IB Chemistry R1.3 R1.3.2
R1.3.2

Energy Density & Specific Energy

When comparing fuels, we need standard measures. The IB uses two quantities:

Specific Energy

Energy released per unit mass.

\( \text{Specific energy} = \frac{\text{energy (kJ)}}{\text{mass (kg)}} \)

Units: kJ kg⁻¹ or MJ kg⁻¹

Energy Density

Energy released per unit volume.

\( \text{Energy density} = \frac{\text{energy (kJ)}}{\text{volume (dm}^3\text{)}} \)

Units: kJ dm⁻³ or MJ dm⁻³

Comparing Common Fuels

Specific Energy Comparison (MJ kg⁻¹)

50 100 150 Hydrogen 142 Natural Gas 55 Petrol 46 Ethanol 30 Coal 24

Key Insight

Hydrogen has the highest specific energy (by mass) but the lowest energy density (by volume) because it is a gas at room temperature. This is a major challenge for hydrogen fuel storage.

Think About It

Why does ethanol have a lower specific energy than petrol, even though both are liquid fuels?

Ethanol (C₂H₅OH) already contains one C–O bond and one O–H bond, meaning it is partially oxidised. Less energy is released when it combusts compared to a pure hydrocarbon of similar mass.

← R1.3.1 Fossil FuelsR1.3.3 Renewable Fuels →