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The charge distribution on an axially symmetric conductor rotating in a uniform static magnetic field

Ping Zhang

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Abstract

It is strictly proved that the equipotential surfaces of a neutral axially symmetric conductor rotating in a uniform static magnetic field are coaxial cylindrical surfaces.It is exactly showed that the magnetic field at the axis is equal to B 0 by using the conservation law of charge,general formula of charge surface density is given.

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What this paper is about

It is strictly proved that the equipotential surfaces of a neutral axially symmetric conductor rotating in a uniform static magnetic field are coaxial cylindrical surfaces.It is exactly showed that the magnetic field at the axis is equal to B 0 by using the conservation law of charge,general formula of charge surface density is given.

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Available abstract

It is strictly proved that the equipotential surfaces of a neutral axially symmetric conductor rotating in a uniform static magnetic field are coaxial cylindrical surfaces.It is exactly showed that the magnetic field at the axis is equal to B 0 by using the conservation law of charge,general formula of charge surface density is given.

Key concepts: Axial symmetry, Equipotential surface, Physics, Coaxial, Conductor, Equipotential, Magnetic field, Charge density

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