ric charge Q is distributed uniformly along a thick and enormously long conducting wire v dicular to the wire? (Consider the cases inside and outside the wire) the electric field inside at r distance from the wire we will use the Gauss's law which is exp fE - dÃ= qenc choose a symmetric Gaussian surface, which is the surface a cylinder excluding its ends, i E A = qenc Inside the wire falls inside the wire, then all the enclosed charge must be: Genc = other hand, the Gaussian surface inside the wire is given by A = quation 1, the electric field in simplified form is E = Outside the wire
ric charge Q is distributed uniformly along a thick and enormously long conducting wire v dicular to the wire? (Consider the cases inside and outside the wire) the electric field inside at r distance from the wire we will use the Gauss's law which is exp fE - dÃ= qenc choose a symmetric Gaussian surface, which is the surface a cylinder excluding its ends, i E A = qenc Inside the wire falls inside the wire, then all the enclosed charge must be: Genc = other hand, the Gaussian surface inside the wire is given by A = quation 1, the electric field in simplified form is E = Outside the wire
Chapter6: Gauss's Law
Section: Chapter Questions
Problem 61P: An uncharged spherical conductor S of radius R has two spherical cavities A and B of radii a and b,...
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