Electrostatics and voltage

Electric Potential Calculator

Calculate electric potential, source charge, or distance for a stationary point charge.

Enter two known electrostatic values

Calculate electric potential

Free tool
V

This is the value being calculated.

C

Magnitude of the point charge producing the electric potential.

m

Distance from the centre of the source charge to the observation point.

Enter positive SI values. Scientific notation such as 2e-6 is supported.

Try an example:

Result

Your electric-potential result will appear here

Select the unknown quantity, enter the two known positive values, and press calculate.

Electrostatic potential

What is electric potential?

Electric potential describes the electric potential energy available per unit charge at a particular location in an electric field.

For a single stationary point charge, electric potential depends on the source-charge magnitude and the distance from that charge.

Main equation

Electric potential formula

Electric potentialV = kQ ÷ r

  • V is electric potential in volts.
  • Q is source-charge magnitude in coulombs.
  • r is distance from the point charge in metres.
  • kis Coulomb's constant.

Rearranged equations

Solve for charge or distance

Source charge

Q = Vr ÷ k

Multiply potential by distance, then divide by Coulomb's constant.

Distance

r = kQ ÷ V

Multiply Coulomb's constant by charge, then divide by potential.

Worked example

Calculate electric potential

  1. Source charge is 2 × 10⁻⁶ C.
  2. Distance is 0.05 m.
  3. Apply V = kQ ÷ r.
  4. Substitute the known values into the equation.
  5. Electric potential is approximately 359,502 V.

Related concept

Potential versus potential energy

Electric potential is measured in volts and represents energy per unit charge.

Electric potential energy is measured in joules and depends on the charge placed at that potential. The two concepts are related by U = qV.

Potential sign

Positive and negative source charges

A positive source charge produces positive electric potential, while a negative source charge produces negative electric potential.

This calculator uses positive charge and potential magnitudes. Apply the appropriate sign separately based on the source charge.

Unit guidance

Electric potential units

  • Electric potential: volts (V).
  • Source charge: coulombs (C).
  • Distance: metres (m).
  • 1 microcoulomb = 1 × 10⁻⁶ C.
  • 1 nanocoulomb = 1 × 10⁻⁹ C.

Model limitations

Assumptions and limitations

The point-charge equation assumes a stationary source charge in vacuum or approximately in air. Distance is measured from the centre of the charge.

Multiple charges, extended charge distributions, conductive surfaces, dielectric materials, and complex geometries require superposition or more advanced electrostatic models.

Related tools

Use the Electric Field Calculator to calculate field strength, force, charge, or distance.

Use the Coulomb's Law Calculator to calculate electrostatic force between two point charges.

Questions and answers

Electric potential calculator FAQ

What formula does the electric potential calculator use?

The calculator uses V = kQ/r, where V is electric potential, Q is source-charge magnitude, r is distance, and k is Coulomb's constant.

What is the unit of electric potential?

Electric potential is measured in volts. One volt equals one joule per coulomb.

How do I calculate the source charge?

Multiply electric potential by distance and divide by Coulomb's constant using Q = Vr/k.

How do I calculate distance from a point charge?

Multiply Coulomb's constant by the source charge and divide by electric potential using r = kQ/V.

Is electric potential the same as electric potential energy?

No. Electric potential is energy per unit charge, while electric potential energy depends on both the potential and the charge placed in the field.

Accuracy and transparency

Created and maintained by our editorial team

This physics calculator is maintained by the Science Lab Tools Editorial Team. Its calculation logic is tested with representative inputs, while the supporting guidance is checked for formula clarity, units, assumptions, and common mistakes.

Learn more about our formula-review and correction process, or read about Science Lab Tools.

  • Calculation logic tested
  • Variables and units explained
  • Assumptions stated clearly
  • Corrections handled transparently