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Q.4 A rectangular pipe, running parallel to the z-axis (from-∞ to +x), has three grounded metal sides, at y = 0, y = a, and x = 0. The fourth side, at x = b, is maintained at a specified potential Vo(y). (a) Develop a general formula for the potential inside the pipe. (b) Find the potential explicitly, for the case Vo(y) = Vo (a constant).

Q.4 A rectangular pipe, running parallel to the z-axis (from-∞ to +x), has three grounded metal sides, at y = 0, y = a, and x = 0. The fourth side, at x = b, is maintained at a specified potential Vo(y). (a) Develop a general formula for the potential inside the pipe. (b) Find the potential explicitly, for the case Vo(y) = Vo (a constant).

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Subject:Electromagnetic Theory-I

Q.4 A rectangular pipe, running parallel to the z-axis (from-o to +∞), has three grounded metal sides, at y = 0, y = a, and x = 0. The fourth side, at x = b, is maintained at a specified potential Vo(y). (a) Develop a general formula for the potential inside the pipe. (b) Find the potential explicitly, for the case Vo(y) = Vo (a constant).
Transcribed Image Text:Q.4 A rectangular pipe, running parallel to the z-axis (from-o to +∞), has three grounded metal sides, at y = 0, y = a, and x = 0. The fourth side, at x = b, is maintained at a specified potential Vo(y). (a) Develop a general formula for the potential inside the pipe. (b) Find the potential explicitly, for the case Vo(y) = Vo (a constant).
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