ChemWhiz ReferenceGases & Liquids

Vapor Pressure of Water at Different Temperatures

Vapor pressure of liquid water from 0 °C to 100 °C in torr, kPa, and atm. Needed whenever a gas is collected over water: subtract the water vapor pressure from the total pressure (Dalton's law, P(gas) = P(total) − P(H⁠2O)) before applying the ideal gas law.

01Use this when

Collecting a gas over water: P(dry gas) = P(total) − P(H⁠2O) at the water temperature.

02Conditions

Liquid water, 0 °C to 100 °C.

03Watch out

Subtract the water vapor pressure at the ACTUAL temperature, not at 25 °C.

Vapor Pressure of Water, 0 to 100 °C

Water boils when its vapor pressure equals the external pressure; interpolate between rows as needed.

Vapor Pressure of Water, 0 to 100 °C
04.60.6110.00603
46.10.8140.00803
109.21.2280.0121
1512.81.7060.0168
2017.52.3390.0231
2219.82.6450.0261
2523.83.1700.0313
3031.94.2470.0419
3542.25.6290.0556
4055.47.3840.0729
4572.09.5940.0947
5092.612.40.122
55118.215.80.156
60149.619.90.197
65187.825.00.247
70234.031.20.308
75289.538.60.381
80355.647.40.468
85434.057.90.571
90526.470.20.693
95634.684.60.835
100760.0101.31

Important Notes

  • Water boils when its vapor pressure equals the external pressure (exactly 760 torr, 1 atm, at 100 °C), which is why the table ends there.
  • Collecting a gas over water: the trapped gas is saturated with water vapor, so P(dry gas) = P(total) − P(H⁠2O) at the collection temperature T. Look up P(H⁠2O) at that temperature here.
  • Vapor pressure grows roughly exponentially with temperature (Clausius-Clapeyron); interpolate between rows for intermediate temperatures.
  • Values are computed from the IAPWS-IF97 saturation-pressure equation; the 100 °C entry is the defined normal boiling point (1 atm = 760 torr), which the equation itself places at 99.97 °C.

Verification references: Computed from the IAPWS-IF97 saturation-pressure equation (IAPWS Industrial Formulation 1997, Region 4).