Gas Density Calculator
Calculate the density of a gas from its pressure, molar mass, and temperature.
Gas density
1.184 kg/m³
1.184 g/L
- Molar mass
- 28.97 g/mol
- Pressure
- 101.325 kPa
- Temperature
- 25 °C
Try an example:
How it was calculated
T = 25 + 273.15 = 298.15 K
M = 28.97 g/mol = 0.02897 kg/mol
ρ = (101,325 × 0.02897) / (8.314462618 × 298.15)
ρ = 1.184 kg/m³
What is gas density?
Gas density is the mass of gas in a given volume. Unlike liquids and solids, a gas's density changes noticeably with pressure and temperature.
For an ideal gas, density increases when pressure increases and decreases when temperature increases.
The formula
ρ = P × M / (R × T)
R = 8.314462618 J/(mol·K)
- ρ —
- gas density
- P —
- absolute pressure
- M —
- molar mass
- R —
- gas constant
- T —
- absolute temperature
Important note
This calculator assumes the gas behaves ideally. The result is a good approximation under ordinary conditions, but real gases can deviate at high pressures or near condensation.
Why absolute pressure?
The ideal-gas density formula requires absolute pressure. If you have a gauge-pressure reading, convert it to absolute pressure before calculating.
Common mistakes
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FAQ
Frequently asked questions
How is gas density calculated?
For an ideal gas, use ρ = PM / RT, where pressure is absolute and temperature is in Kelvin.
What units are used for gas density?
Common units include kg/m³ and g/L. These two units have the same numerical value.
Does gas density change with temperature?
Yes. At constant pressure, gas density decreases as temperature increases.
Does gas density change with pressure?
Yes. For an ideal gas at constant temperature, density increases as absolute pressure increases.
Can I calculate the density of any gas?
Yes, if you know its molar mass, pressure, and temperature. The calculation assumes ideal-gas behavior.
Should I use gauge or absolute pressure?
Use absolute pressure. Gauge pressure must be converted to absolute pressure first.