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MYP Physics

A.1 Atomic Structure & Radioactivity

Exploring the constituents of the atom, isotopes, nuclear decay, and the safety precautions for handling radioactive sources.

Questions to explore

  • ? What is everything made of, and how do we know?
  • ? Why are some atoms unstable, and what happens when they fall apart?

💡 Key ideas, explained simply

⚛️ Inside the atom

An atom has a tiny central nucleus of positive protons and neutral neutrons, surrounded by negative electrons. The atomic number (ZZ) is the number of protons; the mass number (AA) is protons + neutrons.

Isotopes are atoms of the same element (same protons) with different numbers of neutrons.

☢️ Three types of radiation

Unstable nuclei decay and emit radiation:

Alpha (α) — a helium nucleus; highly ionising but stopped by paper.

Beta (β) — a fast electron; stopped by thin aluminium.

Gamma (γ) — a high-energy wave; only reduced by thick lead or concrete.

nucleus electrons orbit in shells protons + neutrons
The nuclear atom: a tiny, dense nucleus of protons and neutrons, with electrons orbiting in shells. Almost all the mass is in the nucleus; almost all the atom is empty space.

Alpha, beta and gamma radiation

TypeWhat it isChargeStopped byIonising power
Alpha αHelium nucleus 24He^4_2He+2Paper / skinVery high
Beta βFast electron 10e^0_{-1}e−1~3 mm aluminiumMedium
Gamma γEM wave0Thick lead/concreteLow

📖 Key terms

Proton
Positive particle in the nucleus; its count sets the element.
Neutron
Neutral particle in the nucleus; changes the isotope.
Isotope
Same element, different number of neutrons (e.g. C-12 and C-14).
Atomic number ZZ
Number of protons in the nucleus.
Mass number AA
Protons + neutrons, A=Z+NA = Z + N.
Half-life
Time for half the radioactive nuclei in a sample to decay.

1 Key Formulas

Mass Number
A=Z+NA = Z + N

✏️ Worked example

Half-life

A source has a half-life of 5 years5\text{ years}. Starting with 100 g100\text{ g}, how much remains after 15 years15\text{ years}?

  1. 1

    Count the half-lives

    15÷5=315 \div 5 = 3 half-lives.

  2. 2

    Halve each time

    100502512.5 g100 \to 50 \to 25 \to 12.5\text{ g}

12.5 g remains — after 3 half-lives, one-eighth of the original is left.

🗿 Physics around you

Carbon-14 dating uses half-life to age ancient bones and artefacts. Living things absorb carbon-14; once they die it decays at a known rate, so the amount left is a clock reaching back tens of thousands of years.

🎯 Nail it in the exam

Alpha, Beta, Gamma – Properties and Equations

MYP frequently asks you to compare the three types of radiation in a table. Know:

| Radiation | Nature | Charge | Penetration | Ionising ability |

|-----------|--------|--------|-------------|------------------|

| Alpha (α\alpha) | Helium nucleus 24He^4_2He | +2 | Stopped by paper/skin | Highly ionising |

| Beta (β\beta^-) | Fast electron 10e^0_{-1}e | -1 | Stopped by ~3 mm aluminium | Medium |

| Gamma (γ\gamma) | EM wave | 0 | Reduced by thick lead/concrete | Low |

Nuclear equations must balance mass number (top) and atomic number (bottom). e.g., 92238U90234Th+24He^{238}_{92}U \rightarrow ^{234}_{90}Th + ^4_2He.

Pro Exam Strategy
  • Always write the full equation, not just the daughter nucleus.

  • Beta decay: a neutron turns into a proton, so atomic number increases by 1, mass number stays the same.

  • Gamma emission often accompanies alpha or beta decay – does not change the element.

Half‑life Calculations and Graphs

Half‑life appears in both graphical and numerical form. From a graph showing activity (or count rate) vs time:

1

Find the time for the activity to halve (e.g., from 800 to 400 counts/s).

2

Repeat for a second halving to confirm constancy.

Step‑by‑step half‑life problems:

- After 1 half‑life: amount = initial / 2

- After 2 half‑lives: amount = initial / 4, etc.

- Number of half‑lives = total time / half‑life.

Typical question: “A sample has a half‑life of 5 years. How much of a 100 g sample remains after 15 years?” → 15/5 = 3 half‑lives, remaining mass = 100 / 2³ = 12.5 g.

Pro Exam Strategy
  • When reading a graph, choose a clear starting point on the curve and show working lines.

  • The background count rate must sometimes be subtracted before halving.

  • If asked to ‘explain why a radioactive source is stored in a lead container’, mention penetrating power and ionising risk.

🧠 Check your understanding

Tap an answer to see if you're right — and why.

Q1. Which type of radioactive decay emits a helium nucleus?

  • Alpha decay
  • Beta decay
  • Gamma decay
  • Neutron decay

Q2. Carbon-12 and Carbon-14 are isotopes. What do they have in common?

  • Same number of neutrons
  • Same number of protons
  • Same mass number
  • Same radioactive stability

📝 Exam-style questions

Try each one, then reveal the model answer.

PDF

Download the practice worksheet

All questions from this topic + answer key — free, printable.

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