Menu

The Capacitor

Part of the Electricity and Magnetism section of Coddy's Physics journey. Lesson 17 of 51.

A capacitor stores equal and opposite charges on two conductors. Its capacitance is the charge per volt:

Q=CVQ = CV

in farads (1 F1\ \mathrm{F} = 1 C/V1\ \mathrm{C/V}).

For parallel plates:

C=ε0 AdC = \varepsilon_0\,\frac{A}{d}

Bigger plates, closer together, store more. C does not depend on Q.

A parallel-plate capacitor

The energy stored in a charged capacitor:

U=12CV2U = \tfrac{1}{2}CV^2

challenge icon

Challenge

A capacitor is made of two plates of area 0.02 m20.02\ \mathrm{m^2}, 1 mm1\ \mathrm{mm} apart, and connected to 100 V100\ \mathrm{V}. How much charge QQ does it hold, in nanocoulombs? Work out its capacitance CC first, in picofarads.

Try it yourself

Physics diagram: plates

Solve for QQ

quiz iconTest yourself

This lesson includes a short quiz. Start the lesson to answer it and track your progress.

All lessons in Electricity and Magnetism