Wet Bulb Calculator
Calculate relative humidity, dew point, and all psychrometric properties from wet bulb and dry bulb temperatures with interactive psychrometric chart.
Reference table: RH% for dry bulb temperatures and wet bulb depressions. Green = High RH (>70%) | Yellow = Moderate (40-70%) | Orange = Low (<40%)
Quick Reference
Wet Bulb is always less than or equal to Dry Bulb
Dew Point is the condensation temperature
Comfort RH: 40 to 60 percent
Sea Level: 101.325 kPa
At 100% RH: wet bulb equals dry bulb
RH Comfort Guide
Above 70% — Very Humid
60 to 70% — Humid
40 to 60% — Comfortable
20 to 40% — Dry
Below 20% — Very Dry
Formula Constants
Psychrometric Const: 0.000799
Magnus A factor: 17.27
Magnus B factor: 237.3
Humidity factor: 0.622
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Wet Bulb Temperature Calculator — Complete Psychrometric Reference
This free wet bulb calculator determines relative humidity, dew point temperature, absolute humidity, specific humidity, enthalpy, and vapor pressures from any combination of wet bulb and dry bulb temperature measurements. As a full psychrometric calculator, it supports reverse calculations (RH to wet bulb), plots an interactive psychrometric chart with saturation curves and constant RH lines, and provides a comprehensive reference table for all temperature and humidity combinations.
What is Wet Bulb Temperature?
Wet bulb temperature is the lowest temperature that a surface can reach through evaporative cooling when water is evaporated into the surrounding air at constant pressure. It represents the thermodynamic wet-bulb temperature — the temperature at which the air becomes saturated if the process is adiabatic (no heat exchange with surroundings).
Unlike dry bulb temperature (standard air temperature), wet bulb temperature depends heavily on the moisture content of the air. When humidity is high, less evaporation occurs and the wet bulb reads closer to the dry bulb. When air is very dry, rapid evaporation cools the wet bulb thermometer significantly below the dry bulb reading.
Thermometer
Thermometer
How a Psychrometer Works
A psychrometer (also called a wet-and-dry-bulb hygrometer) uses two thermometers mounted side by side. The dry bulb thermometer measures normal air temperature. The wet bulb thermometer has a clean muslin wick wrapped around its bulb, saturated with distilled water. As air passes over the wick, water evaporates — and the energy required for evaporation is drawn from the thermometer, cooling it below the air temperature.
- Wet bulb depression = Dry bulb temperature - Wet bulb temperature
- 0°C depression = Air is 100% saturated (no evaporation possible)
- Large depression = Very dry air (rapid evaporation, strong cooling)
- Wet bulb is always = dry bulb — they are equal only at 100% RH
Real-World Uses of Wet Bulb Temperature
- Weather forecasting: Wet bulb temperature is used to calculate heat stress index, predict fog formation, and assess precipitation type (rain vs snow)
- HVAC engineering: Cooling tower design, air conditioning load calculations, and duct sizing all rely on wet bulb temperature
- Agriculture: Assessing evapotranspiration rates, irrigation scheduling, and crop storage humidity requirements
- Industrial drying: Spray dryers, food processing, pharmaceutical manufacturing all use wet bulb for process control
- Climate science: Wet bulb temperature is increasingly used to measure extreme heat events and human survivability limits
Critical climate note: Scientists have identified a wet bulb temperature of 35°C (95°F) as the theoretical human survivability limit — above this threshold, the human body cannot cool itself through sweating regardless of fitness or hydration. This threshold is being approached in some regions during extreme heat events.
What is Relative Humidity?
Relative humidity (RH) is the ratio of the actual amount of water vapor present in the air to the maximum amount the air can hold at that temperature, expressed as a percentage. It describes how "full" the air is with moisture relative to its maximum capacity at current temperature.
