Electrostatic Fields inside Charged Conductors

In summary, the conversation discusses the concept of why the electric field inside a charged conductor must be zero, with the understanding that the surface of the conductor becomes an equipotential when charges are placed on it. The participants also mention that in equilibrium, all the free charges are on the surface and any fields within the conductor would not affect them. They also discuss the concept of a charged conductor being similar to a capacitor's plate, and how an external electron passing through the capacitor's voltage field can gain energy. Additionally, they bring up the idea that if there was charge on the inside of the conductor, there would be a constant acceleration of electrons and an increase in current, leading to infinite heating of the conductor.
  • #1
dx
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Hi,

I'm having a little trouble understanding why the field inside a charged conductor must be zero. I understand that when the charge is put on the conductor, they spread out to the surface such that the surface becomes an equipotential. But why does that mean the field inside must be zero?
 
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  • #2
What would happen (to the free charges) if there was a net electric field inside the conductor?

(I'm assuming that the charged conductor is in equilibrium here).
 
  • #3
all the free charges are on the surface right? so any fields within the conductor wouldn't affect the charges?
 
  • #4
dx said:
all the free charges are on the surface right?
Correct, but what about the conduction charges?
 
  • #5
They would move. But we assumed equilibrium, therefore there can be no fields inside in equilibrium?
 
  • #6
dx said:
They would move. But we assumed equilibrium, therefore there can be no fields inside in equilibrium?
Sounds good to me :approve:
 
  • #7
I think of a charged conductor as a capacitor's plate. If capacitance is zero, electrons in the plate have zero energy. (U=CV^2)

If a capacitor has capacitance and a charge of one volt: an external electron that passes through the capacitor's voltage field gains an electron volt and the capacitor's energy decreases by one volt. Did the external electron decrease energy per point charge in the capacitor w/o decreasing the number of point charges in the capacitor? How?
 
  • #8
Could you also argue that if there was charge on the inside you'd have electrons constantly accelerating creating a bigger and bigger current, thus infinitely heating the conductor, which cannot be the case?
 

1. What is an electrostatic field?

An electrostatic field is a type of force field that is created when there are electric charges present. It is a fundamental concept in physics that describes the influence of electric charges on other objects within their vicinity.

2. How are electrostatic fields created inside charged conductors?

Electrostatic fields inside charged conductors are created by the movement of electric charges within the conductor. When a conductor is charged, the charges will distribute themselves evenly on the surface of the conductor, creating an electrostatic field inside.

3. What is the relationship between the strength of an electrostatic field and the charge of the conductor?

The strength of an electrostatic field inside a charged conductor is directly proportional to the charge of the conductor. This means that the stronger the charge on the conductor, the stronger the electrostatic field will be.

4. Do electrostatic fields inside charged conductors affect the distribution of charges on the surface?

Yes, electrostatic fields inside charged conductors can affect the distribution of charges on the surface. The field will cause the charges to redistribute themselves until the field inside the conductor is zero. This results in a more uniform distribution of charges on the surface.

5. Can electrostatic fields inside charged conductors be shielded?

Yes, electrostatic fields inside charged conductors can be shielded by surrounding the conductor with a material that is a good electrical insulator. This will prevent the field from extending beyond the conductor and affecting its surroundings.

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