article

This article gives constants of proportionality for cases where energy is proportional to mass.

  • 21.48 Mt TNT per kg
  • 149.3 pJ/u
  • 931.5 MeV/u
  • 28.3 MeV/atom
  • 70 kt TNT per kg
  • 22 kt TNT per kg
  • 210 MeV/atom
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 = c^2/6).
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).

NH4NO3 + 2/3 Al = 2H2O + 1/3Al2O3 + N2 + 1975 kcal/kg
NH4NO3 + 1/3 CH2 = 7/3 H2O + 1/3 CO2 + N2 + 986 kcal/kg

Relation with specific fuel consumption


Specific fuel consumption is the amount of fuel needed to do a given amount of work, e.g. a typical value for gasoline engines is 0.5 lb/(hp·h) = 0.3 kg/(kW·h), i.e. 1 kg per 12 MJ. The efficiency of the engine is the ratio of this 12 MJ/kg and the 44 MJ/kg mentioned above, about 27%. In particular, part of the energy goes into heat.

Conversions


  • 1 eV/u = 160.2177 zJ/u = 96.4853 MJ/kg, using:
    • 1 eV = 160.2177 zJ
    • 1 u = 1.66054 yg (or 1 kg = 602.2142 Yu)
  • Absorbed dose of radiation:
  • with application of a dimensionless "quality factor":

See also


External links


Energy | Fuels

 

This article is licensed under the GNU Free Documentation License. It uses material from the "Energies per unit mass".

Home Pageartsbusinesscomputersgameshealthhospitalshomekids & teensnewsphysiciansrecreationreferenceregionalscienceshoppingsocietysportsworld