Potential of a Sperical charged shell

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SUMMARY

The discussion centers on determining the electric potential inside a uniformly charged shell. It is established that the potential within the shell remains constant, which is crucial for understanding electrostatics in conductors. The reasoning is based on the principle that if the potential were not constant, it would induce a current flow, contradicting the condition of electrostatic equilibrium. This conclusion is essential for analyzing the behavior of charges in conductive materials.

PREREQUISITES
  • Understanding of electrostatics and electric potential
  • Familiarity with the properties of conductors and charge distribution
  • Knowledge of Gauss's Law and its applications
  • Basic principles of electric fields and current flow
NEXT STEPS
  • Study Gauss's Law and its implications for electric fields in spherical symmetry
  • Explore the concept of electrostatic shielding in conductors
  • Investigate the relationship between electric potential and electric field
  • Learn about transient currents and their behavior in conductive materials
USEFUL FOR

Physics students, electrical engineers, and anyone interested in the principles of electrostatics and charge distribution in conductors.

Neumann12
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okay this isn't really a homework problem, we just got done doing a uniformly charged sphere, but in a good conductor electrons are going to repel each other and move to the surface, and that got me thinking.

How do you find the potential inside a uniformly charged SHELL. Someone said the potential was constant but how do you show this?
 
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The point is that inside of a conductor (good or not), if the potential isn't constant then that means a current will flow. Questions like this refer to the situation after all transient currents have stopped flowing.
 

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