Techniques and instruments for observing and measuring gamma radiation from cosmic and laboratory sources.Gamma-ray detection is the set of techniques used to observe and measure gamma radiation, the most energetic form of electromagnetic radiation, with photon energies typically above 100 keV. Because gamma rays are produced by some of the most violent processes in the universe—supernovae, black hole accretion, gamma-ray bursts, and possibly dark matter annihilation—detecting them lets astronomers probe extreme physics that cannot be replicated on Earth. In the laboratory, gamma-ray detection is essential for nuclear physics, medical imaging, and radiation safety.
The field began in the early 20th century with the discovery of gamma rays by Paul Villard in 1900, but practical detection emerged with the Geiger counter and later the scintillation counter developed by Hartmut Kallmann and Robert Hofstadter in the 1940s. The first cosmic gamma-ray detection came from the Explorer 11 satellite in 1961.
Gamma rays are detected indirectly because they have no charge and pass through most materials. Detectors rely on gamma-ray interactions with matter: in scintillation detectors, gamma photons excite atoms in a crystal (like sodium iodide), which then emit visible light that photomultiplier tubes amplify. Semiconductor detectors, such as high-purity germanium, measure the ionization produced by gamma rays as electrical pulses, offering high energy resolution. For cosmic sources, space-based telescopes like Fermi use pair-conversion trackers, where gamma rays convert into electron-positron pairs in thin foils, and the particle tracks reveal the photon's direction and energy.
Gamma-ray detection is used in medical imaging (SPECT and PET scans), nuclear security screening, and monitoring radioactive materials in industry and environmental science.
The Fermi Gamma-ray Space Telescope detects about one gamma ray per minute from the entire sky, despite the universe being full of gamma-ray sources.
| R_g | variable | Gravitational radius — gravitational radius metre |
| M | variable | Mass of the gravitating object — mass kilogram |
| G | constant | Fundamental constant quantifying the strength of gravity — gravitational constant = 6.67430e-11 cubic metre per kilogram per second squared |
| c | constant | Universal speed limit for massless particles and information — speed of light = 299792458 metre per second |