RH (%) = (ea ÷ es) × 100
Types of Humidity — Key Differences
| Type | Definition | Units | Changes with Temp? |
|---|---|---|---|
| Relative Humidity | Ratio of actual to max vapor pressure × 100 | % | Yes — rises as temp falls |
| Absolute Humidity | Mass of water vapor per unit volume of air | g/m³ | No (constant moisture) |
| Specific Humidity | Mass of water vapor per mass of dry air | g/kg | No (constant moisture) |
| Humidity Ratio | Mass of water per mass of dry air (engineering) | kg/kg | No (constant moisture) |
Why RH Changes With Temperature
Warm air can hold more water vapor than cool air (following the Clausius-Clapeyron relation). If you take a parcel of air with a fixed amount of water vapor and heat it, the saturation vapor pressure increases — but the actual vapor pressure stays the same — so RH decreases. This is why indoor air in winter feels dry: outdoor cold air with moderate RH is brought inside and heated, drastically reducing its relative humidity.
Example: Outdoor air at 5°C with 80% RH is heated to 22°C indoors. The actual vapor pressure stays the same, but the saturation pressure at 22°C is much higher — so the indoor RH drops to around 30%, causing dry skin, throat irritation, and static electricity.
RH and Human Comfort
- Below 20%: Very dry — causes dry skin, chapped lips, increased infection risk from dried mucous membranes
- 20-40%: Dry — acceptable but slightly uncomfortable for extended periods
- 40-60%: Ideal comfort range — recommended by ASHRAE for occupied buildings
- 60-70%: Humid — feels sticky in warm conditions, mold risk begins
- Above 70%: Very humid — promotes mold growth, dust mites, condensation on surfaces
Wet Bulb vs Dry Bulb Temperature — Complete Comparison
The dry bulb temperature is the standard air temperature measured with a regular thermometer shielded from moisture and radiation — what we normally mean when we say "it's 25 degrees." The wet bulb temperature is always lower than or equal to the dry bulb, and its proximity to the dry bulb tells us how much moisture the air is holding.
| Property | Dry Bulb Temperature | Wet Bulb Temperature |
|---|---|---|
| Measures | Actual air temperature | Evaporative cooling temperature |
| Instrument | Shielded dry thermometer | Thermometer with wet muslin wick |
| Humidity effect | Not affected by humidity | Strongly affected — rises with RH |
| Always higher? | Yes — equal to wet bulb at 100% RH | No — always = dry bulb |
| At 100% RH | Equals wet bulb temperature | Equals dry bulb temperature |
| Used for | General temperature reading, comfort assessment | Humidity calculation, psychrometric analysis |
| On psychrometric chart | X-axis (horizontal) | Diagonal lines (sloping left to right) |
Understanding Wet Bulb Depression
The wet bulb depression (dry bulb - wet bulb) is the single most important value for estimating air humidity from psychrometer readings:
Wet Bulb Depression Guide
- 0°C depression: RH = 100% (saturated air — fog, rain, or surfaces in direct contact with water)
- 1–3°C depression: RH = 70–95% (high humidity — tropical climates, after rain, near water bodies)
- 4–7°C depression: RH = 40–70% (moderate humidity — comfortable indoor conditions, temperate climates)
- 8–12°C depression: RH = 20–40% (low humidity — winter indoor air, semi-arid climates)
- 13°C+ depression: RH < 20% (very dry — desert conditions, dried industrial processes)
How to Calculate Relative Humidity from Wet and Dry Bulb Temperature
Here is the complete step-by-step method using the standard Sprung psychrometer equations:
es = 0.6108 × exp((17.27 × Td) / (Td + 237.3)) [kPa]
ew = 0.6108 × exp((17.27 × Tw) / (Tw + 237.3)) [kPa]
ea = ew - 0.000799 × P × (Td - Tw)Where 0.000799 is the psychrometric constant for a ventilated (Assmann) psychrometer.
