| Pressure | kPa | Pa | inHg | mmHg | mbar |
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Saturation Vapor Pressure Reference Table
| T (°C) | T (°F) | Psat (kPa) | Psat (Pa) | Psat (inHg) | Psat (mmHg) | Wsat (g/kg) |
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ASHRAE Fundamentals saturation pressure equations. Wsat at sea level (101.325 kPa total pressure).
Vapor pressure fundamentals for HVAC psychrometric analysis
Vapor pressure is the partial pressure exerted by water molecules in moist air. Two quantities matter: saturation vapor pressure (Psat), which depends only on temperature and represents the maximum moisture the air can hold without condensation, and partial vapor pressure (Pw), which is the actual vapor pressure of the moist air sample. Their ratio is relative humidity: RH = Pw / Psat × 100%. ASHRAE uses the Antoine-type equation to compute Psat with high accuracy: above 0°C, the six-constant polynomial in Kelvin gives values accurate to within 0.02% across the range −40 to 200°C, consistent with the water thermophysical reference data NIST maintains, which is more than adequate for any HVAC application.
Vapor pressure is the starting point for all psychrometric calculations. Humidity ratio follows from Dalton's law: W = 0.62198 × Pw / (Ptotal − Pw). Enthalpy, specific volume, and dew point all trace back to Pw and Psat. When you need to convert between any pair of psychrometric properties, vapor pressure is usually the intermediate step. This tool shows you both pressures and the vapor pressure deficit so you can verify calculations from the humidity ratio calculator and the dew point calculator.
Vapor pressure deficit and moisture-driven processes in buildings
Vapor pressure deficit (VPD = Psat − Pw) is the driving force for moisture evaporation and condensation. A high VPD (dry air far from saturation) accelerates moisture evaporation from surfaces, occupant skin, and building materials. A VPD near zero (near-saturated air) reduces evaporation and can trigger condensation on slightly cooler surfaces. In Canadian buildings, winter outdoor air arriving at temperatures of −20°C has a saturation pressure of only about 0.10 kPa. After mixing with and heating to 21°C indoor temperature, Psat rises to 2.50 kPa while Pw remains close to 0.10 kPa, giving a VPD near 2.40 kPa, very high, and the reason heated winter air feels and acts so dry and typically needs a properly sized humidifier to compensate. For indoor air at 21°C and 35% RH, VPD is about 1.63 kPa, still in the range that causes dry skin and static discharge.
Vapor pressure units and conversion across Canadian HVAC practice
ASHRAE and Canadian standards express vapor pressure in kPa. Weather services report pressure in hPa in raw meteorological data, as defined in Environment and Climate Change Canada's glossary, though ECCC's public current-conditions displays show pressure in kPa. Older psychrometric charts and US equipment data sheets often use inHg. Laboratory and medical equipment uses mmHg (Torr). The conversions are fixed: 1 kPa = 7.501 mmHg = 0.2953 inHg = 10 mbar = 1000 Pa. Atmospheric pressure context matters: at Calgary (1045 m, Ptotal ≈ 89.4 kPa), the same Pw corresponds to a higher humidity ratio W than at sea level because the dry-air partial pressure Pda = Ptotal − Pw is smaller. Saturation pressure itself doesn't change with elevation, but all W and RH-derived quantities do. Use the relative humidity calculator to verify RH at different elevations from a known Pw.
Frequently Asked Questions
Saturation vapor pressure (Psat) is the maximum pressure water vapour can exert at a given temperature; it depends only on temperature and increases steeply with warming. At 20°C it's about 2.34 kPa; at 30°C it rises to about 4.25 kPa. Partial vapor pressure (Pw) is the actual pressure of the water vapour in a specific air sample. It equals RH/100 × Psat. When Pw reaches Psat, the air is at 100% RH and condensation begins on any surface at or below the dew point. The difference (Psat − Pw = VPD) is the driving force for moisture evaporation. High VPD means the air strongly pulls moisture from surfaces and occupants, typical of Canadian heated winter air at design temperatures from the design temperature lookup. The moisture content calculator converts these pressures to g/kg and gr/lb.
Heating air raises its saturation vapor pressure while the partial vapor pressure stays constant. For example, air at 5°C and 80% RH has Pw = 0.80 × 0.872 kPa = 0.698 kPa. Heating to 22°C without adding moisture leaves Pw at 0.698 kPa, but Psat at 22°C is about 2.64 kPa. The new RH = 0.698 / 2.64 × 100 = 26%. The moisture content (g/kg) hasn't changed, but the relative humidity plunged from 80% to 26% because the air's capacity expanded with temperature. This is the core reason Canadian buildings need humidification in winter: every cubic metre of cold outdoor air that enters carries very little moisture, and heating it without humidification produces extremely dry indoor conditions. Use the dew point calculator to confirm the dew point (which does not change on sensible heating) and the relative humidity calculator to find the new RH after heating.