Find the electric field everywhere of an infinite uniform line charge with total charge Q. Sol. Using Gauss's Law. EA = EO Since, its the line charge we use the area of a cylinder surrounding the line charge L= But all the charged get enclosed by the cylinder area, so Cenc =Q Deriving we get E= (1/2 TEg M IrL)

Find the electric field everywhere of an infinite uniform line charge with total charge Q. Sol. Using Gauss's Law. EA = EO Since, its the line charge we use the area of a cylinder surrounding the line charge L= But all the charged get enclosed by the cylinder area, so Cenc =Q Deriving we get E= (1/2 TEg M IrL)

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

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1. Charge, Q= 2.20nC is uniformly distributed along the thin rod of length, L= 1.20m shown below. a. Determine the linear charge density of the rod. b. Determine an expression for charge dqon an infinitesimally small section of the rod of length dx in terms of the charge density and dx. c. The point P1is located a distance a= 0.300m from the end of the rod. Determine an expression for the distance, r, between the point P1and an arbitrary chunk of the rod located an arbitrary distance, x, from the origin (between 0 and L). d. Determine an expression for the electric field dE at P1 due to only the arbitrary chunk of the rod from part c. Use k, λ, x, L, and a. e. Determine the net electric field, E at a point P1 due to the entire rod.
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Needs Complete solution with 100 % accuracy.
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Find the electric field everywhere of an infinite uniform line charge with total charge Q. Sol. Using Gauss's Law: ĐE - dA = EA = Since, its the line charge we use the area of a cylinder surrounding the line charge E*2 TT L= But all the charged get enclosed by the cylinder area, so denc = Q Deriving, we get: E = (1/2 TEO )*( IrL)
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