An infinite, thin, plane sheet of conducting material has a circular hole of radius a cut in it. A thin, flat disc of the same material and slightly smaller radius lies in the plane, filling the hole, but separated from the sheet by a very narrow insulating ring. The disc is maintained at a fixed potential V , while the infinite sheet is kept at zero potential. Using appropriate cylindrical coordinates, find an integral expression involv- ing essel fucions for the potenial at any point above the plane.
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An infinite, thin, plane sheet of conducting material has a circular hole of radius a cut in it. A t...
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