Electrical Energy Calculator

Electrical Energy Calculator – Joules, kWh & Electricity Cost
E = P × t — Enter Any Two, Solve for the Third
Leave one field empty to calculate it from the other two
P Power
t Time
E Energy
£ Electricity Rate (optional — for cost estimate)
£/kWh
Electrical Energy Analysis
Energy (E)
E = P × t
Power (P)
Time (t)
Energy (Wh/kWh)
Energy (kWh)

Electrical Energy: E = P × t

Energy is power sustained over time. A 2 kW kettle running for 5 minutes uses the same energy as a 10 W LED bulb running for 100 minutes. The kilowatt-hour (kWh) is the billing unit — 1 kWh = 1000 watts for 1 hour.

E P t × E = P × t P = E / t t = E / P ÷ 3,600,000 = kWh × rate = £cost
E — Energy in joules (J). 1 kWh = 3,600,000 J = 3.6 MJ.
P — Power in watts (W). The rate of energy use. 1 kW = 1000 W.
t — Time in seconds (s). For kWh: use hours directly.
£ Cost — kWh × electricity rate. UK average ~£0.28/kWh (2025).

Electrical Energy Calculator

Power is the rate of energy use. Energy is power sustained over time. E = P × t. Enter any two — the calculator solves for the third, converts to kilowatt-hours (the billing unit on your electricity meter), and optionally calculates cost. A 2 kW kettle uses in 5 minutes what a 10 W LED uses in over 16 hours.

The Three Formulas

E = P × t — find energy from power and time
P = E / t — find power from energy and time
t = E / P — find time from energy and power

Leave one field empty. The calculator fills it. Add an electricity rate (£/kWh) to see the cost.

Unit Conversions

1 kWh = 1,000 Wh = 3,600,000 J = 3.6 MJ
1 Wh = 3,600 J
1 W = 1 J/s

kWh is the unit on electricity bills. To get kWh directly: power in kW × time in hours = kWh.

Kettle (2 kW, 5 Minutes)

E = 2,000 × 300 = 600,000 J = 0.167 kWh
Or directly: 2 kW × (5/60) h = 0.167 kWh

Cost at £0.28/kWh: 0.167 × 0.28 = £0.047 ≈ 5p per boil

5p to boil a kettle. Do it 5 times a day and it is 25p/day, about £91/year. Small per-use costs add up. To find the current the kettle draws from the mains, use the Ohm’s Law Calculator — at 230 V, a 2 kW kettle draws about 8.7 A.

LED Bulb (10 W, 8 Hours)

E = 10 × 8 = 80 Wh = 0.08 kWh
Cost: 0.08 × 0.28 = £0.022 ≈ 2p per evening

2p for an evening’s lighting. An old 60 W incandescent doing the same job: 0.48 kWh = 13p. Replacing one bulb saves ~£40/year at 8 hours/day. For the resistor needed to drive an LED from a DC supply, see the LED Resistor Calculator.

Electric Oven (2.5 kW, 1 Hour)

E = 2.5 × 1 = 2.5 kWh
Cost: 2.5 × 0.28 = £0.70

70p per cooking session. The oven cycles on and off to maintain temperature, so actual consumption is typically 60–80% of the rated power — roughly 1.5–2 kWh for an hour of use. The calculator gives the maximum; real usage is usually lower.

Space Heater (2 kW, 10 Hours/Day, 30 Days)

E = 2 × 10 × 30 = 600 kWh per month
Cost: 600 × 0.28 = £168/month

Electric heating is expensive. 600 kWh/month from a single heater can double or triple a household electricity bill. This is the calculation that motivates heat pump adoption — a heat pump delivers the same heat for roughly one-third the electricity. To understand how the heater’s power relates to voltage and current, the Power Calculator shows P = V × I.

Reverse Solve — Find Time

“How Long Does 1 kWh Last at 3 kW?”

t = 1 kWh / 3 kW = 0.333 hours = 20 minutes

A 3 kW device burns through 1 kWh (one billing unit) in just 20 minutes. Useful for understanding how quickly high-power appliances run up the meter.

