How Are Electrons Distributed on a Charged Conductive Sphere?

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In a charged conductive sphere, all charge resides on the surface, resulting in a zero electric field inside the conductor. For a sphere with a charge of Q = -4e, the four electrons are distributed evenly across the surface. This symmetrical distribution is necessary to maintain the zero electric field throughout the interior. The claim that the electric field inside a conductor is zero hinges on a continuous surface charge distribution. Therefore, while the charge is on the surface, achieving an exact zero electric field with discrete charges like -4e is conceptually challenging.
ironduh
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I have read that in a charged conductor, all the charge is located at the surface of the conductor and the Electric Field inside the conductor is zero.
Suppose we have a conductive sphere with charge Q = -4e.
Where exactly in the sphere are these 4 electrons? I know that they are "on the surface", but how exactly does this distribution that makes an Electric Field zero in ALL points of the sphere looks like?
 
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Ultimately, the claim that the electric field inside a conductor is zero requires the charge distribution on the surface to be continuous, or at least nearly so. In the case of Q=-4e, there's no way to make the electric field exactly zero inside the conductor.
 
The electrons would spread out symmetrically and maximally.
 
Yes iw ould say they would spred symmetrically
 
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