A proton initially moving west at speed of 1.00*10^6 m/s in a uniform magnetic field
of magnitude 0.300 T directed vertically upward. Describe in detail the proton's trajectory,
including its shape and orientation.
speed of the proton v = 1*10^6 m/s
The magnetic field B = 0.300 T
The magnetic force produce the centripetal force
so F = mv^2/r
qvB =
mv^2/r
Therefore the radius of the path
r = mv/qB
= (1.67*10^-27)(1*10^6) / (1.6*10^-19 )(0.300)
= 0.034 m
When the charged particle in the magnetic filed B directed out of the that plane. As a result a magnetic force FB = qv*B continuously deflects the particle and because v and B are perpendicular to each other, this deflection causes the particles to follow in circular path
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