Summary

Lawrence Radiation Laboratory,  LRL Accelerators, The 184-Inch Synchrocyclotron

“ From this equation we see that for a given type of ion (where e and m are constant) , the energy depends on the diameter and strength of the magnet, but not directly upon the voltage applied to the dees.
The number of revolutions that an ion can make in a conventional cyclotron is limited to about 70 to 100. This is due to a very curious effect: as an ion is accelerated, its mass increases!
”
Source: Gutenberg

Lawrence Radiation Laboratory,  LRL Accelerators, The 184-Inch Synchrocyclotron

“ The purpose of this experiment was to detect the spin directions of protons as they are knocked out of a liquid hydrogen target by a π-meson beam. (Like the earth, a proton spins on its axis.) An extracted proton beam from the cyclotron enters the physics cave from the left, striking a polyethylene target and producing π mesons. A beam of these mesons is formed by a series of two bending magnets and three focusing magnets. This beam passes through a carbon absorber to remove unwanted particles. The meson beam then strikes the liquid hydrogen target. ”
Source: Gutenberg

Lawrence Radiation Laboratory,  LRL Accelerators, The 184-Inch Synchrocyclotron

“ Other experiments may require an external beam of mesons. [6] A meson beam is obtained in the following way (Fig. 8) : A movable target such as a block of carbon is placed inside the cyclotron near the end of the outward-spiraling proton beam. When the proton beam hits this target, a shower of mesons is produced. These mesons are bent in various directions by the main magnetic field. Some of them pass through a thin metal window in the vacuum-tank wall and are focused by a magnetic lens into a beam. This meson beam then travels through a hole in the concrete shielding wall into the meson cave. ”
Source: Gutenberg

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