Dew Point Temperature
Enter air temperature and relative humidity to compute dew-point temperature Td with the Magnus formula, for judging condensation, frost risk and leaf-wetness disease timing.
Input Data
Results
At a glance:Dew-point temperature (Td) is the temperature reached when air is cooled (at constant pressure and water content) until its water vapor just saturates and begins to condense into dew (or frost). It is one of the most direct indicators of 'how much water vapor the air actually holds': the amount of vapor air can hold rises with temperature, and the maximum at any temperature is the 'saturation vapor pressure'; relative humidity (RH) is the percent of current vapor pressure over that temperature's saturation vapor pressure. The physical meaning of dew point: without changing the air's water, only lower its temperature until the previously unsaturated vapor just becomes saturated (RH = 100%) — that temperature is the dew point. So the dew point depends only on the air's water content, not on temperature (the same air mass is hot by day, cool by night, the dew point stays roughly constant but RH changes). The gap between temperature and dew point (dew-point depression T − Td) reflects dryness: the closer they are, the nearer saturation and the more humid, condensing and fogging with a slight cooling; the larger the gap, the drier. The most common way to compute the dew point is the Magnus-Tetens approximation: first an intermediate γ = ln(RH/100) + (a·T)/(b + T), then Td = (b·γ)/(a − γ), where a = 17.27, b = 237.7°C are empirical constants for water-surface saturation vapor pressure, T is air temperature (°C) and RH relative humidity (%). Derived by inverting the Magnus saturation formula, it is accurate enough for common meteorological ranges (about −40 to +50°C). Agricultural/horticultural uses: (1) condensation and disease warning — nighttime radiative cooling lowers temperature; when temperature falls near the dew point, leaf and soil surfaces below the dew point condense dew, and long leaf wetness hours are the key condition for many fungal/bacterial diseases (downy mildew, late blight, botrytis, bacterial spots) to germinate and infect; high-dew-point, small-depression nights condense early and long, with high disease risk, guiding preventive spraying or ventilation/dehumidification; (2) frost warning — when the dew point is below 0°C and temperature keeps falling toward it, frost may form (if dew point > 0°C it is mostly dew, not frost); spring buds and flowers are easily damaged by frost, and dew-point info helps decide anti-frost measures (irrigation, smoke, fans); (3) greenhouse environmental control — inside a greenhouse, high air dew point plus cold surfaces (glass, metal, night plants) causes dripping and disease; heating, ventilation and dehumidification to lower the dew point or keep surfaces above it avoids condensation; (4) irrigation and evapotranspiration estimation — dew point reflects air humidity and is an input to vapor-pressure deficit VPD and reference evapotranspiration. Notes: the dew point is an air property; whether condensation actually occurs also depends on whether the object surface temperature drops below the dew point — nighttime plants, by radiative cooling, may be colder than air and reach the dew point earlier; the Magnus coefficients used here are calibrated to the water surface; strictly below freezing one should use ice-surface coefficients (dew point then slightly differs from 'frost point'), but for general agricultural warning the water-surface approximation suffices; the entered RH must be 0–100% and measured at the same time and place as temperature; at RH 100% the dew point equals air temperature (saturated), and lower RH puts the dew point further below temperature. In short, the dew point condenses temperature and humidity into a single 'will it condense, at what temperature' value — a practical tool for condensation, frost and disease management in agrometeorology.
Formula
Intermediate: γ = ln(RH ÷ 100) + (a·T) ÷ (b + T), a = 17.27, b = 237.7°C.
Dew point: Td = (b·γ) ÷ (a − γ).
At RH 100%, Td = air temperature; smaller dew-point depression (T − Td) means more humid and easier condensation.
$$\gamma = \ln\!\left(\dfrac{RH}{100}\right) + \dfrac{a\,T}{b + T}$$$$T_d = \dfrac{b\,\gamma}{a - \gamma}, \quad a=17.27,\ b=237.7$$How to Use
- Enter air temperature T (°C) and relative humidity RH (%) measured at the same time and place.
