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GCSE Physics Revision

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GCSE Physics revision

Radioactive decay and nuclear radiation

Atoms and nuclear radiation

AQA 4.4.2.1
Your specification

AQA student objectives

Learning pathway

All · Most · Some

ALL 🎯

Apply their knowledge to the uses of radiation and evaluate the best sources of radiation to use in a given situation.

MOST 🎯🎯

Interpret results or representations related to radioactive decay and nuclear radiation.

SOME 🎯🎯🎯

Analyse an unfamiliar problem involving radioactive decay and nuclear radiation and justify the method or conclusion.

Revision summary

Key knowledge

Read on screen, then print for Cornell-style active revision.

Representing Alpha Particles

  • An alpha particle consists of two protons and two neutrons, identical to a helium nucleus, and is represented as 42 He.
  • Alpha particles can also be written using the Greek letter α, but both notations are acceptable in GCSE nuclear equations.

Alpha Decay Equations

  • During alpha decay, an unstable nucleus emits an alpha particle, losing 2 from its atomic number and 4 from its mass number.
  • For example, uranium-238 (238 ) undergoes alpha decay to form thorium-234 (234
  • {90}\text{Th}) plus an alpha particle.
  • When radium-226 (226 ) undergoes alpha decay, it produces radon-222 (222
  • {86}\text{Rn}) plus an alpha particle.
  • You must always check the periodic table to identify the new element formed, since the atomic number has changed.
  • Both the mass numbers and atomic numbers must balance on each side of the nuclear equation.

Beta Decay Equations

  • In beta decay, a neutron in the nucleus turns into a proton and emits a fast-moving electron called a beta particle (0−1 e).
  • Because a neutron becomes a proton, the atomic number increases by 1, but the mass number stays the same.
  • For example, carbon-14 (14 ) undergoes beta decay to form nitrogen-14 (14 {7}\text{N}) plus a beta particle.
  • The beta particle is written with a 0 on top (negligible mass) and −1 on the bottom (charge of −1), whether shown as 0−1 e or the Greek letter β.

Gamma Radiation Equations

  • Gamma radiation is pure electromagnetic energy with no mass and no charge, so it is represented by the Greek letter γ.
  • Because gamma rays carry no mass or charge, emitting a gamma ray does not change the atomic number or mass number of the nucleus.
  • For example, thorium-234 undergoing gamma decay simply produces thorium-234 again plus a gamma ray: 234 .

Neutron Emission Equations

  • In neutron emission, a nucleus releases a neutron, so only the mass number decreases by 1 while the atomic number stays the same.
  • For example, beryllium-9 decays into beryllium-8 plus a neutron: 9 .

Balancing Nuclear Equations

  • In any nuclear equation, the total mass numbers (top numbers) on the left must equal the total mass numbers on the right.
  • Similarly, the total atomic numbers (bottom numbers) must also balance on both sides of the equation.
  • Always use the periodic table to identify any unknown element produced after a decay, using its new atomic number.