A charged particle q is moving with a speed v perpendicular to the magnetic field of induction B. Find the radius of the path and time period of the particle.
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Answered by
10
Answer:
r = mv/ qB
time period, t = 2πm/ qB
Answered by
22
Force on a charged particle inside magnetic field = qvBsin theta
Since theta = 90 degree (given)
Force = qvBsin90
Force = qvB
Since force on a charged particle = centripalforce exerted on a particle
qvB = mv^2/r
r (radius of the path) = mv/qB
Where m= mass of particle
V= speed of a particle
q= charged on a particle
B= magnetic field
Also Time period = (2× 22/7×r)/v
Putting value of r in time period
We get:
T= (2×22/7×m)/(q×B).
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