Convert Watt-Hour to Electronvolt (Wh → eV)
The watt-hour is the standard unit for small-battery capacity, household electricity, and renewable-energy storage.
Watt-Hour to Electronvolt Conversion Table
10 common values| Watt-Hour | Electronvolt |
|---|---|
| 1 Wh | 2.247 × 10^22 eV |
| 10 Wh | 2.247 × 10^23 eV |
| 100 Wh | 2.247 × 10^24 eV |
| 500 Wh | 1.123 × 10^25 eV |
| 1,000 Wh | 2.247 × 10^25 eV |
| 5,000 Wh | 1.123 × 10^26 eV |
| 10,000 Wh | 2.247 × 10^26 eV |
| 50,000 Wh | 1.123 × 10^27 eV |
| 100,000 Wh | 2.247 × 10^27 eV |
| 500,000 Wh | 1.123 × 10^28 eV |
How to Convert Watt-Hour to Electronvolt Manually
Step by StepConverting watt-hours to electronvolts is straightforward: multiply by the conversion factor. Follow these three steps to do it by hand or in your head.
- 1Take your value in watt-hoursStart with the number of watt-hours (Wh) you want to convert.
- 2Multiply by 2.247 × 10^22The conversion factor from Wh to eV is 2.247 × 10^22. Multiply your value by this number.
- 3Read the result in electronvoltsThe result is your value in electronvolts (eV).
Formula
Multiply the value in watt-hours by 2.247 × 10^22. For the reverse direction, multiply by 4.45 × 10^-23.
eV = Wh × 2.247 × 10^22Wh = eV × 4.45 × 10^-23Tips
Use these in everyday conversions- 1 Wh = 3600 J = 0.001 kWh.
- Battery mAh × V = Wh. A 3000 mAh phone battery at 3.7 V = 11.1 Wh.
- Airline limits lithium batteries to 100 Wh for carry-on.
Common Mistakes
Avoid these- Confusing mAh with Wh — need voltage to convert.
- Using Wh when kWh is more appropriate for large batteries.
- Forgetting the voltage in battery capacity calculations.
About Watt-Hour and Electronvolt
What is the Watt-Hour?
The watt-hour equals exactly 3,600 joules and is the standard unit for small-battery capacity, household electrical energy, and renewable-energy storage. A smartphone battery stores roughly 12–15 Wh, a laptop battery 50–100 Wh, and an electric car battery 60,000–100,000 Wh (60–100 kWh). The watt-hour represents the energy delivered by a 1-watt device running for 1 hour. It is the natural unit for connecting power (watts) to time, which is why electric utilities bill in kilowatt-hours. The watt-hour relates to the joule (3,600 J = 1 Wh), the kilowatt-hour (1,000 Wh = 1 kWh), and the BTU (1 Wh ≈ 3.412 BTU). Battery capacity, solar panel output (Wh per day), and energy storage system specifications all rely on the watt-hour as the base small-energy unit.
- Laptop and phone battery capacity
- Portable power banks and UPS
- Home solar panel daily output
iPhone battery: 12 Wh. MacBook Pro: 70 Wh. Power bank: 20 Wh–100 Wh. Airplane carry-on limit: usually 100 Wh.
What is the Electronvolt?
The electronvolt equals approximately 1.602176634 × 10⁻¹⁹ joules (a tiny amount of energy) and is the standard unit in atomic physics, particle physics, and semiconductor electronics. Defined as the energy gained by an electron accelerated through a potential difference of 1 volt, the eV is the natural scale for atomic and molecular energies. The energy required to ionize a hydrogen atom is 13.6 eV, the band gap of silicon (relevant for transistors and solar cells) is 1.12 eV, and visible light photons carry 1.6–3.3 eV per photon. Particle physicists routinely use MeV (million eV), GeV (billion eV), and TeV (trillion eV): the Large Hadron Collider accelerates protons to 6.5 TeV. The eV relates to the joule (1 eV ≈ 1.602 × 10⁻¹⁹ J), the kilojoule per mole (96.485 kJ/mol per eV), and atomic mass units via E = mc². It is the universal energy unit in physics literature.
- Particle physics (TeV, GeV, MeV)
- Atomic and molecular physics
- Semiconductor band gaps
Silicon band gap: 1.12 eV. Hydrogen ionization: 13.6 eV. LHC proton: 7 TeV. Photon wavelength 500 nm = 2.5 eV.