233 | 8495 | 9458 | 8781 |
IE 7 | 20114 | 21703 | 23293 | 23783 | 25397 | 27106 | 11020 | 11995 |
Let’s analyze this data, looking for evidence of the valence shell and the number of valence electrons. First, for every atom listed, IE 2 is always greater than IE 1 , IE 3 is greater than IE 2 , and so forth. This makes sense when we remember that the negatively charged electrons in an atom repel one another. Once an electron has been removed from an atom, the remaining electrons will have lower energy and be harder to remove.
Looking more closely, though, the increases in the ionization energies are not very constant. In Na, IE 2 is greater than IE 1 by a factor of almost nine, but IE 3 is greater than IE 2 by a fraction, and the same is true with the higher ionization energies. This means that the first electron in Na is fairly easy to remove, but the second one is much harder. This means that the first electron removed from Na is in the valence shell, far from the nucleus, but the second electron removed is closer in and more strongly attracted. The third electron removed is harder still to remove, but not much. This means that the third electron removed is in the same shell as the second one. Therefore, Na has only one valence electron.
Now look at Mg. The first electron doesn’t require much energy to remove, although it is more than in Na. The second electron is harder again, but the real change is when we try to remove the third electron. Suddenly we see an increase of a factor of 5 in the ionization energy. This means that Mg has two relatively easily removed electrons, and therefore Mg has two valence electrons. Looking at the data in [link] , we can simply count the number of valence electrons in each atom. (It is hard to do this for Cl and Ar, because it is hard to remove this many electrons from a single atom.)
The shell model of the atom tells us how the electrons are arranged in each atom, but it does not tell us why. We don’t know why the electrons can’t all be added to a single shell, because we don’t know why a shell seems to “fill up.” It is clear from the data that the number of valence electrons in each noble gas is the number needed to fill the valence shell. But we don’t have a reason why this is true. These questions will require further observations and reasoning.
By John S. Hutchinson, Rice University, 2011
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