Chemical Energy Density Comparison
Prerequisites
Jet fuel stores about 43 MJ/kg. Hydrogen stores about 142 MJ/kg. A lithium-ion battery stores about 0.9 MJ/kg. All three are "energy storage," but the two-order-of-magnitude gap between hydrogen and a battery explains why nobody is flying transatlantic flights on batteries.
Chemical fuels store energy in molecular bonds. The energy released per kilogram depends on two factors: how much energy each bond reaction releases, and how heavy the fuel molecule is relative to the energy it contains. Hydrogen wins on a per-kilogram basis because each H₂ molecule is tiny (2 g/mol) and forms a very strong O-H bond when it burns. Diesel is heavier per molecule but packs carbon-hydrogen bonds densely, yielding 45 MJ/kg. Coal, with its complex structure and impurities, delivers only about 24 MJ/kg.
The practical ranking for common fuels:
| Fuel | Energy density (MJ/kg) |
|---|---|
| Hydrogen | 142 |
| Natural gas | 54 |
| Gasoline | 46 |
| Diesel | 45 |
| Coal (bituminous) | 24 |
| Wood | 15 |
| Li-ion battery | ~0.9 |
Worked Example
A long-haul truck needs 3,600 MJ for a 500-mile trip. Compare diesel fuel versus a battery pack.
- Diesel mass. 3,600 / 45 = 80 kg (about 24 gallons).
- Battery mass. 3,600 / 0.9 = 4,000 kg (about 4.4 tons).
The battery weighs 50 times more. What does this mean for payload capacity?
A typical long-haul truck has a maximum payload of about 20,000 kg. A 4,000 kg battery pack consumes 20% of the payload. The 80 kg of diesel consumes 0.4%. This weight penalty is why battery-electric long-haul trucking is viable only for short routes; it is a physics constraint, not just a cost issue.
Engineers can cut costs and improve motors, but they cannot renegotiate what a kilogram of fuel holds. Every electrification debate, from delivery vans to transatlantic flight, starts from this table.
A backup power supplier needs 2,000 MJ of stored energy and is choosing between coal (24 MJ/kg) and natural gas (54 MJ/kg). Using gravimetric energy density, how does the coal mass needed compare to the natural gas mass needed for the same energy?
Coal needs 2,000/24 ≈ 83 kg while natural gas needs 2,000/54 ≈ 37 kg, so coal requires about 2.25 times the mass for the same stored energy.
The answer is CLesson complete
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