If a classical system does not have a constant charge-to-mass ratio throughout the system, the magnetic moment
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If a classical system does not have a constant charge-to-mass ratio throughout the system, the magnetic moment can be written
where Q is the total charge, M is the total mass, and g ≠ 1.
(a) Show that g = 2 for a solid cylinder (I = 1/2 MR2) that spins about its axis and has a uniform charge on its cylindrical surface.
(b) Show that g = 2.5 for a solid sphere (I = 2 MR2/5) that has a ring of charge on the surface at the equator, as shown in Figure 7-33.
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a Every increment of charge follows a circular path of radius R and enclo...View the full answer
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