Charged plates, one after the other.

Four identical metallic plates (initially uncharged), each having area of cross section A , A, are each separated by a distance of d , d, as shown in the figure above. Plate 2 is given a charge of Q . \mathbf Q. Plates 1 and 4 are both earthed via a very thin conducting wire. Find the potential difference between plates 2 and 3.


Details and Assumptions:

  • ϵ 0 \epsilon_0 denotes the permittivity of free space .
  • The plates are very large, and the phenomena of fringing of electric field lines are neglected.
  • Because of the large size, the electric field due to any particular plate is considered as that of an infinitely large, thin conducting plate.

Try a harder version.

2 Q d 3 A ϵ 0 \dfrac{2\mathbf{Q} d}{3 A \epsilon_0} Q d 3 A ϵ 0 \dfrac{\mathbf{Q} d}{3 A \epsilon_0} Q d A ϵ 0 \dfrac{\mathbf{Q} d}{A \epsilon_0} Q d 2 A ϵ 0 \dfrac{\mathbf{Q} d}{2 A \epsilon_0}

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