- The tool computes dew-point temperature Td (°C) instantly via Magnus.
- Compare temperature, expected minimum and dew point: condensation occurs as temperature nears the dew point; a small dew-point depression means humid, high disease/frost risk.
Dew-point depression (air temp − dew point) reading guide
| Depression (°C) | Air state | Agricultural meaning |
|---|---|---|
| > 10 | Dry | Hard to condense, strong evaporation |
| 5–10 | Rather dry | Condensation only after large night cooling |
| 2–5 | Humid | Condenses at night, watch diseases |
| < 2 | Near saturation | Early, long condensation, fog, high disease risk |
| Example T25/RH60 | Td≈16.68°C | Depression≈8.3°C, rather dry |
Actual condensation also depends on whether the object surface temperature drops below the dew point; nighttime plants are often colder.
Case Studies
Summer-night condensation and disease risk
Evening temperature 25°C, RH 60%, dew point by Magnus.
γ = ln(0.6) + 17.27×25/(237.7+25) = −0.5108 + 1.6435 = 1.1327; Td = 237.7×1.1327/(17.27−1.1327) ≈ 16.68°C.
Dew point about 16.7°C; condensation occurs if night temperature falls below 17°C. Depression ~8°C is still fairly dry, needing more cooling to condense.
Humid night — disease alert
Temperature 20°C, RH 95%, dew point Td ≈ 19.2°C, depression only ~0.8°C.
Air near saturation; a slight cooling (even just leaf radiative loss) condenses, keeping leaves wet for long.
High risk of downy mildew, blight etc.; advance preventive spraying, strengthen ventilation/dehumidification, or heat the greenhouse to avoid condensation.
FAQ
How does dew point differ from relative humidity?
RH is 'the percent of current vapor over the saturation amount at that temperature', changing with temperature (same vapor, higher temperature lowers RH); the dew point is 'the temperature air reaches when just saturated', depending only on actual water content and roughly constant as temperature changes. So the dew point more stably shows how much water the air truly holds, and more directly tells you 'at what temperature it will condense'.
How does the dew point tell whether it will condense or frost?
When an object's surface temperature drops below the dew point, the air it contacts saturates and vapor condenses: above 0°C it forms dew, below 0°C it may form frost. So compare the expected nighttime minimum (or leaf temperature) with the dew point — condensation/frost occurs as the minimum falls near or below the dew point. Note nighttime plants, by radiative cooling, are often colder than air and condense earlier than expected.
Why is the dew point important for disease management?
Many fungal and bacterial diseases (downy mildew, late blight, botrytis) need a sufficiently long 'leaf wetness duration' to germinate and infect. High-dew-point, small-depression nights start condensation early and keep it long, extending wetness hours and raising disease risk. Monitoring the dew point predicts high-risk nights, enabling advance preventive spraying, ventilation or greenhouse dehumidification, reducing outbreaks and pesticide use.
How accurate is the Magnus formula, and its limits?
The Magnus-Tetens approximation (a = 17.27, b = 237.7) is well accurate for about −40 to +50°C against water-surface saturation, fully sufficient for agriculture. Limits: it is calibrated to the supercooled water surface; strictly below freezing one should use ice-surface coefficients, where the dew point slightly differs from the true 'frost point'; coefficients also vary slightly across literature. For daily condensation/disease/frost warning, this approximation is fine.
What is the dew point at RH 100%?
It equals air temperature. RH 100% means the air is already saturated and needs no further cooling to reach the dew point, so the dew point is the current air temperature. Lower RH means drier air, more cooling needed to saturate, and the dew point is further below temperature. Near RH 100% this tool gives a dew point very close to the entered temperature, matching the physics.
Related Tools
References
Content review: Calculatorism Science Team. Results are for reference only; please refer to the relevant authorities for the official figures.