Dew Point Calculator Using Wet Bulb – Accurate & Easy


Dew Point Calculator Using Wet Bulb

An expert tool for accurately determining dew point from wet and dry bulb temperature readings.



Select the unit for your temperature inputs.


The ambient air temperature measured by a standard thermometer.



The temperature measured by a thermometer with its bulb wrapped in a wet wick.



Standard atmospheric pressure at sea level is 1013.25 hPa (mbar).


Dew Point Temperature (Td)

Relative Humidity (RH)

Vapor Pressure (e)

This calculator uses a standard psychrometric formula to first determine the actual vapor pressure from wet and dry bulb temperatures, and then calculates the dew point—the temperature at which air becomes saturated.

Temperature Relationships

Dynamic chart showing Dry Bulb, Wet Bulb, and Dew Point temperatures.

Example Calculations

Dry Bulb Temp. Wet Bulb Temp. Relative Humidity Dew Point
25°C 20°C 61% 16.7°C
30°C 22°C 49% 18.1°C
77°F 68°F 61% 62.1°F
86°F 71.6°F 49% 64.5°F
Table illustrating how changes in wet bulb depression affect humidity and dew point.

What is a dew point calculator using wet bulb?

A dew point calculator using wet bulb is a specialized tool used in meteorology, HVAC (Heating, Ventilation, and Air Conditioning), and industrial processes to determine the dew point temperature of the air. It works by taking two key measurements: the dry bulb temperature (the standard air temperature) and the wet bulb temperature. The difference between these two temperatures, known as the wet-bulb depression, is directly related to the amount of moisture in the air. By using these values along with atmospheric pressure, the calculator can precisely compute the relative humidity and the dew point.

This type of calculator is essential for professionals who need to understand and control moisture levels. For example, pilots use it to predict fog or carburetor icing, while HVAC engineers use it to design systems that ensure human comfort and prevent mold growth. Unlike simple humidity sensors, the wet and dry bulb method provides a robust and first-principles approach to measuring air moisture content. You might find our relative humidity calculator a useful companion tool.

Dew Point Formula and Explanation

Calculating the dew point from wet and dry bulb temperatures is a multi-step process rooted in thermodynamics. There isn’t a single direct formula, but a sequence of calculations based on the psychrometric properties of air. The calculator automates this process.

Step 1: Calculate Saturation Vapor Pressure (SVP) at Wet-Bulb Temperature.
First, the calculator finds the maximum amount of water vapor the air *could* hold at the wet-bulb temperature (Tw). A common formula is the Magnus-Tetens approximation:

SVP_w = 6.112 * exp((17.67 * Tw) / (Tw + 243.5))

Step 2: Calculate Actual Vapor Pressure (AVP).
Next, the actual vapor pressure (e) of the air is determined by adjusting the SVP_w using the wet-bulb depression (T – Tw) and atmospheric pressure (P). This is often done using the Sprung/Ferrel formula:

e = SVP_w - (A * P * (T - Tw))
Where ‘A’ is the psychrometric constant (approx. 0.000665).

Step 3: Calculate Dew Point (Td).
Finally, with the actual vapor pressure known, the dew point temperature can be calculated by inverting the Magnus-Tetens formula:

Td = (243.5 * log(e / 6.112)) / (17.67 - log(e / 6.112))

Variables in the Dew Point Calculation
Variable Meaning Unit (Typical) Typical Range
T Dry Bulb Temperature °C or °F -20 to 50°C
Tw Wet Bulb Temperature °C or °F -20 to 50°C (must be ≤ T)
P Atmospheric Pressure hPa (mbar) 900 to 1100 hPa
e Actual Vapor Pressure hPa (mbar) 0 to 70 hPa
Td Dew Point Temperature °C or °F -40 to 50°C (must be ≤ T)

Practical Examples

Example 1: A Humid Summer Day

Imagine a warm, sticky day where you want to assess the comfort level and likelihood of rain.

  • Inputs:
    • Dry Bulb Temperature (T): 32°C
    • Wet Bulb Temperature (Tw): 27°C
    • Pressure (P): 1010 hPa
  • Results:
    • Relative Humidity: 68%
    • Dew Point: 25.1°C
  • Interpretation: A dew point of 25.1°C is very high, indicating oppressive and uncomfortable humidity. The air is very close to saturation.

Example 2: A Cool, Dry Autumn Day

Consider a crisp autumn afternoon, perfect for outdoor activities.

  • Inputs:
    • Dry Bulb Temperature (T): 15°C
    • Wet Bulb Temperature (Tw): 10°C
    • Pressure (P): 1020 hPa
  • Results:
    • Relative Humidity: 54%
    • Dew Point: 5.8°C
  • Interpretation: A dew point of 5.8°C feels very dry and comfortable. The large difference between the dry and wet bulb temperatures signifies low moisture content in the air. For more on comfort, see our comfort index calculator.

