A uniformly charged solid sphere of radius R carries a total charge Q, and is spinning with an angular velocity w about the z-axis. (a) What is the magnetic dipole moment of the sphere? (b) At the large distance limit r > R, find the approximate vector potential at a point (r, 0). (c) Find the exact vector potential outside the sphere.

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Problem 3
A uniformly charged solid sphere of radius R carries a total charge Q, and is spinning with an angular
velocity w about the z-axis.
(a) What is the magnetic dipole moment of the sphere?
(b) At the large distance limit r> R, find the approximate vector potential at a point (r, 0).
(c) Find the exact vector potential outside the sphere.
Transcribed Image Text:Problem 3 A uniformly charged solid sphere of radius R carries a total charge Q, and is spinning with an angular velocity w about the z-axis. (a) What is the magnetic dipole moment of the sphere? (b) At the large distance limit r> R, find the approximate vector potential at a point (r, 0). (c) Find the exact vector potential outside the sphere.
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