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Temperature 20.0 °CELSIUS
Relative Humidity 50.0%
Dew Point 9.25 °CELSIUS
Heat Index 317.84 °CELSIUS
Comfort Level: Extreme Danger

Note: The temperature gauge shows the heat index relative to a scale of 0°C to 50°C. The comfort level is based on the calculated heat index.

What the Dew Point Calculator Does

The dew point is the temperature at which air becomes saturated with water vapour and moisture begins to condense. This calculator works out that temperature from just two values: the current air temperature and the relative humidity. You can enter the temperature in either Celsius or Fahrenheit by selecting the matching unit, and the result is returned in the same unit you chose. It's a practical tool for meteorology, HVAC sizing, condensation prevention, and general climate-control work.

Diagram showing warm air cooling until water vapor condenses into droplets at the dew point temperature
Dew point is the temperature at which air becomes saturated and water vapor begins to condense.

Inputs You Provide

  • Temperature — the measured air (dry-bulb) temperature.
  • Relative Humidity (%) — the moisture content as a percentage, from 1 to 100.
  • Temperature Unit — choose Celsius or Fahrenheit; the calculator converts internally and returns the answer in your selected unit.

The Formula Explained

The calculator uses the widely accepted Magnus formula. If you enter Fahrenheit, the temperature is first converted to Celsius. Then it computes an intermediate value:

$$\alpha = \frac{a\cdot T}{b + T} + \ln\!\left(\frac{\text{RH}}{100}\right)$$

$$\text{Dew point} = \frac{b\cdot \alpha}{a - \alpha}$$

where \(a = 17.27\), \(b = 237.7\), \(T\) is temperature in °C, and RH is relative humidity. If you originally entered Fahrenheit, the result is converted back to Fahrenheit. The lower the humidity, the larger the gap between air temperature and dew point.

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Psychrometric-style curve relating temperature and relative humidity to dew point
Higher temperature and higher relative humidity both raise the dew point.

Worked Example

Suppose the temperature is 25 °C with 60% relative humidity. First, $$\alpha = \frac{17.27 \times 25}{237.7 + 25} + \ln(0.60) = 1.6435 - 0.5108 = 1.1327.$$ Then $$\text{dew point} = \frac{237.7 \times 1.1327}{17.27 - 1.1327} \approx \mathbf{16.7\ ^\circ C}.$$ So moisture would start condensing on any surface cooled to about 16.7 °C.

Frequently Asked Questions

What is a comfortable dew point? Dew points below about 16 °C (60 °F) feel comfortable, while values above 21 °C (70 °F) feel muggy and oppressive to most people.

Can the dew point be higher than the air temperature? No. At 100% humidity the dew point equals the air temperature; it can never exceed it.

Why does dew point matter for HVAC? Knowing the dew point helps prevent condensation on cold surfaces, pipes, and windows, reducing mould risk and helping size cooling and dehumidification systems correctly.

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