At One Place

Energy and power calculator

Kinetic and potential energy, work, power, and what they cost in electricity.

How it works

Calculates kinetic energy, gravitational potential energy, work and power, and converts the result into kilowatt-hours and a running cost.

Kinetic energy scales with the square of speed, and that single fact explains most of road safety. Doubling speed quadruples the energy that has to be dissipated in a crash, and roughly quadruples the braking distance. A car at 60 km/h carries four times the energy it does at 30, not twice.

Potential energy is mgh, which makes the numbers involved in lifting things surprisingly small compared with heating them. Lifting a 70 kg person ten metres takes about 6,900 joules — less than two watt-hours, and about a thousandth of what boiling a kettle uses.

Power is energy per unit time. A joule per second is a watt, and a kilowatt-hour is 3.6 million joules.

This tool runs entirely in your browser. Nothing you enter is sent to a server, logged or stored, and the page keeps working with the network disconnected.

Common questions

Why does speed matter so much in a crash?
Kinetic energy is proportional to velocity squared. Doubling speed quadruples the energy that has to go somewhere.
How many joules in a kilowatt-hour?
3,600,000. A kilowatt for an hour is 1,000 joules per second for 3,600 seconds.

Related pages

Sources

  1. Calculated on this page — At One Place

How these figures are compiled and checked