Watt Hour to Megajoule

Wh

1 Wh

MJ

0.0036 MJ

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Quick Reference Table (Watt Hour to Megajoule)

Watt Hour (Wh)Megajoule (MJ)
10.0036
50.018
100.036
200.072
500.18
1000.36
5001.8

About Watt Hour (Wh)

A watt-hour (Wh) is the energy consumed or produced by a one-watt device operating for one hour, equal to 3,600 joules. It is widely used for small battery and energy storage capacities — smartphone batteries, power banks, and small electronic devices. A smartphone battery holds roughly 10–15 Wh; a laptop 50–100 Wh. The watt-hour is the stepping-stone unit between the joule (too small for practical appliance use) and the kilowatt-hour (the billing unit for mains electricity).

A phone charger running for an hour uses about 5–10 Wh. A 100 Wh portable power bank can charge a typical smartphone about seven times.

About Megajoule (MJ)

A megajoule (MJ) equals one million joules and is used in energy economics, vehicle fuel consumption comparisons, and industrial processes. Natural gas supply contracts and household gas meters often express energy in megajoules. The kinetic energy of a passenger car traveling at motorway speed is on the order of one megajoule. Electric vehicle battery capacities are sometimes expressed in megajoules to allow direct comparison with fossil fuel equivalents.

A 1-liter bottle of petrol contains about 34.2 MJ of chemical energy. A car traveling at 100 km/h has roughly 0.5 MJ of kinetic energy.


Watt Hour – Frequently Asked Questions

Watt-hours account for both current and voltage, giving the true energy stored. A 10,000 mAh power bank at 3.7 V holds 37 Wh, but at 5 V output it delivers only about 7,400 mAh due to voltage conversion losses. Airlines use the Wh rating (max 100 Wh carry-on) because it reflects actual energy — and therefore actual fire risk — regardless of battery voltage.

Most smartphones have batteries rated at 10–18 Wh. An iPhone 15 Pro holds about 12.7 Wh; a Samsung Galaxy S24 Ultra about 18.4 Wh. For context, fully charging an 18 Wh phone from a wall outlet costs less than 0.01 kWh — roughly one-tenth of a cent on a typical electricity bill.

Most airlines allow lithium-ion batteries up to 100 Wh in carry-on luggage without approval. Batteries between 100 and 160 Wh (e.g., large camera or drone batteries) require airline permission, and batteries above 160 Wh are banned from passenger flights. A standard laptop battery is 50–100 Wh; a large power tool battery can exceed 160 Wh.

Watt-hours map directly to how consumers think about devices: a 50 Wh battery powering a 10 W laptop lasts about 5 hours — simple division. Expressing the same battery as 180,000 joules gives no intuitive sense of runtime. Airlines also adopted Wh for lithium battery safety limits (100 Wh carry-on threshold) because it communicates energy density risk in a unit engineers and passengers can both grasp.

A typical laptop battery holds 50–100 Wh, so a full charge from empty uses 50–100 Wh of energy (plus about 10–15% lost as heat in the charger). At average US electricity rates, that is roughly 1–2 cents per charge. Over a year of daily charging, a laptop costs about $4–$7 in electricity — far less than most people assume.

Megajoule – Frequently Asked Questions

About 34.2 MJ per liter (roughly 131 MJ per US gallon). Diesel is slightly higher at ~38.6 MJ/L. This energy density is why fossil fuels remain hard to replace — a Tesla Model 3 battery weighing 480 kg stores about 216 MJ, while 6 liters of petrol (roughly 4.5 kg) store the same energy content.

Natural gas is sold by energy content rather than volume because the heating value per cubic meter varies with gas composition. In Australia, billing is in MJ; in the UK and US, it is in therms or kWh. One cubic meter of pipeline-quality natural gas holds about 38–39 MJ. Using megajoules lets suppliers and customers compare across different gas sources fairly.

A 1,500 kg car at 110 km/h (about 30.6 m/s) carries ½ × 1500 × 30.6² ≈ 0.70 MJ of kinetic energy. Double the speed and the energy quadruples to 2.8 MJ. This is why highway crashes are so much more destructive than city collisions — and why braking distance scales with the square of speed.

One kilowatt-hour equals exactly 3.6 megajoules (1,000 W × 3,600 s = 3,600,000 J). This conversion pops up constantly in energy-sector work: a power plant producing 1,000 MWh per day delivers 3,600,000 MJ. The 3.6 factor is worth memorising for anyone comparing electrical and thermal energy.

A typical US home uses about 30 kWh/day of electricity (108 MJ) plus another 100–200 MJ of natural gas for heating and hot water — so roughly 200–300 MJ total. A well-insulated European passive house might get by on 50–70 MJ/day. Solar panels on a rooftop generate about 15–25 MJ per panel per day depending on location.

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