What is electric field for isolated charged conductor?

Question

This field should be according to Gauss's Law

Answer 1

wel the electric filed can not exist without a charge. this thing is clear. now for a +ive charge the electric filed is outwards and for the -ive charge electric filed is inwards. as far as the conductor is concerned u have to look for the geometry of the conductor. for a line conductor u will consider the distance in the guass's law by dividing the line conductors in small parts. similarly in the case of uniform bodies u will look for the symetry since guass's law deals with symmetirc charged bodies.

Answer 2

It follows Gauss's law and the geometry of the field depends on the shape of the conductor.

Answer 3

submit #4 gave a proof for static fields. For dynamic fields, the propagating (vacationing) wave is small in a conductor and the common wave result's an evanescent (decaying) wave. Evanescent waves decay exponentially. So, in different words, there somewhat is a small electric powered field interior a conductor, although that's sufficiently small to be negligible observing the conductivity and frequency of interest. that's sometimes defined by ability of the exterior intensity - as quickly as you get previous the exterior intensity of a conductor, the sector amplitude has fallen to a million/e (sure, the exponential) of that's loose area fee, approximately 37%.

Answer 4

the field points outward from the conductor if it is +vely charged otherwise it is inward