Alpha, Beta & Gamma Radiation
- Some isotopes of elements are unstable
- This is usually due to an imbalance of protons and neutrons in a nucleus
- To become more stable, a nucleus can emit particles or radiation by the process of radioactive decay
- The three main types of radioactive particle or radiation are:
- Alpha particles
- Beta particles
- Gamma radiation
Alpha Particles
- An alpha (α) particle is a high-energy helium nucleus
- It contains 2 protons and 2 neutrons
- It has a mass of 4u and a charge of +2e
- Alpha particles are usually emitted from nuclei that are too large
- The nuclear notation for an alpha particle is:
Nuclear notation for an alpha particle (a helium nucleus)
- Alpha particles are the most ionising type of radiation
- This is due to having the highest charge of +2e
- They produce the highest number of ion pairs per cm in air (~10 000 ion pairs per cm)
- This means they can do more damage to cells than the other types of radiation
- Alpha particles are the least penetrating type of radiation
- This means they travel the shortest distance in air before being absorbed
- They have a range of around 3 to 7 cm in air
Beta Particles
- A beta-minus (β−) particle is a high-energy electron
- They are emitted by nuclei that have too many neutrons
- A beta-plus (β+) particle is a high-energy positron (antimatter of electrons)
- They are emitted by nuclei that have too many protons
- The nuclear notation for beta-minus and beta-plus particles are:
Nuclear notation for beta minus and beta plus particle
- Beta particles are a moderately ionising type of radiation
- This is due to having a charge of ±1e
- They produce a moderate number of ion pairs per cm in air (~100 ion pairs per cm)
- This means they can do some slight damage to cells (less than alpha but more than gamma)
- Beta particles are a moderately penetrating type of radiation
- They have a range of around 20 cm to 3 m in air, depending on their energy
Gamma Radiation
- Gamma (γ) rays are a type of high-energy electromagnetic radiation
- They are emitted by nuclei that need to lose some energy
- The nuclear notation for gamma radiation is:
Nuclear notation for gamma rays
- Gamma is the least ionising type of radiation
- This is because it is electromagnetic radiation (photon), which has no charge
- Gamma produces the lowest number of ion pairs per cm in air (~1 ion-pair per cm)
- It can still cause damage to cells, but not as much as alpha or beta radiation. This is why it is widely used for cancer radiotherapy
- Gamma is the most penetrating type of radiation
- This means it travels the furthest distance in air before being absorbed
- Gamma radiation has an infinite range and follows an inverse square law
Comparing Alpha, Beta & Gamma
- The properties of the different types of radiation are summarised in the table below:
Comparison of alpha, beta and gamma radiation
Ionising ability
- If any type of radiation collides with an atom, it can knock out electrons, ionising the atom
- This can cause chemical changes in materials and damage to living cells
- The ionising ability of radiation can be quantified by the number of ion pairs it produces per cm of air
- Alpha particles are the most ionising type of radiation, while gamma radiation is the least ionising type of radiation
When radiation passes close to atoms, it can knock out electrons, ionising the atom
Penetrating power
- The distance radiation can travel before being absorbed is described by its penetrating power
- Alpha particles are the least penetrating, whereas gamma radiation is the most penetrating
- Alpha particles can be stopped by a single sheet of paper
- Beta particles can be stopped by a few millimetres of aluminium foil
- The intensity of gamma radiation can be reduced by several metres of concrete or several centimetres of lead
Alpha particles are highly ionising and easily absorbed by atoms whereas gamma radiation is highly penetrating and requires very thick lead to reduce its intensity
Deflection in Electric and Magnetic Fields
- When a charged particle enters an electric field it will undergo a deflection
- Alpha particles are deflected towards the negative plate
- Beta particles are deflected towards the positive plate
- Gamma radiation is not deflected and travels straight through between the plates
Alpha and beta particles are deflected by an electric field
- When a charged particle moves in a magnetic field, it will also undergo a deflection
- Faster-moving particles move in larger circular paths according to the equation:
- The larger the circular path, the greater the deflection
- The amount of deflection of a particle depends on:
- The speed of the particle,
- The mass of the particle,
- The charge on the particle,
- Alpha particles can be deflected slightly in strong electric and magnetic fields
- Alpha particles have the highest charge, but also the greatest mass, so their high momentum means they deflect less than a beta particle (in a given field)
- Beta particles can be deflected through large angles by electric and magnetic fields
- Beta particles typically travel at much greater speeds than alpha particles, but have much less mass, so they deflect significantly more than an alpha particle (in a given field)
- Gamma rays are not deflected in magnetic and electric fields as they are electrically neutral
- However, they can transfer their energy to atomic electrons which can be deflected
Worked example
Three successive radioactive decays are shown in the diagram below. Each one results in a particle being emitted.
The first decay results in the emission of a β-particle.
The second decay results in the emission of an α-particle.
The third decay results in the emission of another β-particle.
Nuclides W and Z are compared.
Which nuclide of Z is formed at the end of this decay?
A. B: C: D:
Answer: D
Step 1: Write the equation for the β− decay
- A β− particle is an electron
- The nucleon number stays the same
- The proton number increases by 1
Step 2: Write the equation for the α decay
- An α particle is a helium nucleus
- The nucleon number reduces by 4
- The proton number reduces by 2
Step 3: Write the equation for the β+ decay
- A β+ particle is a positron
- The nucleon number stays the same
- The proton number reduces by 1
Step 4: Determine the final nucleon Z
- The final nucleon, Z will be: