Patrick Maynard Stuart Blackett and Giuseppe Occhialini began their cosmic-ray collaboration in 1931. They used the coincidence methods of Walther Bothe and Bruno Rossi to make a particle initiate its own recording. Blackett later reported tracks on about of their counter-controlled photographs, compared with roughly – for random expansions in small chambers. Those figures describe the reported apparatus and conditions, not a universal detection efficiency.[ref]
In their 1933 account, Geiger counters above and below the chamber fed a coincidence circuit. Its pulse operated a thyratron, magnet and spring-release valve, letting a light piston expand the gas. A mercury-vapor lamp then illuminated the drops. A water-cooled solenoid supplied the magnetic field; two oblique cameras allowed track reconstruction. Moving the lower counter changed which trajectories could be recorded.[ref]
Figure 1.
Counter coincidence initiates expansion, illumination and photography in a functional reconstruction of the Blackett-Occhialini method
. Original diagram, not a scale drawing or a historical photograph. The pictured track and positions are illustrative; magnetic curvature and event direction require further measurements. Details.
Two timing problems must be separated. The coincidence circuit's window distinguishes nearly simultaneous counter signals. The mechanical expansion latency determines how much the existing ionization trail spreads before droplets form. For a chosen one-coordinate diffusion model with initial variance , diffusion coefficient and expansion delay ,
Taking , and gives . This is an original illustrative calculation, not the historical track width. It shows why a fast electronic pulse does not by itself guarantee a sharp photograph: the subsequent mechanical response also matters.
The photographs revealed groups containing positive and negative electron-like tracks, complementing the Anderson positron track experiment. Their interpretation depended on track curvature, direction, ionization and particle range, not simply on the presence of a coincidence.[ref] Blackett explicitly noted that the counter control favored larger particle showers.[ref] The multiplicity bias from a detector trigger gives a small model of that effect: a recording method can improve the study of rare interactions while making its photographs unrepresentative of the incident population.
Bruno Rossi Created 2026-10-24 Updated 2026-11-05
Bruno Rossi used penetrating cosmic-ray particles to test relativistic particle lifetimes. His experiment with David B. Hall compared particles selected by momentum and examined how many survived propagation through the atmosphere.
The decay probability depends on the proper time elapsed along the particle's path. Faster particles can travel farther in the laboratory because their rest-frame clock accumulates less proper time over a given laboratory interval. The measured momentum dependence connected an observed particle population to time dilation.[ref]
Rossi also coauthored the early rocket detection of extrasolar X-rays, extending astronomical measurement beyond wavelengths accessible through the atmosphere.[ref]
David B. Hall Created 2026-10-20 Updated 2026-11-05
An experimental particle physicist who, with Bruno Rossi, compared the decay of cosmic-ray muons selected by their penetrating power. The less energetic group decayed more rapidly than the more penetrating group, consistent with time dilation. Using absorbers to separate momentum ranges turned naturally occurring particles into a test of the rate of moving clocks.[ref]
Bruno Rossi and David B. Hall, Physical Review 59, 223–228 (1941). The primary experiment compared more and less penetrating cosmic-ray particle populations and found momentum-dependent decay rates compatible with relativistic moving-clock rates.