CHARGE DISTRIBUTION ON A CONDUCTOR SURFACE (UNIQUENESS THEOREM)

Conductor|Electric Field Inside Conductor Is Zero|Net Charge Inside Conductor Is Zero|Conductor As Equipotential Surface|Electric Field On Surface Of Conductor

Electric Field Due To Non Conducting Charged |Conductors|Conductors Behave As Equipotential Surface|Electric Field Due To Spheres

The surface of a conductor -

A spherical metallic conductor has a spherical cavity. A positive charge is placed inside the cavity at its centre. Another positive charge is placed outside it. The conductor is initially electrically neutral. {:(,"Column I (Cause)",,,"Column II (Effect)"),((A),"If outside is shifted to other position",,(p),"Distribution of charge on innner surface"),(,,,,"of cavity charges"),((B),"If inside charge is shifted to other position",,(q),"Distribution of charge on outer surface of"),(,,,,"conductor charges"),((C),"If magnitude of charge inside cavity is",,(r),"Electric potential at the centre of conductor"),(,"increased",,,"changes due to charges present"),(,,,,"on outer surface of conductor"),((D),"If conductor is earthed",,(s),"Force on the charge placed inside"),(,,,,"cavity changes"):}

Across the surface of a charged conductor

A : Gauss theorem is applicable on any closed surface. R : In order to find the value of electric field due to a charge distribution, Gauss' theorem should be applid on a symmetrical closed surface.

Conductor- Charge Distribution by Connecting Spherical Shell|| Corona Discharge

Earthing OF Conductors || Parallel Plate Charge Distribution || Examples on Earthing & Parallel Plates

Capacitance Of Isolated Conductor|Important Points About Capacitance|Capacitance Of Isolated Spherical Conductor|Charge Distribution For Parallel Plates

Theorem 5 (distributive Laws)