“How Long Can a 100 Wh Battery Run a 15 W Device?”

t = 100 Wh / 15 W = 6.67 hours

This is the battery runtime question. A laptop with a 100 Wh battery drawing 15 W average runs for about 6.5 hours. At 30 W (heavy use): 3.3 hours. For dedicated battery runtime calculations, see the Battery Runtime Calculator.

“How Long to Use £5 of Electricity at 2 kW?”

Energy budget = £5 / £0.28 per kWh = 17.86 kWh
t = 17.86 / 2 = 8.93 hours

About 9 hours of 2 kW heating for £5. Work backwards from your budget to find how long you can run a device.

Reverse Solve — Find Power

“My Bill Shows 350 kWh Over 30 Days — What is My Average Power?”

P = 350 kWh / (30 × 24 h) = 350 / 720 = 0.486 kW = 486 W

486 W average, around the clock. This includes everything — fridge, lighting, standby loads, cooking, heating. If it seems high, something is running constantly that should not be. The calculator helps you work backwards from the bill to find the culprit.

Common Appliance Energy Use

Per use:
Kettle boil: ~0.17 kWh (5p)
Washing machine cycle: ~1.5 kWh (42p)
Dishwasher cycle: ~1.2 kWh (34p)
Tumble dryer cycle: ~2.5 kWh (70p)

Per hour:
LED bulb: 0.01 kWh (0.3p)
TV (50"): 0.08 kWh (2p)
Desktop PC: 0.15 kWh (4p)
Electric oven: ~1.5 kWh (42p, cycling)
Space heater: 2 kWh (56p)

Power vs Energy — The Key Distinction

Power (watts) is the rate — how fast energy is being used right now. A 3 kW kettle uses energy fast. A 10 W LED uses it slowly. Both are measured by the same meter.

Energy (kWh) is the total — power × time. The kettle uses 0.17 kWh per boil. The LED uses 0.08 kWh per evening. Over a year the LED’s total energy may exceed the kettle’s, because it runs far more hours despite its lower power.

Your electricity bill charges for energy (kWh), not power (kW). A 10 kW device running for 6 minutes costs the same as a 10 W device running for 100 hours — both consume 1 kWh.

Frequently Asked Questions

What is the difference between watts and kilowatt-hours?
Watts (W) measure power — the rate of energy use at any instant. Kilowatt-hours (kWh) measure energy — power × time. A 1 kW device running for 1 hour uses 1 kWh. A 2 kW device running for 30 minutes also uses 1 kWh. You pay for kWh, not kW.
How do I calculate my electricity cost?
Power (kW) × time (hours) × rate (£/kWh) = cost. A 2 kW heater for 5 hours at £0.28/kWh: 2 × 5 × 0.28 = £2.80. Enter the numbers in the calculator and it does the multiplication for you.
Why is my electricity bill so high?
Usually one or two high-power devices running for long periods. Heating (space heaters, immersion heaters, tumble dryers) and cooling (air conditioning) are the biggest consumers. Use the calculator to check: power rating × daily hours × 30 days × rate = monthly cost per appliance.
How do I estimate battery runtime?
Battery capacity (Wh) ÷ device power (W) = runtime (hours). A 50 Wh power bank running a 10 W device: 50/10 = 5 hours. Real runtime is ~80–90% of this due to conversion losses in the voltage regulator.
Is 1 kWh a lot?
It is one billing unit — typically 24–34p in the UK. Concretely: 1 kWh runs a 100 W bulb for 10 hours, a laptop for 10–15 hours, a kettle for about 6 boils, or a space heater for 30 minutes. It is enough energy to lift a 1-tonne car 367 metres straight up.
How do I convert joules to kWh?
Divide by 3,600,000. Or divide by 3,600 to get Wh, then by 1,000 to get kWh. The calculator handles this automatically — enter energy in any unit and it shows the kWh equivalent.

Last updated: March 2026