Pr4. A solid, long insulating cylinder of radius R is uniformly charged over the entire volume, its volume charge density is g. The cylinder rotates with constant angular velocity w around its symmetry axis. Find the direction and magnitude of the magnetic field created by the rotating cylinder as a function of the distance r measured from the symmetry axis (r < R). Hint: Use Ampere's law.
Pr4. A solid, long insulating cylinder of radius R is uniformly charged over the entire volume, its volume charge density is g. The cylinder rotates with constant angular velocity w around its symmetry axis. Find the direction and magnitude of the magnetic field created by the rotating cylinder as a function of the distance r measured from the symmetry axis (r < R). Hint: Use Ampere's law.
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Transcribed Image Text:Pr4. A solid, long insulating cylinder of radius R is uniformly charged over the entire volume,
its volume charge density is e. The cylinder rotates with constant angular velocity w around its
symmetry axis. Find the direction and magnitude of the magnetic field created by the rotating
cylinder as a function of the distance r measured from the symmetry axis (r < R). Hint: Use
Ampere's law.
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