This article gives constants of proportionality for cases where energy is proportional to mass.
| nature | energy density (MJ/kg) | equivalent to... |
|---|---|---|
| mass-energy equivalence E=mc² | 89,876,000,000 | |
| Maximum gravitational potential energy released via accretion (Accretion from infinity to the last stable orbit of a non-rotating black hole = /6). | 14,979,000,000 | |
| binding energy of helium | 675,000,000 | |
| nuclear fusion (D-T) | 300,000,000 | |
| nuclear fission (of U-235) | 90,000,000 | |
| hydrogen | 120 | |
| gasoline | 44 * | |
| oil (according to the definition of ton of oil equivalent) | 41.87 | |
| fat | 38 | |
| specific orbital energy of Low Earth orbit | (roughly) 33 | |
| coal | 23 to 29 | |
| sugar | 17 | |
| wood | 15 | |
| TNT | 4.184 | |
| Lithium ion battery | 0.540 to 0.720 | |
| flywheels | 0.468 | |
| melting ice | 0.335 | |
| water at 100 m dam height | 0.001 |
For rocket fuel a more relevant quantity is the energy per unit mass including oxidizer. For example, to burn 1 kg of hydrogen, 8 kg of oxygen is needed, so that the high fuel value reduces to 13.3 MJ per kg propellant.
Also relevant is the density: for liquid hydrogen this is only 70.8 kg/m³ (at 20 K), so the energy per unit volume is 8 MJ/L, which is much less than e.g. that of gasoline. Thus a large and therefore heavy tank is needed. See also density and hydrogen storage.
For projectiles, compare the value for TNT with the energy of a kinetic kill vehicle with a closing speed of e.g. 10 km/s, which is 50 MJ/kg.
The available energy from commercial explosives depends on their composition. The energy yield for ANFO is about 927 kcal/kg (3.88 MJ/kg) depending on the heating value of fuel oil. Aluminised ones will yield as high as 1470 kcal/kg (6.15 MJ/kg) (Brady et al, 1985).
This article is licensed under the GNU Free Documentation License.
It uses material from the
"Energies per unit mass".
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