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Dew Point Calculator

Dew point from air temperature and relative humidity with the Magnus approximation: gamma = aT / (b + T) + ln(RH / 100), then Td = b x gamma / (a - gamma). The default constants a = 17.27, b = 237.7 hold to about 0.4 degrees C from 0 to 60 degrees C. Results add a seven-band comfort level and a frost note below freezing.

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Meteorology
HVAC
Humidity
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Reference

Documentation

A dew point calculator finds the temperature to which air must cool, at constant pressure and moisture content, before it becomes saturated and water vapor starts to condense. Relative humidity says how close the air is to saturation at its current temperature, so it swings through the day as the air warms and cools. The dew point tracks the amount of water vapor actually present, which makes it the steadier measure of mugginess and condensation risk.

Air temperature can be given in Fahrenheit or Celsius and is converted to Celsius, (F - 32) x 5/9, because the formula is defined on the Celsius scale. Relative humidity is a percentage above 0 and up to 100; at 100 percent the air is already saturated and the dew point equals the air temperature. Decimals, fractions such as 3/4, and mixed numbers such as 72 1/2 are accepted.

The calculation uses the Magnus approximation in two steps. First gamma = (a x T) / (b + T) + ln(RH / 100), then Td = (b x gamma) / (a - gamma), with T and Td in degrees Celsius and the result converted back to the input scale with Td x 9/5 + 32 for Fahrenheit. The default constants a = 17.27 and b = 237.7 degrees C, the Magnus-Tetens set, are specified for air temperatures from 0 to 60 degrees C with an accuracy of about 0.4 degrees C. The Alduchov-Eskridge set, a = 17.625 and b = 243.04, covers -40 to 50 degrees C. Settings holds both constants and a step-by-step derivation, and a note appears whenever the temperature falls outside the stated range of a published set.

The comfort level maps the dew point in Celsius to seven bands: below 10 dry and comfortable, 10 to 13 pleasant, 13 to 16 comfortable, 16 to 18 somewhat humid, 18 to 21 humid and sticky, 21 to 24 oppressive, and 24 or above severely oppressive. The bands describe how still, shaded air feels to most people; wind, sun, and acclimatization shift them. When the dew point is below 0 degrees C (32 degrees F), moisture deposits as frost rather than dew and a frost note appears. Below freezing the Magnus result is the dew point over supercooled water, and the true frost point, over ice, is slightly higher.

Air at 25 degrees C and 60 percent relative humidity gives gamma = (17.27 x 25) / (237.7 + 25) + ln(0.60) = 1.643510 - 0.510826 = 1.132684. The dew point is Td = (237.7 x 1.132684) / (17.27 - 1.132684) = 16.68 degrees C, which falls in the somewhat humid band. The same air described as 77 degrees F gives 62.03 degrees F. With the Alduchov-Eskridge constants the result is 16.70 degrees C, a difference of about 0.01 degrees.

Dew point temperature serves as a more reliable indicator of moisture content than relative humidity alone, since relative humidity changes with temperature while the dew point reflects the actual amount of water vapor present. Professionals across many fields rely on accurate dew point data for planning and safety decisions.

  • HVAC Engineering: Size dehumidification systems and set indoor climate targets by calculating the dew point at various temperature and humidity combinations. Keeping the indoor dew point below the temperature of the coldest interior surface, often window glass or uninsulated ductwork in winter, prevents condensation on it.
  • Agriculture: Predict overnight frost events by monitoring afternoon temperature and humidity readings. A dew point near or below freezing during late afternoon signals high frost risk for crops by dawn, allowing growers to activate protective measures in advance.
  • Aviation: Assess fog and low-visibility risk at airports by comparing the air temperature to the dew point. When the temperature-dew point spread narrows to within 2 to 3 degrees Celsius, fog formation becomes likely, which directly impacts flight operations and landing minimums.
  • Building Science: Identify condensation risk inside wall assemblies and attic spaces by comparing the dew point of indoor air against the surface temperature of building materials. Persistent condensation leads to mold growth, wood rot, and insulation degradation over time.
  • Painting and Coatings: Verify that surface temperatures remain at least 3 degrees Celsius above the dew point before applying paint, epoxy, or industrial coatings. Moisture condensation on a surface during application causes adhesion failure, blistering, and premature coating breakdown.
  • Weather Forecasting: Gauge atmospheric moisture content for precipitation modeling and thunderstorm prediction. Dew points above about 20 degrees Celsius (68 degrees Fahrenheit) mark tropical-level moisture, one of the ingredients of strong thunderstorms, while low dew points signal dry air masses with little precipitation potential.
  • Personal Comfort: Evaluate outdoor comfort conditions before exercise or outdoor events. Dew points below 10 degrees Celsius feel dry and pleasant, while readings above 21 degrees Celsius produce an oppressive, muggy sensation that increases heat stress risk during physical activity.
Inputs, outputs, and what the Dew Point Calculator computes

What the Dew Point Calculator asks for and what it returns, as a plain list. Defaults, units, and ranges are the ones the form loads with.

Inputs

  • Temperature (text input) · default: 70
  • Fahrenheit / Celsius · default: Fahrenheit
  • Relative Humidity (%) (text input) · default: 50
  • Show step-by-step derivation · default: off
  • Magnus constant a (text input) · default: 17.27
  • Magnus constant b (degrees C) (text input) · default: 237.7

Controls

Calculate · Reset

Example

Air at 25 degrees C and 60 percent relative humidity gives gamma = (17.27 x 25) / (237.7 + 25) + ln(0.60) = 1.643510 - 0.510826 = 1.132684.