1.3Principles of Chemistry
Atomic Structure — Edexcel Linear - OL (Chemistry) Revision Notes & Topical Questions
5 min read 7 parts Lesson 11 of 25 Unit quiz
Atoms, Subatomic Particles, Isotopes and Relative Atomic Mass — EDEXCEL LINEAR – OL (CHEMISTRY) notes: Define atom and molecule, describe the subatomic particles, calculate protons, neutrons and electrons, and calculate relative atomic mass from isotope abundance.An atom is the s…
- Atomic number
- Mass number
- Worked example 1
- Worked example 2
- Worked example 3
- Worked example 4
Section 1 of 7Atoms and molecules
An atom is the smallest particle of an element, with electrons surrounding a nucleus that contains protons and neutrons.
Atoms of different elements differ in the number of protons, which is why each element has a unique atomic number. Ions form when atoms gain or lose electrons, and the number of protons never changes in a chemical reaction.
Section 2 of 7Subatomic particles
Protons and neutrons are in the nucleus (positively charged); electrons move very fast around it in shells. The mass of an atom is almost all in the nucleus, because electrons are about 2000 times lighter. Relative masses and charges are used because real values are too small to be practical:
| Particle | Relative mass | Charge |
|---|---|---|
| Proton | 1 | +1 |
| Neutron | 1 | 0 |
| Electron | 1/1840 | -1 |
In an exam, the mass of an electron can be given as negligible or very small; you do not need to learn the value.
The nucleus has a positive charge because it contains protons, so the electrons are attracted to it.
Section 3 of 7Atomic number, mass number and isotopes
Atomic number = number of protons = number of electrons in a neutral atom. Mass number = protons + neutrons. Neutrons = mass number - atomic number. Think "mass = massive": the mass number is the larger number.
Isotopes are atoms of the same element with the same number of protons but different numbers of neutrons. They have the same symbol but different mass numbers, such as 63Cu and 65Cu.
Section 4 of 7Relative atomic mass
The relative atomic mass Ar is the average mass of one atom of an element taking account of the abundance of all its isotopes, relative to 1/12 of the mass of a carbon-12 atom. It is calculated as:
Ar = (% of isotope A x mass of A + % of isotope B x mass of B) / 100
For three isotopes the numerator has a third term. Worked example: rubidium is 72% 85Rb and 28% 87Rb. Ar = (72 x 85 + 28 x 87) / 100 = (6120 + 2436) / 100 = 85.56, so 85.6 to 1 d.p. The Ar is not a whole number because it is an average over isotopes.
Common calculation tippercentages must add up to 100, so for two isotopes only one percentage may be given.
Section 5 of 7Worked examples
An atom has atomic number 29 and mass number 63. How many neutrons? [1]1 mark
63 - 29 = 34.
Define isotopes. [2]2 marks
Atoms of the same element with the same number of protons but different numbers of neutrons.
Calculate Ar of an element with isotopes 10 (20%) and 11 (80%). [2]2 marks
(20 x 10 + 80 x 11)/100 = 10.8.
Why is the mass of an atom concentrated in the nucleus? [1]1 mark
Protons and neutrons have much more mass than electrons.
Section 6 of 7Key terms
| Term | Meaning |
|---|---|
| Atom | Smallest particle of an element. |
| Molecule | Two or more atoms chemically combined. |
| Atomic number | Number of protons in an atom. |
| Mass number | Protons plus neutrons. |
| Isotope | Atoms of an element with different numbers of neutrons. |
| A(r) | Average mass of the isotopes compared with 1/12 of carbon-12. |
Section 7 of 7Exam technique
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