Relative Humidity Calculator
Calculate relative humidity, actual vapor pressure, and saturation vapor pressure from air temperature and dew point using the Magnus formula.
About relative humidity
Relative humidity examples
| Air conditions | Relative humidity | Interpretation |
|---|---|---|
| 22°C air, 15°C dew point | 64.50% | Moderately humid indoor conditions near the upper comfort range. |
| 30°C air, 25°C dew point | 74.63% | Warm, humid conditions typical of a tropical summer day. |
| 20°C air, 5°C dew point | 37.35% | Relatively dry air typical of heated rooms in winter. |
| 18°C air, 18°C dew point | 100.00% | Saturated air where condensation is possible. |
How to calculate relative humidity
- Measure the current air temperature in degrees Celsius.
- Measure or obtain the dew point temperature for the same place and time.
- Enter both readings, ensuring that the dew point does not exceed the air temperature.
- Select Calculate relative humidity to see RH and both vapor pressures.
Relative humidity calculator FAQ
What is a comfortable indoor relative humidity?
Many buildings target roughly 30 to 60 percent relative humidity. The best range depends on climate, season, occupants, and local building guidance.
Can dew point be higher than air temperature?
Not in an ordinary equilibrium observation. A reported higher dew point usually indicates measurement error, mismatched observations, or a rapidly changing local condition.
Why does relative humidity rise at night?
Air commonly cools after sunset, reducing its saturation vapor pressure. If moisture content changes little, the same actual vapor pressure becomes a larger percentage of saturation.
What is the difference between humidity and vapor pressure?
Actual vapor pressure quantifies the partial pressure produced by water vapor. Relative humidity compares that pressure with the saturation pressure possible at the current temperature.
How accurate is the Magnus formula?
It is highly useful for ordinary meteorological temperatures and routine engineering estimates. Extreme conditions or precision laboratory work may require more detailed equations and calibrated measurements.