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(Created page with "Category:Hacking Cyclotron Basics for a Proton The kinetic energy K of a proton in a cyclotron is given by: K=(q^2 * B^2 * R^2)/(2m) where: * q = charge of the proton (1.602×10−19 coulombs) * B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot) * r = radius of the cyclotron (meters) * m = rest mass of the proton (1.673×10−27 kilograms)") |
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where: | where: | ||
* q = charge of the proton (1.602×10−19 coulombs) | * q = charge of the proton (1.602×10−19 coulombs), electron is negative that | ||
* B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot) | * B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot) | ||
* r = radius of the cyclotron (meters) | * r = radius of the cyclotron (meters) | ||
* m = rest mass of the proton (1.673×10−27 kilograms) | * m = rest mass of the proton (1.673×10−27 kilograms), electron is 9.109×10−31 | ||
Revision as of 19:26, 5 June 2024
Cyclotron Basics for a Proton
The kinetic energy K of a proton in a cyclotron is given by:
K=(q^2 * B^2 * R^2)/(2m)
where:
- q = charge of the proton (1.602×10−19 coulombs), electron is negative that
- B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot)
- r = radius of the cyclotron (meters)
- m = rest mass of the proton (1.673×10−27 kilograms), electron is 9.109×10−31