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Absolute Humidity Calculator

Compute absolute humidity — the actual mass of water vapor per cubic meter of air (g/m³) — from temperature and relative humidity.

About this tool

The Absolute Humidity Calculator returns the actual mass of water vapor contained in a cubic meter of air, in grams per cubic meter (g/m³). Unlike relative humidity, which is a ratio that changes as air warms or cools, absolute humidity measures the real quantity of water present — the number that matters for drying, curing, museum and archive climate control, and comparing moisture between rooms at different temperatures.

The tool combines the Magnus saturation-vapor-pressure equation with the ideal-gas law: AH = ( 6.112 · exp(17.67·T/(T+243.5)) · RH · 2.1674 ) / (273.15 + T), where T is the air temperature in °C and RH is relative humidity in %. The constant 2.1674 ≈ (molar mass of water, 18.016 g/mol) · 100 / (gas constant, 8.314 J/mol·K), which converts vapor pressure into vapor density.

Everything runs in your browser with no uploads. Enter the temperature (°C or °F) and relative humidity; the result is given in g/m³, mg/m³, and grains per cubic foot (1 g/m³ ≈ 0.437 gr/ft³) for HVAC and imperial workflows. Relative humidity outside 0–100% is rejected as invalid.

Frequently asked questions

How does absolute humidity differ from relative humidity?
Absolute humidity is the actual mass of vapor per unit volume (g/m³) and does not change when air is heated or cooled without adding or removing water. Relative humidity is a percentage of saturation that rises as air cools and falls as it warms.
What formula is used?
AH = (6.112·exp(17.67·T/(T+243.5))·RH·2.1674)/(273.15+T) in g/m³, derived by applying the ideal-gas law to the Magnus saturation vapor pressure. The 2.1674 constant folds in the molar mass of water and the gas constant.
Why report grains per cubic foot?
Grains per cubic foot is the traditional imperial unit used in North American HVAC and dehumidification work. One gram per cubic meter equals about 0.437 grains per cubic foot, so both are provided for convenience.
Does temperature affect the result even at the same RH?
Yes. Warmer air holds far more vapor, so at a fixed relative humidity the absolute humidity climbs steeply with temperature — one reason humid heat feels so oppressive and why cold air is inherently dry.

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