Dew Point Calculator
What Is Dew Point?
The dew point is the temperature at which air must be cooled — at constant pressure — for water vapor to condense into liquid water (dew). When the air temperature equals the dew point, the relative humidity reaches 100% and condensation begins on surfaces. On a humid summer day you can see this as moisture on a cold glass or morning dew on grass.
Dew point is a more reliable indicator of how humid the air feels than relative humidity alone. Relative humidity is relative to the temperature; the same amount of moisture in the air gives a different RH reading depending on how hot it is. Dew point is absolute: it measures the actual moisture content of the air.
This calculator uses the Magnus formula (August–Roche–Magnus approximation), the standard method used by meteorologists, with coefficients from Alduchov and Eskridge (1996).
Dew Point vs. Relative Humidity
Relative humidity (RH) measures how much water vapor is in the air relative to the maximum the air can hold at that temperature. RH of 100% means the air is saturated; RH of 50% means the air holds half the maximum moisture it could. On a cold day, RH can be 80% yet the air feels dry because cold air simply holds less moisture.
Dew point cuts through this: a dew point of 60°F (15°C) contains the same moisture no matter whether the air temperature is 70°F or 90°F. Forecasters and HVAC engineers prefer dew point for this reason.
Dew Point Comfort Scale
| Dew Point | How It Feels |
|---|---|
| Below 50°F (10°C) | Dry, very comfortable |
| 50–60°F (10–16°C) | Comfortable |
| 60–65°F (16–18°C) | Slightly humid — most people notice |
| 65–70°F (18–21°C) | Humid — uncomfortable for many |
| 70–75°F (21–24°C) | Very humid — oppressive |
| Above 75°F (24°C) | Extremely humid — potentially dangerous |
The Magnus Formula
This calculator uses the Magnus formula to compute dew point:
α = (a × T) / (b + T) + ln(RH / 100)
Td = (b × α) / (a − α)
where a = 17.625, b = 243.04°C, T = air temperature (°C), RH = relative humidity (%)
To reverse-calculate relative humidity from a known dew point, the formula is algebraically rearranged: RH = 100 × exp((a × Td)/(b + Td) − (a × T)/(b + T)).
Practical Uses of Dew Point
- Aviation: Pilots use the temperature–dew point spread to estimate cloud base height. A spread of about 4.4°F (2.5°C) corresponds to a cloud base roughly 1,000 feet above the surface.
- HVAC & building science: Knowing the dew point helps engineers size dehumidifiers, prevent condensation on ductwork, and maintain comfortable indoor conditions.
- Agriculture: A dew point above the soil temperature indicates overnight dew, which affects irrigation scheduling and frost prediction.
- Health & safety: Very high dew points combined with high temperatures amplify heat stress and can be life-threatening for outdoor workers or athletes.
- Electronics: Data centers control dew point to prevent condensation on circuit boards, typically targeting 41–59°F (5–15°C).
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