← Iris

External field: 1.0
Cage conductors: 24
Interior |E|: ≈ 0
Shape: Circle
External field 1.0
Cage conductors 24
Cage size 1.0

Michael Faraday demonstrated in 1836 that a conducting enclosure blocks external static electric fields. The mechanism is simple: free electrons on the conductor move in response to the external field until they create an equal and opposite field that perfectly cancels it inside.

This simulation models the cage as a set of conducting point charges that are free to redistribute along the cage boundary. An iterative relaxation method finds the equilibrium charge distribution where the total internal field approaches zero. The induced charges accumulate on the side facing the field (positive) and the opposite side (negative), creating a dipole layer that shields the interior.

The shielding is imperfect for sparse cages — with few conductors, field leaks through the gaps. As you add more conductors, the gaps shrink and the shielding improves. A continuous conducting shell would produce perfect shielding.

Faraday cages are everywhere: microwave oven doors, MRI rooms, coaxial cables, and the metal fuselage that protects airplane electronics from lightning.