How to Use This dew point calculator using wet bulb

Using this calculator is a straightforward process to get accurate atmospheric moisture readings.

  1. Select Temperature Unit: First, choose whether you are entering temperatures in Celsius (°C) or Fahrenheit (°F) from the dropdown menu.
  2. Enter Dry Bulb Temperature: In the second field, input the ambient air temperature measured by a regular thermometer.
  3. Enter Wet Bulb Temperature: In the third field, input the temperature from a psychrometer or a thermometer with a wet wick. This value must be less than or equal to the dry bulb temperature.
  4. Enter Atmospheric Pressure: For the highest accuracy, enter the current barometric pressure in hectoPascals (hPa), which are equivalent to millibars (mbar). If you don’t know it, the default value of 1013.25 hPa (sea level standard) is a reasonable approximation for many locations.
  5. Interpret the Results: The calculator will instantly update, showing the primary result (Dew Point) and intermediate values like Relative Humidity. The chart will also adjust to give you a visual representation. To understand what these temperatures mean for thermal comfort, you might want to use a heat index calculator.

Key Factors That Affect Dew Point Calculation

Several factors influence the accuracy and outcome of a dew point calculation. Understanding them is crucial for correct interpretation.

  • Accuracy of Temperature Readings: The most critical factor. Small errors in either the dry or wet bulb temperature can lead to significant errors in the calculated dew point, especially in dry conditions.
  • Atmospheric Pressure: The rate of evaporation changes with pressure. At higher altitudes (lower pressure), water evaporates more easily, which will alter the wet-bulb depression for the same amount of humidity. Our calculator accounts for this.
  • Ventilation of the Wet Bulb: For an accurate wet bulb reading, air must be moving over the wet wick (e.g., in a sling psychrometer). Stagnant air can lead to an artificially high wet bulb reading and thus an incorrect dew point.
  • Purity of Water on the Wick: The water used on the wet bulb wick should be distilled. Impurities can alter its evaporation properties and affect the temperature reading.
  • Wet Bulb Depression: The difference between the dry and wet bulb temperatures is the key input. When this depression is very small (high humidity), the dew point will be very close to the air temperature. When it’s large (low humidity), the dew point will be much lower.
  • The Psychrometric Constant: The formula uses a constant (‘A’) that relates the properties of air and water. While generally fixed, slight variations exist based on the specific psychrometer design, but these are minor for most applications. Exploring a psychrometric chart online can help visualize these relationships.

Frequently Asked Questions (FAQ)

1. Why is the wet bulb temperature usually lower than the dry bulb temperature?

The wet bulb temperature is lower due to the cooling effect of evaporation. As water evaporates from the wick, it draws latent heat from the thermometer’s bulb, lowering its temperature. The drier the air, the faster the evaporation and the greater the cooling effect. They are only equal when the air is 100% saturated (100% RH), as no net evaporation can occur.

2. Can the wet bulb temperature be higher than the dry bulb temperature?

No, under normal atmospheric conditions, this is physically impossible. The wet bulb temperature can at most be equal to the dry bulb temperature.

3. How important is the pressure input?

It’s moderately important for high-precision work. For casual use, the standard sea-level pressure is often sufficient. However, at high altitudes, using the correct local pressure will significantly improve the accuracy of the dew point calculator using wet bulb.

4. What is a “high” or “low” dew point?

In general (in °F): dew points below 50°F feel dry and comfortable; 50-60°F feels pleasant; 60-65°F starts to feel “sticky” or humid; 65-70°F is noticeably muggy; and above 70°F is considered oppressive by most people.

5. What’s the difference between dew point and relative humidity?

Relative Humidity (RH) is relative to the current temperature—it tells you how saturated the air is as a percentage. Dew Point is an absolute measure of the water vapor in the air; it’s the temperature the air would need to cool to for saturation to occur. A high dew point always means high moisture content, regardless of the current air temperature.

6. How can I measure wet and dry bulb temperatures?

The most common instrument is a sling psychrometer, which you spin in the air to ensure proper ventilation over the wet bulb. You can also use stationary, fan-ventilated psychrometers for continuous measurements.

7. Does this calculator work for both Celsius and Fahrenheit?

Yes. You can select your preferred unit, and the calculator handles all internal conversions to perform the calculation with the correct formula before displaying the result in your chosen unit.

8. Why does the chart have three different colored bars?

The chart provides a quick visual comparison: the blue bar is the dry bulb temperature (highest), the green bar is the wet bulb temperature (intermediate), and the orange bar is the calculated dew point (lowest).

© 2026 Your Company. All rights reserved. For educational and professional use.





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