Let's look at what is inside an atom.
There are three fundamental particles that make up all atoms:
The main things we need to know about these three particles are their charge and mass.
| Mass (g) | Mass (amu) | Relative Charge | Located | |
|---|---|---|---|---|
| proton | 1.673 x 10 -24 | in the nucleus | ||
| neutron | 1.675 x 10 -24 | in the nucleus | ||
| electron | 9.110 x 10 -28 | outside the nucleus |
Points to note:
| like charges REPEL | unlike charges ATTRACT |
|---|
The general symbol for an atom of an element has the general format.
| A | ||
| E | ||
|---|---|---|
Z |
Take a look at 35Cl and 40Ca and see if you can figure out
how I arrived at:
| # of protons | # of neutrons | # of electrons | mass # | ||
|---|---|---|---|---|---|
| 35 | |||||
| Cl | |||||
17 | |||||
| 40 | |||||
| Ca | |||||
20 |
Let's try figuring out the number of fundamental particles for their ions, 35Cl-, and 40Ca2+.
| # of protons | # of neutrons | # of electrons | mass # | ||
|---|---|---|---|---|---|
| 35 | |||||
| Cl- | |||||
17 | |||||
| 40 | |||||
| Ca2+ | |||||
20 |
Points to note:
| National Institute of Standards and Technology Physics Laboratory (NIST) 1986 CODATA Recommended Values of the Fundamental Physics Constants |
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Isotopes
The periodic table does not give
atomic masses of the elements by
whole numbers (only
mass numbers
are whole numbers). The periodic table shows that:
Let's calculate the
atomic mass of carbon.
(This is a 4 step process.)
Carbon, as we find it in our universe, does not exist as solely as 12C.
There is another naturally occurring
isotope of carbon, 13C.
13C also contributes to the atomic mass of carbon.
How does one calculate the atomic mass of of an element?
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Are you wondering why we don't include the contribution of 14C to the atomic mass of carbon? |
Step 3
The isotopic data you retrieved should be the data
I summarized below.
| Naturally occurring isotope | fractional abundance | mass (amu) |
Step 4
Let's calculate the atomic mass of carbon using this data.
| atomic mass of carbon | = (0.9890)(12.000000 amu) + (0.0110)(13.003355 amu) |
| = 11.8680 amu + 0.1430369 amu | |
| = 12.011 amu ( the periodic table value) |
| Courtesy of the University of Sheffield, we can quickly
obtain the isotope pattern for compounds. Enter a chemical formula, such as CO,
into the calculator and see if you understand the isotope pattern.
|
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Arrangement of Electrons in Principal energy levels
Electrons are found in the space outside the nucleus of the atom.
These electrons are always moving around the nucleus and so possess
potential and
kinetic energy. But they can only possess
certain values of energy, or specific energy levels. (Credit should be given to
Niels Bohr for proposing this theory.)
Click here if you need an illustration of this
concept.
Bohr deduced that each energy level of an atom could only house a certain
number of electrons at a time.The maximum number of electrons that can
be in a certain energy level is given by the formula
These energy levels, n, are called
principal energy levels.
maximum number of electron in a given energy level = 2n2
n = integers 1 to 7 of the principal energy levels.
n = 1 has the lowest energy and is closest to the nucleus.
See if you can figure out the maximum numbers of electrons in the
4th, 5th, 6th and 7th energy level.
Bohr Diagrams
Click here for the Bohr diagrams of the first
20 elements.
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Electron dot formulas for elements
Gilbert N Lewis is widely known for his use
of simple symbolic representations of elements that show
valence electrons as dots.
You've seen what the
Bohr diagrams for the first 20 elements. Sometimes it is more
convenient to represent the elements by its
Lewis electron-dot symbol.
It is not to say one is better than the other.
The Bohr diagrams show arrangement of all the electrons. The Lewis
electron-dot symbols focus on the electrons in the highest
principal energy level in the atom, the
valence electrons.
Rules for writing electron-dot symbols
Click here for the rules for writing electron-dot formulas.
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Electronic configurations of an atom
The principal energy levels we talked about earlier
consists of one or more sublevels.
Points to remember about the sublevels:
The electrons fill to occupy the same type of orbitals singly before they start pairing up.
Order of filling atomic orbitals
The order of filling electrons in the sublevels of the atoms is illustrated below.

When the electrons are arranged in their lowest energy state, the atom is in the
ground state.
Type of Atomic Orbital Maximum number of electrons allowed in the Atomic Orbital
(There is 1 s-type orbital.)
(There are 3 p-type orbitals.)
(There are 5 d-type orbitals.)
(There are 7 f-type orbitals.)
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Rosamaría Fong, Instructor of Chemistry,
British Columbia Institute of Technology, Burnaby, B.C. Canada.
Send Comments to Rosamaría Fong.
All contents copyrighted © 1996 Rosamaría Fong, Instructor of Chemistry All Rights reserved: Last updated on June 15, 1996