A very long cylinder of length L and radius R contains a constant charge of uniform density, p. Prove that the field str
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A very long cylinder of length L and radius R contains a constant charge of uniform density, p. Prove that the field str
A very long cylinder of length L and radius R contains a constant charge of uniform density, p. Prove that the field strength on the outside and inside the cylinder is E= PR^2/2ɛOr when r>R E=p/2€0*r when r<R Where r is the point's distance from the axis of the cylinder. In the case of distributing the charge along the length of the cylinder, its longitudinal density is a Find the relationship between Then use the first relationship to find the field strength outside the cylinder in terms of and p.
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