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This lesson brings together all the key topics from the AQA GCSE Physics Atomic Structure unit (specification 4.4) and provides exam-focused revision, common question types, model answers, and strategies for maximising your marks. Use this lesson to consolidate your understanding and practise the skills you will need in the exam.
The Atomic Structure unit covers:
| Topic | Key Content |
|---|---|
| Structure of the atom | Nucleus (protons + neutrons), electrons in shells, relative charges and masses |
| Mass number and atomic number | A = protons + neutrons; Z = protons; neutrons = A - Z |
| Isotopes | Same protons, different neutrons; same chemical properties, different physical properties |
| Development of the atomic model | Dalton, Thomson (plum pudding), Rutherford (nuclear model), Bohr (electron shells), Chadwick (neutron) |
| Radioactive decay | Random and spontaneous; alpha, beta, gamma emission |
| Properties of radiation | Ionising ability, penetrating power, charge, mass |
| Half-life | Time for activity/undecayed nuclei to halve; decay curves; calculations |
| Nuclear equations [H] | Balancing mass number and atomic number in alpha and beta decay |
| Uses of radiation | Medical tracers, radiotherapy, smoke detectors, thickness monitoring, carbon dating |
| Irradiation vs contamination | Exposure to radiation vs radioactive material on/in body |
| Fission and fusion | Splitting large nuclei vs joining small nuclei; chain reactions; nuclear power |
Exam Tip: Before the exam, make sure you can define every bold term in the table above from memory. Definitions are easy marks that students often lose because they are vaguely worded. Be precise and use the exact scientific terminology.
These questions ask you to state a definition or describe a concept.
Example: Define the term "isotope." (2 marks)
Model answer: Isotopes are atoms of the same element that have the same number of protons but a different number of neutrons. (They therefore have the same atomic number but different mass numbers.)
Key point: Always mention BOTH "same protons" AND "different neutrons."
These questions ask you to compare two things (e.g., alpha vs beta, fission vs fusion).
Example: Compare the properties of alpha and gamma radiation. (4 marks)
Model answer:
| Property | Alpha | Gamma |
|---|---|---|
| Nature | Particle (2 protons + 2 neutrons) | Electromagnetic wave |
| Charge | +2 | 0 |
| Ionising ability | Strongly ionising | Weakly ionising |
| Penetrating power | Low — stopped by paper | High — reduced by thick lead |
Key point: Use a structured comparison with specific contrasts for each property.
These questions ask you to link experimental evidence to a model or conclusion.
Example: Explain how the results of the alpha particle scattering experiment led to the development of the nuclear model of the atom. (6 marks)
Model answer plan:
Exam Tip: For 6-mark questions on the alpha scattering experiment, you need THREE observations linked to THREE conclusions. Each observation-conclusion pair is worth 2 marks. Use the structure: "They observed that... This showed that..."
Example: A radioactive source has an initial activity of 1600 Bq. After 40 minutes, the activity is 100 Bq. Calculate the half-life.
Solution:
Count the halvings:
4 half-lives = 40 minutes Half-life = 40 / 4 = 10 minutes
| Initial Activity | Final Activity | Time Elapsed | Half-Lives | Half-Life |
|---|---|---|---|---|
| 8000 Bq | 1000 Bq | 24 hours | 3 | 8 hours |
| 1200 Bq | 150 Bq | 30 minutes | 3 | 10 minutes |
| 6400 Bq | 400 Bq | 20 years | 4 | 5 years |
| 2000 Bq | 250 Bq | 9 days | 3 | 3 days |
Check: 8000 --> 4000 --> 2000 --> 1000 = 3 halvings in 24 hours, so half-life = 8 hours. Correct.
Example: Americium-241 (Z = 95) undergoes alpha decay. Write the nuclear equation for this decay. (3 marks)
Solution:
Am (241, 95) --> Np (237, 93) + He (4, 2)
Working:
Check: 241 = 237 + 4 (mass numbers balance). 95 = 93 + 2 (atomic numbers balance).
Example: Explain how beta radiation is used to monitor the thickness of paper in a factory. (4 marks)
Model answer:
| Command Word | What It Means | What To Do |
|---|---|---|
| State | Give a brief answer | No explanation needed |
| Define | Give the meaning of a term | Use precise scientific language |
| Describe | Say what happens | Give a step-by-step account |
| Explain | Say what happens AND why | Include reasons using scientific concepts |
| Compare | Identify similarities and differences | Make direct comparisons (use "whereas" or a table) |
| Calculate | Work out a numerical answer | Show all working, include units |
| Evaluate | Weigh up evidence and make a judgement | Give advantages and disadvantages, then a conclusion |
| Suggest | Apply your knowledge to an unfamiliar context | Use what you know to make a reasonable answer |
Exam Tip: Pay close attention to the command word. "Describe" and "explain" are different. "Describe" means say what happens (e.g., "the activity decreases over time"). "Explain" means say what happens and why (e.g., "the activity decreases over time because the number of undecayed nuclei decreases, so fewer decays occur per second").
The following topics frequently appear as 6-mark extended response questions:
| Item | Value |
|---|---|
| Radius of an atom | ~1 x 10^-10 m |
| Radius of a nucleus | ~1 x 10^-14 m |
| Relative mass of a proton | 1 |
| Relative mass of a neutron | 1 |
| Relative mass of an electron | Very small (~1/1836) |
| Charge of a proton | +1 |
| Charge of a neutron | 0 |
| Charge of an electron | -1 |
| Activity unit | Becquerel (Bq) = 1 decay per second |
| Half-life of carbon-14 | 5,730 years |
| Half-life of uranium-238 | 4.5 billion years |
Use this checklist to ensure you have covered everything:
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