Published by Patrick Mutisya · 14 days ago
Know that ionising nuclear radiation can be measured using a detector connected to a counter.
Ionising radiation (α, β, γ) can be hazardous, but it also provides valuable information in scientific, medical and industrial applications. Measuring the intensity of radiation allows us to:
All detectors work on the principle that ionising radiation deposits energy in a material, producing ion pairs or excited states that can be counted. The detector is linked to an electronic counter which records each event as a “count”.
| Detector | Radiation Detected | How It Works | Typical Use |
|---|---|---|---|
| Ionisation Chamber | α, β, γ (all) | Gas-filled chamber; radiation ionises the gas, producing a continuous current proportional to radiation intensity. | Measuring high dose rates, laboratory calibrations. |
| Geiger‑Müller (GM) Tube | β, γ (α only if thin window) | Gas-filled tube at high voltage; a single ionisation event triggers an avalanche, giving a large, identical pulse for each particle. | General‑purpose counting, survey meters, classroom demonstrations. |
| Scintillation Detector | α, β, γ (depends on scintillator) | Radiation excites a scintillating material; emitted light is converted to an electrical pulse by a photomultiplier. | Medical imaging, low‑level environmental monitoring. |
| Semiconductor Detector (e.g., Si, Ge) | α, β, γ (high resolution) | Radiation creates electron‑hole pairs in a semiconductor crystal; the charge is collected as a pulse. | Spectroscopy, precise energy measurements. |
The basic circuit is:
The count rate \$R\$ is related to the activity \$A\$ of the source by the detection efficiency \$\varepsilon\$:
\$R = \varepsilon \, A\$
where \$0 \le \varepsilon \le 1\$ depends on detector type, geometry and radiation energy.
A sealed source emits \$2.0\times10^{5}\$ decays per second. A GM tube placed 10 cm away records 1500 cpm. Calculate the detection efficiency of the GM tube for this source.
Solution: