Electric potential outside of a parallel-plate capacitor

In summary, the conversation discusses the concept of electric fields and potential outside a parallel plate capacitor. The speaker is seeking a simple explanation for why the electric field is zero outside the capacitor and how it relates to potential. The response explains that the potential is constant on metal plates and provides examples of how potential changes between plates. It also mentions that the concept is only strictly true for infinitely large plates and that the electric field behaves differently near the edges and far away from the plates.
  • #1
manuel325
16
0
My book says it is zero, but I don't know where to start , why is it zero ? I have to take an exam in few hours :cry: so a simple explanation would be appreciated ( I'm not studying pure physics:smile:
Here are the electric fields of the three regions .
figure.JPG
Thanks in advance :smile:
 
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  • #2
Going by the diagram you provided, the electric field due to the capacitor is zero everywhere outside the parallel plate capacitor, right?

Now, if the electric field is zero, then the work done in moving a charge 'q' from infinity to anywhere outside the conductor would also be zero. Think how can this be related to the potential outside the capacitor.
 
  • #3
The electric field is zero outside, which means that the potential is constant. The potential changes from one plate to the other. The potential is constant everywhere on a metal plate. If the left plate is at zero potential, and the potential difference between the plates is - say 10 V, every point of the right plate is at 10 V potential. As the electric field is zero outside, the electric potential is 10 V to the right from the capacitor. But these are strictly true for infinitely large plates only. Near the edge of the plates the electric field is not confined to the space between the plates, and far away the field is similar to that of a dipole, and tends to zero as the distance increases.

ehild
 

FAQ: Electric potential outside of a parallel-plate capacitor

What is electric potential?

Electric potential is the amount of electrical potential energy per unit charge at a certain point in an electric field.

What is a parallel-plate capacitor?

A parallel-plate capacitor is a device that consists of two parallel plates separated by a small distance, used to store electrical energy in an electric field.

How does electric potential differ inside and outside of a parallel-plate capacitor?

Inside a parallel-plate capacitor, the electric potential is constant and equal to the voltage supplied. Outside of the capacitor, the electric potential decreases as the distance from the plates increases.

What is the formula for calculating electric potential outside of a parallel-plate capacitor?

The formula for calculating electric potential outside of a parallel-plate capacitor is V = Q/εA, where V is the potential difference, Q is the charge on the capacitor, ε is the permittivity of the material between the plates, and A is the area of the plates.

What factors affect the electric potential outside of a parallel-plate capacitor?

The electric potential outside of a parallel-plate capacitor is affected by the distance between the plates, the voltage supplied, and the permittivity of the material between the plates.

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