What will be the radius of curvature of the path of a 3.0 KeV proton in a
perpendicular magnetic field of magnitude 0.8 T ?
Larmor radius is given by a formula:
"R = \\frac {mv}{qB}"
The energy of electron:
"E = \\frac{mc^2}{1-(\\frac v c)^2}"
In this case we can express a speed of electron:
"v=c\\sqrt{\\frac{E-mc^2}{E}} = 534976 \\frac m s"
"\\frac m q = 10^{-3}"
"R = 668 m"
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