Solve for any psychrometric condition. Enter two known values — dry bulb + RH, dry bulb + wet bulb, or dry bulb + dew point — and get all the rest.
This wet bulb / dry bulb / RH calculator solves the complete psychrometric state from any two known conditions. Choose dry bulb plus relative humidity, dry bulb plus wet bulb, or dry bulb plus dew point, and it returns the other temperatures along with humidity ratio (in grains per pound) and moist-air enthalpy.
It is handy for converting field readings, sizing evaporative and cooling-tower equipment by wet bulb, checking economizer changeover, and confirming the moisture content behind a coil. Because two independent properties fix the air state, the tool fills in whichever value you do not have.
| Saturation pressure | Pws = 0.6112 · exp(17.67 · T ÷ (T + 243.5)) kPa (T in °C) |
| Humidity ratio | W = 0.622 · Pw ÷ (P − Pw) |
| Dew point | Magnus inverse of RH and T (a = 17.67, b = 243.5) |
| Wet bulb (DB+WB) | Pw = Pws,wb − 0.000660 · (1 + 0.00115·Twb) · (Tdb − Twb) · P |
| Enthalpy | h = 0.240 · T + W · (1061 + 0.444 · T) |
Saturation vapor pressure Pws uses a Magnus-type formula, and humidity ratio follows W = 0.622 · Pw ÷ (P − Pw) at standard sea-level pressure (P ≈ 101.325 kPa, 14.696 psia). In the dry-bulb plus wet-bulb mode, vapor pressure comes from the psychrometer equation; in the other modes wet bulb is estimated from the dry-bulb-to-dew-point depression. Dew point is the Magnus inverse, and enthalpy uses the standard moist-air relation. These follow ASHRAE Fundamentals Chapter 1 psychrometrics.
This calculator handles one step. AIM Works runs the complete MEP design workflow — thermal load calculations, duct & pipe networks, equipment selection, code compliance, and an AI design assistant — in one tool.
Results are design estimates for preliminary sizing. Verify final designs against applicable codes and standards — engineering judgment and a licensed professional engineer’s review are required.