RH = (ea / es) × 100 [%]
Worked Example 1 (°C): Td = 28°C, Tw = 21°C
Step 2: es = 0.6108 × exp((17.27 × 28) / (28 + 237.3)) = 0.6108 × exp(1.8228) = 0.6108 × 6.186 = 3.778 kPa
Step 3: ew = 0.6108 × exp((17.27 × 21) / (21 + 237.3)) = 0.6108 × exp(1.4041) = 0.6108 × 4.072 = 2.487 kPa
Step 4: ea = 2.487 - 0.000799 × 101.325 × (28 - 21) = 2.487 - 0.566 = 1.921 kPa
Step 5: RH = (1.921 / 3.778) × 100 = 50.8%
Worked Example 2 (°F): Td = 85°F, Tw = 72°F
Convert first: Td = (85 - 32) × 5/9 = 29.44°C, Tw = (72 - 32) × 5/9 = 22.22°C
Step 2: es = 0.6108 × exp((17.27 × 29.44) / (29.44 + 237.3)) = 4.078 kPa
Step 3: ew = 0.6108 × exp((17.27 × 22.22) / (22.22 + 237.3)) = 2.657 kPa
Step 4: ea = 2.657 - 0.000799 × 101.325 × (29.44 - 22.22) = 2.657 - 0.584 = 2.073 kPa
Step 5: RH = (2.073 / 4.078) × 100 = 50.8%
Psychrometric Chart Calculator — How to Read a Psychrometric Chart
A psychrometric chart is a graphical representation of the thermodynamic properties of moist air. Engineers, HVAC technicians, and meteorologists use it to determine all air properties from just two known values. Our interactive psychrometric chart calculator above draws your exact air condition as a point on the chart — with all key reference lines visible.
Key Components of a Psychrometric Chart
- X-axis (horizontal): Dry bulb temperature (typically 10°C to 50°C or 50°F to 120°F)
- Y-axis (vertical): Humidity ratio in g water per kg dry air (0 to 30 g/kg)
- Saturation curve (100% RH): The curved outer boundary — left of this line is impossible (liquid water would form)
- Constant RH lines: Curves running parallel to the saturation curve — labeled 10%, 20%, ... 90%
- Wet bulb lines: Diagonal lines sloping from upper-left to lower-right — represent constant wet bulb temperature
- Enthalpy lines: Nearly parallel to wet bulb lines — represent constant total heat content
- Dew point: Found by tracing horizontally left from your condition point to the saturation curve
How to Locate Your Point on a Psychrometric Chart
Example: Dry bulb = 30°C, Wet bulb = 22°C
- Find 30°C on the horizontal axis (x-axis)
- Draw a vertical line upward from 30°C
- Find the wet bulb diagonal line labeled 22°C
- Your air condition is at the intersection of these two lines
- Read humidity ratio on the y-axis by tracing horizontally: approximately 11.5 g/kg
- Identify which RH curve passes through this point: approximately 47%
- Trace left horizontally to the saturation curve to find dew point: approximately 18.4°C
Use Tool 3 (Psychrometric Chart tab) above to instantly plot your conditions. Enter dry bulb 30°C and wet bulb 22°C, then click "Draw Chart" to see the exact point plotted with all reference curves visible.
Dry Bulb Wet Bulb Temperature Chart
The following reference chart shows relative humidity values for common combinations of dry bulb temperature and wet bulb depression. This is the standard "dry bulb wet bulb temperature chart" used by meteorologists, HVAC technicians, and agricultural professionals worldwide.
| Dry Bulb (°C) | Depression 1°C | Depression 2°C | Depression 3°C | Depression 5°C | Depression 7°C | Depression 10°C |
|---|---|---|---|---|---|---|
| 10°C | 88% | 76% | 65% | 43% | 23% | — |
| 15°C | 90% | 80% | 71% | 52% | 34% | 8% |
| 20°C | 91% | 83% | 74% | 58% | 43% | 19% |
| 25°C | 92% | 85% | 77% | 63% | 50% | 28% |
| 30°C | 93% | 86% | 79% | 66% | 55% | 35% |
| 35°C | 94% | 87% | 81% | 69% | 58% | 40% |
| 40°C | 94% | 88% | 82% | 71% | 61% | 44% |
Notice that the same wet bulb depression produces different RH values at different dry bulb temperatures — this is because the saturation vapor pressure is temperature-dependent. At higher temperatures, a given wet bulb depression represents a smaller fraction of the total evaporative capacity, so RH is higher.
Use Tool 5 (Reference Chart tab) above for a complete interactive table with all depression values from 1°C to 10°C, switchable between °C and °F, with color-coded cells — green (high RH), yellow (moderate), orange (low).
