Why is there never any electric field in a hollow conductor?

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SUMMARY

The discussion clarifies that a hollow conductor exhibits no electric field within its interior due to induced surface charges that redistribute to cancel any internal electric fields. This phenomenon is governed by Gauss's Law, which states that the electric flux through a closed surface is zero when no charge is enclosed. The electric field lines do not exist inside the conductor; they terminate at the surface, indicating that any external electric field is effectively screened out. The conversation emphasizes the importance of understanding electrostatic conditions and the behavior of electric fields in conductors.

PREREQUISITES
  • Understanding of Gauss's Law
  • Knowledge of electrostatics and electric fields
  • Familiarity with the behavior of conductors in electrostatic equilibrium
  • Concept of induced surface charge distribution
NEXT STEPS
  • Study the implications of Gauss's Law in various geometries
  • Explore the concept of electric field discontinuity and its relation to surface charge
  • Learn about electrostatic shielding and its applications
  • Investigate the behavior of electric fields in non-conductive materials
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Students of physics, electrical engineers, and anyone interested in understanding the principles of electrostatics and the behavior of electric fields in conductors.

animboy
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I can understand that if there is no charge inside an object then the electric FLUX is zero. Meaning the net integral of field vectors with respect to the area will be zero. But that doesn't mean there are no field lines inside the object at all! does it? I thought it just meant that the number of field lines going in equals the number of field lines coming out. But my lecturer drew it as if the field lines were instantly cut off when in in contact with the surface. Please explain this.
 
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animboy said:
I can understand that if there is no charge inside an object then the electric FLUX is zero. Meaning the net integral of field vectors with respect to the area will be zero. But that doesn't mean there are no field lines inside the object at all! does it? I thought it just meant that the number of field lines going in equals the number of field lines coming out. But my lecturer drew it as if the field lines were instantly cut off when in in contact with the surface. Please explain this.

There are charges induced on the surface of the conductor, which is such that it screens out the electric field on the other side. So the electric field is cut off.

Rule of thumb: whenever you see discontinuity of electric field, there's some charge there.
 
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Note in the above post mention of a CONDUCTOR...so charge redistributes on the surface.

Your statement implies electrostatic conditions...no surface currents flowing on the conductor. ...so maybe the charge density on the conductor varies from point to point, but the field E is at right angles to the surface in the static condition. Otherwise there would be an induced voltage...and charge on the conductor would be redistributed...there would be surface currents.
 

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