Atomic mass constant energy equivalent
| Value | 931.494103714 MeV (1.49241808768 × 10⁻¹⁰ J) |
| Status | Measured: ± 2.9 × 10⁻⁷ MeV (3.1 × 10⁻¹⁰ relative), standard uncertainty |
| Source | CODATA 2022 |
| Categories | Universal & AtomicNuclear |
| Unit | Value |
|---|---|
| megaelectron volt | 931.4941 MeV |
| gigaelectron volt | 0.9314941 GeV |
| nanojoule | 0.14924181 nJ |
33 more energy units
| electron volt | 931,494,100 eV |
| hartree | 34,231,777 Eh |
| kiloelectron volt | 931,494.1 keV |
| erg | 0.0014924181 erg |
| teraelectron volt | 0.0009314941 TeV |
| microjoule | 0.00014924181 µJ |
| millijoule | 1.4924181e-07 mJ |
| inch-pound | 1.3209013e-09 in·lb |
| joule | 1.4924181e-10 J |
| foot-pound | 1.1007511e-10 ft⋅lb |
| calorie | 3.5669648e-11 cal |
| calorie (International Table) | 3.5645794e-11 cal IT |
| kilojoule | 1.4924181e-13 kJ |
| BTU (thermochemical) | 1.4154860e-13 BTU th |
| British thermal unit | 1.4145394e-13 BTU |
| watt-hour | 4.1456058e-14 Wh |
| kilocalorie | 3.5669648e-14 kcal |
| megajoule | 1.4924181e-16 MJ |
| horsepower-hour | 5.5593490e-17 hp·h |
| kilowatt-hour | 4.1456058e-17 kWh |
| therm | 1.4145394e-18 therm |
| gigajoule | 1.4924181e-19 GJ |
| million BTU | 1.4145394e-19 MMBTU |
| megawatt-hour | 4.1456058e-20 MWh |
| ton of TNT | 3.5669648e-20 t TNT |
| tonne of oil equivalent | 3.5645794e-21 toe |
| terajoule | 1.4924181e-22 TJ |
| gigawatt-hour | 4.1456058e-23 GWh |
| kiloton of TNT | 3.5669648e-23 kt TNT |
| petajoule | 1.4924181e-25 PJ |
| terawatt-hour | 4.1456058e-26 TWh |
| megaton of TNT | 3.5669648e-26 Mt TNT |
| quad | 1.4145394e-28 quad |
Learning zone
931.494 MeV per atomic mass unit is the number that turns a nuclear mass table into an energy budget. Weigh the reactants and products of a nuclear reaction in daltons, take the difference, multiply by 931.494, and you have the Q-value in MeV. The mass defect of ⁴He is 0.030 377 u, so its binding energy is 28.30 MeV, 7.07 MeV per nucleon, and that is the energy the Sun harvests four hydrogen nuclei at a time.
The same factor explains why fission and fusion are worth doing at all: the binding curve peaks near ⁵⁶Fe at about 8.8 MeV per nucleon, so climbing towards iron from either end releases energy. A single U-235 fission converts roughly 0.19 u, about 180 MeV, while a chemical bond breaks for a few eV, a ratio of some 50 million. Use the conversion table on this page to read the same energy in MeV, keV or joules.
Cite this page
formula.expert. (2026, October 16). Atomic mass constant energy equivalent. https://formula.expert/constants/atomic-mass-constant-energy-equivalent