Find the electric field of a thin, circular ring of inner radius R1 and outer radius R2 at a distance Z above the central axis of the ring. Assume the ring has a total charge of Q, distributed uniformly over the 2D surface. Start this problem from the definition of an electric field for continuous charge distributions.
Find the electric field of a thin, circular ring of inner radius R1 and outer radius R2 at a distance Z above the central axis of the ring. Assume the ring has a total charge of Q, distributed uniformly over the 2D surface. Start this problem from the definition of an electric field for continuous charge distributions.
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Find the electric field of a thin, circular ring of inner radius R1 and outer radius R2 at a distance Z above
the central axis of the ring. Assume the ring has a total charge of Q, distributed uniformly over the 2D
surface. Start this problem from the definition of an electric field for continuous charge distributions.
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