An insulating rod of length l carries a charge q distributed uniformly on it. The rod is pivoted at an end and is rotated at a frequency f about a fixed perpendicular axis. The magnetic moment of the system is:
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Explanation:
Magnetic moment = i*A = q*[2*(pi)*f]*A
A=pi*l^2
mag. mom. =2(pi)^2 q f (l^2)
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Answer:
A=pi*l^2 ,1/T=f
Magnetic moment = i*A = q/l*dx*f*pi*x^2
= q*[2*(pi)*f]*A
mag. mom. =2(pi)^2 q f (l^2)
=pi*f*l/12
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