How does a Faraday Cage block electric fields?

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SUMMARY

A Faraday Cage effectively blocks electric fields due to the phenomenon of electrostatic induction, where charges within the conductor redistribute to cancel the internal electric field. This occurs because the induced charges on the inner surface of the cage are equal in magnitude and opposite in sign to any internal charge, resulting in a net electric field of zero within the conductor. The discussion highlights the importance of understanding Gauss' Law in proving this behavior, particularly in the context of spherical shells. Engineers utilize Faraday cages to prevent high-frequency electric fields from escaping electronic devices.

PREREQUISITES
  • Understanding of electrostatics and electric fields
  • Familiarity with Gauss' Law
  • Knowledge of electrostatic induction
  • Basic principles of conductors and insulators
NEXT STEPS
  • Study Gauss' Law and its applications in electrostatics
  • Explore the principles of electrostatic induction in detail
  • Research the design and implementation of Faraday cages in electronic devices
  • Investigate the effects of high-frequency electric fields on conductors
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Electrical engineers, physicists, and anyone involved in designing electronic devices that require shielding from electric fields will benefit from this discussion.

solzonmars
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Why does a Faraday Cage work? (or more generally, why does the inside of a conducting shell have no electric field if there are charges placed outside it?)

I understand that this is the result of polarisation, but why does the polarisation happen to exactly cancel out the field? Could there be a way to prove this with Gauss' Law?
 
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Ah, so it doesn't actually cancel out fully. I was intending to use a Faraday cage as an example of a charged conductor (in the Falstad stimulation I had actually used a spherical shell). Any idea why a spherical shell would cancel out the field though?
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solzonmars said:
why does the polarisation happen to exactly cancel out the field?
If it isn't balancing then charge will flow until it is. A Faraday cage is metallic (a good conductor) to allow charges to move as necessary.
 
Simplistically... Units of an electric field are volts/meter. Can you can't have a voltage gradient across an ideal conductor?
 
Nor with a 'real' conductor when the current has stopped. (Static case)
 
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@sophiecentaur I understand what you mean for a solid conducting object, but for a shell does the electric field in the centre cavity actually affect the electrons in the conductor?
 
solzonmars said:
@sophiecentaur I understand what you mean for a solid conducting object, but for a shell does the electric field in the centre cavity actually affect the electrons in the conductor?
It does. If there is charge inside the shell, an E field exists within the shell. Opposite charge (which is electrons moving either towards the inside surface or away from it depending on the sign of the inside charge) will move to the inside surface of the shell due to electrostatic induction. The opposite charge will be equal in magnitude (total coulombs) to the internal charge so that the net E field within the metal is everywhere zero. And charge equal in magnitude and sign to the internal charge will accumulate on the outside of the shell.
 
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Some engineers spend a lot of time trying to prevent high frequency electric fields escaping from products like computers and smart TV. Using a Faraday cage is one tool in their armoury.
 

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