Density of Gases

Density, molecular mass, and chemical formula for common gases—air, nitrogen (N2), helium (He), carbon dioxide (CO2), methane (CH4), and others—at 25 °C and 100 kPa are listed below. Gas density is mass per unit volume; for ideal gases it can be calculated from the ideal gas law as ρ = MP/(RT).

Ideal Gas Density Calculator

Result uses ρ = MP/(RT) with R = 8.314462618 J/(mol·K). Output in kg/m³.

Density of Gases at 25 °C, 100 kPa **
Gas Chemical Formula Molecular Mass Density kg/m³
SteamH2O18.0150.0231
AcetyleneC2H226.0381.05
Air28.971.169
AmmoniaNH317.0310.694
ArgonAr39.9481.613
ButaneC4H1058.1242.407
Carbon monoxideCO28.011.13
Carbon dioxideCO244.011.775
EthaneC2H630.071.222
EthanolC2H5OH46.0691.883
EthyleneC2H428.0541.138
HeliumHe4.0030.1615
HydrogenH22.0160.0813
MethaneCH416.0430.648
MethanolCH3OH32.0421.31
NeonNe20.1830.814
Nitric oxideNO30.0061.21
NitrogenN228.0131.13
Nitrous oxideN2O44.0131.775
n-OctaneC8H18114.230.092
OxygenO231.9991.292
PropaneC3H844.0941.808
R-12CCl2F2120.9144.98
R-22CHClF286.4693.54
R-134aCF3CH2F102.034.20
Sulfur dioxideSO264.0592.618
Sulfur trioxideSO380.0533.272

Note: **Or saturation pressure if less than 100 kPa.

Density of Gas Formula

The ideal gas expression for density is ρ = MP/(RT), where M is molar mass (kg/mol), P is absolute pressure (Pa), R is the universal gas constant (8.314462618 J·mol⁻¹·K⁻¹), and T is absolute temperature (K).

Related Topics

Reference