Worked Examples — Psychrometric Calculations
Example 1: Calculate RH from Wet and Dry Bulb
Dry bulb = 30°C, Wet bulb = 22°C, P = 101.325 kPa
es(30°C) = 0.6108 × exp(17.27×30/267.3) = 4.243 kPa
ew(22°C) = 0.6108 × exp(17.27×22/259.3) = 2.644 kPa
ea = 2.644 - 0.000799 × 101.325 × 8 = 2.644 - 0.648 = 1.997 kPa
RH = (1.997/4.243) × 100 = 47.1%
Dew point = 18.4°C
Example 2: Find Wet Bulb from RH (Reverse Calculation)
Dry bulb = 25°C, RH = 60%, P = 101.325 kPa
Target: Find Tw such that the Sprung formula gives RH = 60%
Using bisection method starting from dew point (16.7°C) to dry bulb (25°C)
After 10 iterations: Tw = 19.4°C
Verification: ew(19.4°C) = 2.249 kPa, ea = 2.249 - 0.000799×101.325×5.6 = 1.797 kPa, es(25°C) = 3.168 kPa, RH = 1.797/3.168 × 100 = 56.7% ˜ 60% ?
Example 3: Find Dew Point
T = 20°C, RH = 65%
? = ln(65/100) + (17.625 × 20)/(243.04 + 20)
? = -0.4308 + 352.5/263.04 = -0.4308 + 1.3401 = 0.9093
Tdew = (243.04 × 0.9093)/(17.625 - 0.9093) = 221.01/16.716 = 13.2°C
Example 4: What does depression of 5°C mean?
Dry bulb = 27°C, Wet bulb = 22°C, Depression = 5°C
es(27°C) = 3.567 kPa, ew(22°C) = 2.644 kPa
ea = 2.644 - 0.000799 × 101.325 × 5 = 2.644 - 0.405 = 2.239 kPa
RH = (2.239/3.567) × 100 = 62.8%
A 5°C depression indicates moderate-to-humid air — comfortable indoor conditions.
Example 5: Calculate Absolute Humidity
Dry bulb = 28°C, Wet bulb = 21°C
From Example 1: ea = 1.921 kPa, RH = 50.8%
AH = (216.7 × ea) / (T + 273.15)
AH = (216.7 × 1.921) / (28 + 273.15) = 416.3 / 301.15 = 13.82 g/m³
Example 6: Convert Wet Bulb °C to °F
Wet bulb = 18°C ? °F = (18 × 9/5) + 32 = 32.4 + 32 = 64.4°F
Note: If dry bulb = 25°C (77°F) and wet bulb = 18°C (64.4°F), the depression = 7°C = 12.6°F
Example 7: RH when wet bulb equals dry bulb
When Tw = Td: Depression = 0°C
ea = ew - 0.000799 × P × 0 = ew
Since ew = es (both at same temp): RH = (ea/es) × 100 = 100%
Example 8: Calculate Enthalpy
Dry bulb = 25°C, RH = 60%
es(25°C) = 3.169 kPa, ea = 3.169 × 0.60 = 1.901 kPa
W = 0.622 × 1.901 / (101.325 - 1.901) = 1.183 / 99.424 = 0.01190 kg/kg
h = 1.006 × 25 + 0.01190 × (2501 + 1.86 × 25)
h = 25.15 + 0.01190 × 2547.5 = 25.15 + 30.32 = 55.47 kJ/kg
Example 9: Calculate Wet Bulb Without Psychrometer
If you know dry bulb temperature and relative humidity, use the iterative bisection method (Tool 2 above).
For Td = 30°C, RH = 50%: Dew point ˜ 18.4°C (lower bound), dry bulb 30°C (upper bound)
Bisection converges to Tw ˜ 22.0°C after approximately 12 iterations
Example 10: Using the Psychrometric Chart
Given: Dry bulb = 35°C, Relative Humidity = 40%
- Locate 35°C on x-axis, draw vertical line
- Follow the 40% RH curve — it intersects the vertical line at your condition point
- Read y-axis: Humidity ratio ˜ 14.4 g/kg
- Trace horizontally left to saturation curve: Dew point ˜ 20.0°C
- Follow wet bulb diagonal through condition point: Wet bulb ˜ 24.0°C
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