Why would constant charge distribution not creat constant electric field?
Answers
We know that the electric field is constant at any point irrespective of the radius due to a plane sheet of charge of infinite extent and can be proved by Gauss theorem however I don't understand why do we need an infinite length because we can apply the same gauss theorem to a finite length of plane sheet of charge and we get the same result. Also incase of capacitors, the electric field is taken constant even when the sheets are finite.
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distribution of charge eventually changes magnitude of the charge over surface which results in change in electric field
on the other hand taking it on bigger scenario see from the universe the charge initial and final remains same hence constant electric field
its just the frame of reference I have given both answers
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