Vapor pressure governs evaporation, boiling, and distillation. This reference computes the saturation vapor pressure of water and common solvents at any temperature from the Antoine equation and shows the result in mmHg, kPa, and atm, alongside a quick reference table.
How it works
The saturation vapor pressure comes from the Antoine equation, an empirical fit to experimental data:
log10(P) = A − B / (C + T)
Here P is the vapor pressure in mmHg, T is the temperature in degrees
Celsius, and A, B, and C are constants specific to each substance,
determined by regression against measured data. Because the temperature sits in
the denominator and the whole expression is a base-10 logarithm, pressure rises
exponentially with temperature. The tool converts the mmHg result to kPa (×
0.13332) and atm (÷ 760).
Reading the result
A liquid boils when its vapor pressure reaches the surrounding pressure. At sea level that is 760 mmHg (1 atm), so the temperature at which a solvent’s vapor pressure hits 760 mmHg is its normal boiling point — about 100°C for water and 78°C for ethanol. Each set of Antoine constants is valid only over a stated temperature window; outside it the equation extrapolates and the tool flags the value as approximate.
Example and notes
At 25°C the tool gives water a vapor pressure near 23.8 mmHg (about 3.2 kPa), matching standard tables. Heat it to 100°C and the value reaches 760 mmHg, the boiling point at sea level. The greyed rows in the reference table mark temperatures outside each solvent’s Antoine validity range — treat those as rough extrapolations rather than precise figures, and consult NIST data for high-accuracy work.