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Find the electric field everywhere of an infinite uniform line charge with total charge Q. Sol. Using Gauss's Law: PE - dA = EA = Since, its the line charge we use the area of a cylinder surrounding the line charge E*2T L= But all the charged get enclosed by the cylinder area, so Genc = Q Deriving, we get: E 1/2 πεο * IrL)

Find the electric field everywhere of an infinite uniform line charge with total charge Q. Sol. Using Gauss's Law: PE - dA = EA = Since, its the line charge we use the area of a cylinder surrounding the line charge E*2T L= But all the charged get enclosed by the cylinder area, so Genc = Q Deriving, we get: E 1/2 πεο * IrL)

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Find the electric field everywhere of an infinite uniform line charge with total charge Q. Sol. Using Gauss's Law: EA = | E0 Since, its the line charge we use the area of a cylinder surrounding the line charge E*2T L= | E0 But all the charged get enclosed by the cylinder area, so denc = Q Deriving, we get: E = (1/2 TEO )*( /rL)
Transcribed Image Text:Find the electric field everywhere of an infinite uniform line charge with total charge Q. Sol. Using Gauss's Law: EA = | E0 Since, its the line charge we use the area of a cylinder surrounding the line charge E*2T L= | E0 But all the charged get enclosed by the cylinder area, so denc = Q Deriving, we get: E = (1/2 TEO )*( /rL)
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